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Overview.log create mode 100644 search.html create mode 100644 searchindex.js diff --git a/.buildinfo b/.buildinfo new file mode 100644 index 0000000..8a85bbb --- /dev/null +++ b/.buildinfo @@ -0,0 +1,4 @@ +# Sphinx build info version 1 +# This file hashes the configuration used when building these files. When it is not found, a full rebuild will be done. +config: b7c8d42a84e6ab054a85d29455d012bb +tags: 645f666f9bcd5a90fca523b33c5a78b7 diff --git a/.nojekyll b/.nojekyll new file mode 100644 index 0000000..e69de29 diff --git a/README.html b/README.html new file mode 100644 index 0000000..57cce91 --- /dev/null +++ b/README.html @@ -0,0 +1,386 @@ + + + + + + + + PVSC48-Python-Tutorial — PVSC 48 Python Tutorial + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
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tutorialpromo

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PVSC48-Python-Tutorial

+

PVSC48 computing tutorial with focus on PV computing packages, Python, data +wrangling with Pandas, and data viz

+
+

Tutorial Summary:

+
    +
  • Tutorial 0: Introduction to the tutorial, the lesson plan, and resources

  • +
  • Tutorial 1: Access TMY weather data and visualize monthly irradiance data

  • +
  • Tutorial 2: Calculate solar position, plane-of-array irradiance, and +visualize average daily insolation

  • +
  • Tutorial 3: Estimate module temperature from ambient

  • +
  • Tutorial 4: Use POA irradiance and module temperature to model output power +from a single module

  • +
  • Tutorial 5: Combine modules to form strings, calculate inverter efficiency +and total array output

  • +
+
+
+

Tutorial Setup

+

These tutorials are designed to run on Jupyter, a +browser based interactive notebook that allows you to run the tutorial in the +cloud without any additional setup. On the day of the tutorial, you can log +into the tutorial here:

+

http://pvsc-python-tutorial.ml/

+

The first time you visit the tutorial, you will need to create an account. Use +any username and password you like.

+

jupyter login

+

The first time you log into the tutorial, you will only see the scratch and shared-data folders.

+

first login

+

After you log in, you need to download the tutorial from this GitHub repository by following this +link:

+

https://pvsc-python-tutorial.ml/hub/user-redirect/git-pull?repo=https://github.com/PVSC-Python-Tutorials/PVSC48-Python-Tutorial&branch=main

+

You only need to download the repository once, but you can always use either link to start the tutorial during the conference. +From now on you will see the PVSC48-Python-Tutorial folder in the list.

+

download tutorial

+

Click the folder to open, and you’ll see the full list. Click Tutorial 0 - Overview.ipynb to get started.

+

full list of tutorials

+

Sometimes, if you are idle too long, the tutorial dies. Just click the link to the tutorial again to reconnect.

+

http://pvsc-python-tutorial.ml/

+
+

Jupyter Book docs

+

The full tutorial is now also hosted as a beautiful Jupyter book. This book has navigation, search, and can even run code cells interactively. Check it out!

+

https://pvsc-python-tutorials.github.io/PVSC48-Python-Tutorial/index.html

+
+
+

My Binder

+

After the conference the tutorials will remain available here on GitHub, and you can run +the tutorial anytime in Binder by clicking the +following link:

+

Binder

+
+
+

Locally

+

You can also run the tutorial locally with +miniconda by following thes +steps:

+
    +
  1. Install miniconda.

  2. +
  3. Clone the repository:

    +
    git clone https://github.com/PVSC-Python-Tutorials/PVSC48-Python-Tutorial.git
    +
    +
    +
  4. +
  5. Create the environment and install the requirements. The repository includes +a requirements.txt file that contains a list the packages needed to run +this tutorial. To install them using conda run:

    +
    conda create -n pvsc48 jupyter -c pvlib --file requirements.txt
    +conda activate pvsc48
    +
    +
    +
  6. +
  7. Start a Jupyter session:

    +
    jupyter notebook
    +
    +
    +
  8. +
  9. Use the file explorer in Jupyter lab to browse to PVSC48-Python-Tutorial +and start the first Tutorial.

  10. +
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+ + By Silvana Ayala Pelaez, Mark Mikofski, Kevin Anderson
+ + © Copyright 2021.
+

+
+
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+ + +
+
+ + + + + + \ No newline at end of file diff --git a/Tutorial 0 - Overview.html b/Tutorial 0 - Overview.html new file mode 100644 index 0000000..efc252c --- /dev/null +++ b/Tutorial 0 - Overview.html @@ -0,0 +1,719 @@ + + + + + + + + Welcome! — PVSC 48 Python Tutorial + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
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tutorial banner

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+

Welcome!

+

Welcome to the PV Software 101: from Sun position to AC Output! tutorial

+

Modeling tools for all aspects of photovoltaic systems are rapidly growing, and there are solutions for many of the things you might want to simulate. Python is becoming one of the scientific languages of choice, and many open-source tools are available for PV modeling. This tutorial will focus on teaching attendees PV modeling in python through the use of PVlib.

+

In this interactive tutorial we will go from getting acquainted with some common data used or measured in pv systems (i.e. weather), to modeling the AC energy output of a single-axis tracker system. This includes learning and simulating sun position, plane of array irradiances, temperature models, single-diode models and more.

+

We will review common vocabulary around python and data aggregation by hour, week, month, and visualization.

+

The tutorial will present hands-on examples in python, enabled via jupyter notebooks and a Jupyterhub (remote hosted server for jupyter notebooks and python language) so you, the attendee, don’t have to install anything, and can follow along while we go over the theory and code! In case it’s not obvious, a computer is required.

+

The tutorial will wrap up with an overview of other available open-source tools for other aspects of modeling PV systems.

+
+

More on your teachers:

+

The three of us have ample experience in data, coding, and PV field performance modeling, so we look forward to all of your questions.

+ + + + + + + + + + + + + + + + + +

Mark Mikofski

Mark Mikofski


I am a principal solar engineer at DNV and product manager for SolarFarmer. I research, analyze, and predict PV system performance, degradation, and reliability. I have contributed to a few Python projects like pvlib python, PVMismatch, and SciPy

Silvana Ayala Pelaez

Silvana Ayala Pelaez


I am a research scientist at NREL, focusing mostly on bifacial PV system’s performance, and circular economy. Python is my daily bread and butter for data analysis and building tools. Silvana has made substantial contributions to the NREL bifacialvf pvmismatch and bifacial radiance software packages.

Kevin Anderson

Kevin Anderson


I am a research scientist at NREL doing cool stuff! I have contributed to work on slope aware backtracking, clipping loss errors in hourly yield estimates, and am a maintainer for pvlib python and a frequent contributor to RdTools.

+
+
+

Learning Objectives

+
    +
  1. Access weather data (TMY3), understand irradiance data, and visualize it monthly.

  2. +
  3. Calculate sun position, plane of array irradiance, and aggregate irradiance data into average daily insolation by month and year.

  4. +
  5. Calculate module temperature from ambient data.

  6. +
  7. Use POA and module temperature to forecast a module’s performance.

  8. +
+
+
+

Overview

+

The sketch below from the Sandia PV Performance Modeling Collaborative (PVPMC) outlines the topics we will cover in this tutorial:

+

Overview

+
+

Why learn this?

+

PV-lib is a library of algorithms and routines that you might encounter the need to use if you’re doing anything PV-modeling related. It is managed by members of the PV research community, who make sure the formulas and code are not only sleek but accurate.

+
    +
  • You want to know the sun position? No need to code from zero the SPA (Solar Position algorithm), it’s in PVlib.

  • +
  • You want to reproduce the Sandia-King model to calculate module performance? It’s there, also.

  • +
  • You can find the most well-known models, as well as recently accepted values and approaches in published PV literature.

  • +
  • We hope adding this tool to your skillset will empower you to do better, faster research with an already solid foundation. Don’t reinvent the wheel!

  • +
+
+
+
+

How to use this tutorial?

+

This tutorial is a Jupyter notebook. Jupyter is a browser based interactive tool that combines text, images, equations, and code that can be shared with others. Please see the setup section in the README to learn more about how to get started.

+
+ +
+

Tutorial Structure

+

This tutorial is made up of multiple Jupyter Notebooks. These notebooks mix +code, text, visualization, and exercises.

+

If you haven’t used JupyterLab before, it’s similar to the Jupyter Notebook. If +you haven’t used the Notebook, the quick intro is

+
    +
  1. There are two modes: command and edit

  2. +
  3. From command mode, press Enter to edit a cell (like this markdown cell)

  4. +
  5. From edit mode, press Esc to change to command mode

  6. +
  7. Press shift+enter to execute a cell and move to the next cell.

  8. +
  9. The toolbar has commands for executing, converting, and creating cells.

  10. +
+

The layout of the tutorial will be as follows:

+
+
+

Exercise: Print Hello, world!

+

Each notebook will have exercises for you to solve. You’ll be given a blank or +partially completed cell, followed by a hidden cell with a solution. For +example.

+

Print the text “Hello, world!”.

+
+
+
# Your code here
+print("Hello, world!")
+
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Hello, world!
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+

Exercise 1: Modify to print something else:

+
+
+
my_string =    # Add your text here. Remember to put it inside of single quotes or double quotes ( " " or '' )
+print(my_string)
+
+
+
+
+
  File "<ipython-input-2-470f509c4752>", line 1
+    my_string =    # Add your text here. Remember to put it inside of single quotes or double quotes ( " " or '' )
+                                                                                                                  ^
+SyntaxError: invalid syntax
+
+
+
+
+
+
+

Let’s go over some Python Concepts

+

(A lot of this examples were shamely taken from https://jckantor.github.io/CBE30338/01.01-Getting-Started-with-Python-and-Jupyter-Notebooks.html :$)

+
+
+

Basic Arithmetic Operations

+

Basic arithmetic operations are built into the Python langauge. Here are some examples. In particular, note that exponentiation is done with the ** operator.

+
+
+
a = 2
+b = 3
+print(a + b)
+print(a ** b)
+print(a / b)
+
+
+
+
+
5
+8
+0.6666666666666666
+
+
+
+
+
+
+

Python Libraries

+

The Python language has only very basic operations. Most math functions are in various math libraries. The numpy library is convenient library. This next cell shows how to import numpy with the prefix np, then use it to call a common mathematical functions.

+
+
+
import numpy as np
+
+# mathematical constants
+print(np.pi)
+print(np.e)
+
+# trignometric functions
+angle = np.pi/4
+print(np.sin(angle))
+print(np.cos(angle))
+print(np.tan(angle))
+
+
+
+
+
3.141592653589793
+2.718281828459045
+0.7071067811865476
+0.7071067811865476
+0.9999999999999999
+
+
+
+
+

Lists are a versatile way of organizing your data in Python. Here are some examples, more can be found on this Khan Academy video.

+
+
+
xList = [1, 2, 3, 4]
+xList
+
+
+
+
+
[1, 2, 3, 4]
+
+
+
+
+
+
+

Concatenation

+

Concatentation is the operation of joining one list to another.

+
+
+
x = [1, 2, 3, 4];
+y = [5, 6, 7, 8];
+
+x + y
+
+
+
+
+
[1, 2, 3, 4, 5, 6, 7, 8]
+
+
+
+
+
+
+
np.sum(x)
+
+
+
+
+
10
+
+
+
+
+
+
+

Loops

+
+
+
for x in xList:
+    print("sin({0}) = {1:8.5f}".format(x,np.sin(x)))
+
+
+
+
+
sin(1) =  0.84147
+sin(2) =  0.90930
+sin(3) =  0.14112
+sin(4) = -0.75680
+
+
+
+
+
+
+

Working with Dictionaries

+

Dictionaries are useful for storing and retrieving data as key-value pairs. For example, here is a short dictionary of molar masses. The keys are molecular formulas, and the values are the corresponding molar masses.

+
+
+
States_SolarInstallations2020 = {'Arizona': 16.04, 'California': 30.02, 'Texas':18.00, 'Colorado': 44.01}  # GW
+States_SolarInstallations2020
+
+
+
+
+
{'Arizona': 16.04, 'California': 30.02, 'Texas': 18.0, 'Colorado': 44.01}
+
+
+
+
+

We can a value to an existing dictionary.

+
+
+
States_SolarInstallations2020['New Mexico'] = 22.4
+
+
+
+
+
+
+

Plotting

+

Importing the matplotlib.pyplot library gives IPython notebooks plotting functionality very similar to Matlab’s. Here are some examples using functions from the

+
+
+
%matplotlib inline
+
+import matplotlib.pyplot as plt
+import numpy as np
+
+x = np.linspace(0,10)
+y = np.sin(x)
+z = np.cos(x)
+
+plt.plot(x,y,'b',x,z,'r')
+plt.xlabel('Radians');
+plt.ylabel('Value');
+plt.title('Plotting Demonstration')
+plt.legend(['Sin','Cos'])
+plt.grid()
+
+
+
+
+_images/Tutorial 0 - Overview_27_0.png +
+
+
+
+

Going Deeper

+

We’ve designed the notebooks above to cover the basics of pvlib from beginning +to end. To help you go deeper, we’ve also create a list of notebooks that +demonstrate real-world applications of pvlib in a variety of use cases. These +need not be explored in any particular sequence, instead they are meant to +provide a sampling of what pvlib can be used for.

+
+

PVLIB and Weather/Climate Model Data

+

Check out the pvlib python examples gallery. +Start with Sun path diagram, +then feel free to explore the rest of the notebooks.

+

Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 International License.

+
+
+
+
+
+ + + + +
+ + + + +
+
+
+
+

+ + By Silvana Ayala Pelaez, Mark Mikofski, Kevin Anderson
+ + © Copyright 2021.
+

+
+
+
+ + +
+
+ + + + + + \ No newline at end of file diff --git a/Tutorial 1 - TMY Weather Data.html b/Tutorial 1 - TMY Weather Data.html new file mode 100644 index 0000000..5dd68fb --- /dev/null +++ b/Tutorial 1 - TMY Weather Data.html @@ -0,0 +1,1316 @@ + + + + + + + + Tutorial 1 - Weather Data: Accesing it, understanding it, visualizing it! — PVSC 48 Python Tutorial + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
+
+ + + + + + + + +
+ + +
+
+ +
+ +

tutorialpromo

+
+

Tutorial 1 - Weather Data: Accesing it, understanding it, visualizing it!

+

This notebook explores a standard type of weather data, the typical meteorological year (TMY), and how to summarize it with Python and Pandas.

+

Overview

+
+

Steps:

+ +
+
+

PV Concepts:

+
    +
  • TMY

  • +
  • GHI, DNI, DHI

  • +
  • DryBulb, Wspd

  • +
  • Irradiance vs. Insolation

  • +
+
+
+

Python Concepts:

+
    +
  • Exploring a Pandas dataframe (df): len(), df.head(), df.keys()

  • +
  • pvlib input-output tools

  • +
  • Ploting a Pandas dataframe (df): df.plot()

  • +
  • Aggregating data in a dataframe (df): df.resample(freq).sum()

  • +
  • Getting NREL irradiance data from the web based API using pvlib

  • +
+
+
+

Weather Data & PV

+

Weather and irradiance data are used as input to PV performance models.

+

SRRL

+

These data are directly measured, derived from measured data, or simulated using a stochastic model.

+
+
+

Typical Meteorological Year

+

TMY datasets are intended to represent the weather for a typical year at a given location.

+

TMY datasets provide hourly solar irradiance, air temperature, wind speed, and other weather measurements for a hypothetical year that represents more or less a “median year” for solar resource.

+

TMY3 screenshot

+

TMY datasets are created by selecting individual months out of an extended period of weather measurememts (say, 20 years of data) to construct a single year’s worth of data. There are several methods for selecting which months to include, but the general idea is to calculate monthly summary statistics and take the month that lies in the middle of the distribution. For example, no two Januaries will be exactly the same, so summing the total solar irradiance for each January will give a normal distribution, and the month that falls closest to the median is chosen as the representative month. The same process is followed for February, March, and so on, and all twelve representative months are stitched together into a year-long dataset.

+

The oldest TMYs were calculated using data from the nearest weather station (airports and such). Today, it’s common to use TMYs calculated using simulated weather data from satellite imagery because of the improved spatial resolution.

+

To get a better feel for TMY data, we’ll first explore an example TMY dataset that is bundled with pvlib.

+
+
+

First Step: Import Libraries

+

In Python, some functions are builtin like print() but others must be imported before they can be used. For this notebook we’re going to import three packages:

+
    +
  • pvlib - library for simulating performance of photovoltaic energy systems.

  • +
  • pandas - analysis tool for timeseries and tabular data

  • +
  • matplotlib - data visualization for Python

  • +
+

Some Python modules are part of the standard library, but are not imported with builtins. We’ll use the pathlib module which is useful for accessing files and folders.

+
+
+
import pvlib
+import pandas as pd  # for data wrangling
+import matplotlib.pyplot as plt  # for visualization
+import pathlib  # for finding the example dataset
+
+
+
+
+

Query which version you are using of pvlib:

+
+
+
print(pvlib.__version__)
+
+
+
+
+
0.8.1
+
+
+
+
+
+
+

Reading a TMY dataset with pvlib

+

First, we’ll read the TMY dataset with pvlib.iotools.read_tmy3() which returns a Pandas DataFrame of the timeseries weather data and a second output with a Python dictionary of the TMY metadata like longitude, latitude, elevation, etc.

+

We will use the Python pathlib to get the path to the 'data' directory which comes with the pvlib package. Then we can use the slash operator, / to make the full path to the TMY file.

+
+
+
help(pvlib.iotools.read_tmy3)
+
+
+
+
+
Help on function read_tmy3 in module pvlib.iotools.tmy:
+
+read_tmy3(filename, coerce_year=None, recolumn=True)
+    Read a TMY3 file in to a pandas dataframe.
+    
+    Note that values contained in the metadata dictionary are unchanged
+    from the TMY3 file (i.e. units are retained). In the case of any
+    discrepancies between this documentation and the TMY3 User's Manual
+    [1]_, the TMY3 User's Manual takes precedence.
+    
+    The TMY3 files were updated in Jan. 2015. This function requires the
+    use of the updated files.
+    
+    Parameters
+    ----------
+    filename : str
+        A relative file path or absolute file path.
+    
+    coerce_year : None or int, default None
+        If supplied, the year of the index will be set to `coerce_year`, except
+        for the last index value which will be set to the *next* year so that
+        the index increases monotonically.
+    
+    recolumn : bool, default True
+        If ``True``, apply standard names to TMY3 columns. Typically this
+        results in stripping the units from the column name.
+    
+    Returns
+    -------
+    Tuple of the form (data, metadata).
+    
+    data : DataFrame
+        A pandas dataframe with the columns described in the table
+        below. For more detailed descriptions of each component, please
+        consult the TMY3 User's Manual ([1]), especially tables 1-1
+        through 1-6.
+    
+    metadata : dict
+        The site metadata available in the file.
+    
+    Notes
+    -----
+    The returned structures have the following fields.
+    
+    ===============   ======  ===================
+    key               format  description
+    ===============   ======  ===================
+    altitude          Float   site elevation
+    latitude          Float   site latitudeitude
+    longitude         Float   site longitudeitude
+    Name              String  site name
+    State             String  state
+    TZ                Float   UTC offset
+    USAF              Int     USAF identifier
+    ===============   ======  ===================
+    
+    =============================       ======================================================================================================================================================
+    TMYData field                       description
+    =============================       ======================================================================================================================================================
+    TMYData.Index                       A pandas datetime index. NOTE, the index is currently timezone unaware, and times are set to local standard time (daylight savings is not included)
+    TMYData.ETR                         Extraterrestrial horizontal radiation recv'd during 60 minutes prior to timestamp, Wh/m^2
+    TMYData.ETRN                        Extraterrestrial normal radiation recv'd during 60 minutes prior to timestamp, Wh/m^2
+    TMYData.GHI                         Direct and diffuse horizontal radiation recv'd during 60 minutes prior to timestamp, Wh/m^2
+    TMYData.GHISource                   See [1]_, Table 1-4
+    TMYData.GHIUncertainty              Uncertainty based on random and bias error estimates                        see [2]_
+    TMYData.DNI                         Amount of direct normal radiation (modeled) recv'd during 60 mintues prior to timestamp, Wh/m^2
+    TMYData.DNISource                   See [1]_, Table 1-4
+    TMYData.DNIUncertainty              Uncertainty based on random and bias error estimates                        see [2]_
+    TMYData.DHI                         Amount of diffuse horizontal radiation recv'd during 60 minutes prior to timestamp, Wh/m^2
+    TMYData.DHISource                   See [1]_, Table 1-4
+    TMYData.DHIUncertainty              Uncertainty based on random and bias error estimates                        see [2]_
+    TMYData.GHillum                     Avg. total horizontal illuminance recv'd during the 60 minutes prior to timestamp, lx
+    TMYData.GHillumSource               See [1]_, Table 1-4
+    TMYData.GHillumUncertainty          Uncertainty based on random and bias error estimates                        see [2]_
+    TMYData.DNillum                     Avg. direct normal illuminance recv'd during the 60 minutes prior to timestamp, lx
+    TMYData.DNillumSource               See [1]_, Table 1-4
+    TMYData.DNillumUncertainty          Uncertainty based on random and bias error estimates                        see [2]_
+    TMYData.DHillum                     Avg. horizontal diffuse illuminance recv'd during the 60 minutes prior to timestamp, lx
+    TMYData.DHillumSource               See [1]_, Table 1-4
+    TMYData.DHillumUncertainty          Uncertainty based on random and bias error estimates                        see [2]_
+    TMYData.Zenithlum                   Avg. luminance at the sky's zenith during the 60 minutes prior to timestamp, cd/m^2
+    TMYData.ZenithlumSource             See [1]_, Table 1-4
+    TMYData.ZenithlumUncertainty        Uncertainty based on random and bias error estimates                        see [1]_ section 2.10
+    TMYData.TotCld                      Amount of sky dome covered by clouds or obscuring phenonema at time stamp, tenths of sky
+    TMYData.TotCldSource                See [1]_, Table 1-5, 8760x1 cell array of strings
+    TMYData.TotCldUncertainty           See [1]_, Table 1-6
+    TMYData.OpqCld                      Amount of sky dome covered by clouds or obscuring phenonema that prevent observing the sky at time stamp, tenths of sky
+    TMYData.OpqCldSource                See [1]_, Table 1-5, 8760x1 cell array of strings
+    TMYData.OpqCldUncertainty           See [1]_, Table 1-6
+    TMYData.DryBulb                     Dry bulb temperature at the time indicated, deg C
+    TMYData.DryBulbSource               See [1]_, Table 1-5, 8760x1 cell array of strings
+    TMYData.DryBulbUncertainty          See [1]_, Table 1-6
+    TMYData.DewPoint                    Dew-point temperature at the time indicated, deg C
+    TMYData.DewPointSource              See [1]_, Table 1-5, 8760x1 cell array of strings
+    TMYData.DewPointUncertainty         See [1]_, Table 1-6
+    TMYData.RHum                        Relatitudeive humidity at the time indicated, percent
+    TMYData.RHumSource                  See [1]_, Table 1-5, 8760x1 cell array of strings
+    TMYData.RHumUncertainty             See [1]_, Table 1-6
+    TMYData.Pressure                    Station pressure at the time indicated, 1 mbar
+    TMYData.PressureSource              See [1]_, Table 1-5, 8760x1 cell array of strings
+    TMYData.PressureUncertainty         See [1]_, Table 1-6
+    TMYData.Wdir                        Wind direction at time indicated, degrees from north (360 = north; 0 = undefined,calm)
+    TMYData.WdirSource                  See [1]_, Table 1-5, 8760x1 cell array of strings
+    TMYData.WdirUncertainty             See [1]_, Table 1-6
+    TMYData.Wspd                        Wind speed at the time indicated, meter/second
+    TMYData.WspdSource                  See [1]_, Table 1-5, 8760x1 cell array of strings
+    TMYData.WspdUncertainty             See [1]_, Table 1-6
+    TMYData.Hvis                        Distance to discernable remote objects at time indicated (7777=unlimited), meter
+    TMYData.HvisSource                  See [1]_, Table 1-5, 8760x1 cell array of strings
+    TMYData.HvisUncertainty             See [1]_, Table 1-6
+    TMYData.CeilHgt                     Height of cloud base above local terrain (7777=unlimited), meter
+    TMYData.CeilHgtSource               See [1]_, Table 1-5, 8760x1 cell array of strings
+    TMYData.CeilHgtUncertainty          See [1]_, Table 1-6
+    TMYData.Pwat                        Total precipitable water contained in a column of unit cross section from earth to top of atmosphere, cm
+    TMYData.PwatSource                  See [1]_, Table 1-5, 8760x1 cell array of strings
+    TMYData.PwatUncertainty             See [1]_, Table 1-6
+    TMYData.AOD                         The broadband aerosol optical depth per unit of air mass due to extinction by aerosol component of atmosphere, unitless
+    TMYData.AODSource                   See [1]_, Table 1-5, 8760x1 cell array of strings
+    TMYData.AODUncertainty              See [1]_, Table 1-6
+    TMYData.Alb                         The ratio of reflected solar irradiance to global horizontal irradiance, unitless
+    TMYData.AlbSource                   See [1]_, Table 1-5, 8760x1 cell array of strings
+    TMYData.AlbUncertainty              See [1]_, Table 1-6
+    TMYData.Lprecipdepth                The amount of liquid precipitation observed at indicated time for the period indicated in the liquid precipitation quantity field, millimeter
+    TMYData.Lprecipquantity             The period of accumulatitudeion for the liquid precipitation depth field, hour
+    TMYData.LprecipSource               See [1]_, Table 1-5, 8760x1 cell array of strings
+    TMYData.LprecipUncertainty          See [1]_, Table 1-6
+    TMYData.PresWth                     Present weather code, see [2]_.
+    TMYData.PresWthSource               Present weather code source, see [2]_.
+    TMYData.PresWthUncertainty          Present weather code uncertainty, see [2]_.
+    =============================       ======================================================================================================================================================
+    
+    .. warning:: TMY3 irradiance data corresponds to the *previous* hour, so
+        the first index is 1AM, corresponding to the irradiance from midnight
+        to 1AM, and the last index is midnight of the *next* year. For example,
+        if the last index in the TMY3 file was 1988-12-31 24:00:00 this becomes
+        1989-01-01 00:00:00 after calling :func:`~pvlib.iotools.read_tmy3`.
+    
+    .. warning:: When coercing the year, the last index in the dataframe will
+        become midnight of the *next* year. For example, if the last index in
+        the TMY3 was 1988-12-31 24:00:00, and year is coerced to 1990 then this
+        becomes 1991-01-01 00:00:00.
+    
+    References
+    ----------
+    
+    .. [1] Wilcox, S and Marion, W. "Users Manual for TMY3 Data Sets".
+       NREL/TP-581-43156, Revised May 2008.
+    
+    .. [2] Wilcox, S. (2007). National Solar Radiation Database 1991 2005
+       Update: Users Manual. 472 pp.; NREL Report No. TP-581-41364.
+
+
+
+
+
+
+
DATA_DIR = pathlib.Path(pvlib.__file__).parent / 'data'
+df_tmy, meta_dict = pvlib.iotools.read_tmy3(DATA_DIR / '723170TYA.CSV', coerce_year=1990)
+meta_dict  # display the dictionary of metadata
+
+
+
+
+
{'USAF': 723170,
+ 'Name': '"GREENSBORO PIEDMONT TRIAD INT"',
+ 'State': 'NC',
+ 'TZ': -5.0,
+ 'latitude': 36.1,
+ 'longitude': -79.95,
+ 'altitude': 273.0}
+
+
+
+
+

Let’s display the first 4 lines of the dataframe

+
+
+
df_tmy.head(4)
+
+
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
Date (MM/DD/YYYY)Time (HH:MM)ETRETRNGHIGHISourceGHIUncertaintyDNIDNISourceDNIUncertainty...AlbAlbSourceAlbUncertaintyLprecipdepthLprecipquantityLprecipSourceLprecipUncertaintyPresWthPresWthSourcePresWthUncertainty
1990-01-01 01:00:00-05:0001/01/198801:0000010010...0.0?001D90C8
1990-01-01 02:00:00-05:0001/01/198802:0000010010...0.0?001D90C8
1990-01-01 03:00:00-05:0001/01/198803:0000010010...0.0?001D90C8
1990-01-01 04:00:00-05:0001/01/198804:0000010010...0.0?001D90C8
+

4 rows × 71 columns

+
+
+

This dataset follows the standard format of handling timeseries data with pandas – one row per timestamp, one column per measurement type. Because TMY files represent one year of data (no leap years), that means they’ll have 8760 rows. The number of columns can vary depending on the source of the data.

+
+
+
print("Number of rows:", len(df_tmy))
+print("Number of columns:", len(df_tmy.columns))
+
+
+
+
+
Number of rows: 8760
+Number of columns: 71
+
+
+
+
+

You can access single rows by pointing to its number location (iloc) or by using the index name it has. In this case, that is a dateTime

+
+
+
df_tmy.iloc[0];
+
+
+
+
+
+
+
df_tmy.loc['1990-01-01 01:00:00-05:00'];
+
+
+
+
+

You can also print all the column names in the dataframe

+
+
+
df_tmy.keys()
+
+
+
+
+
Index(['Date (MM/DD/YYYY)', 'Time (HH:MM)', 'ETR', 'ETRN', 'GHI', 'GHISource',
+       'GHIUncertainty', 'DNI', 'DNISource', 'DNIUncertainty', 'DHI',
+       'DHISource', 'DHIUncertainty', 'GHillum', 'GHillumSource',
+       'GHillumUncertainty', 'DNillum', 'DNillumSource', 'DNillumUncertainty',
+       'DHillum', 'DHillumSource', 'DHillumUncertainty', 'Zenithlum',
+       'ZenithlumSource', 'ZenithlumUncertainty', 'TotCld', 'TotCldSource',
+       'TotCldUncertainty', 'OpqCld', 'OpqCldSource', 'OpqCldUncertainty',
+       'DryBulb', 'DryBulbSource', 'DryBulbUncertainty', 'DewPoint',
+       'DewPointSource', 'DewPointUncertainty', 'RHum', 'RHumSource',
+       'RHumUncertainty', 'Pressure', 'PressureSource', 'PressureUncertainty',
+       'Wdir', 'WdirSource', 'WdirUncertainty', 'Wspd', 'WspdSource',
+       'WspdUncertainty', 'Hvis', 'HvisSource', 'HvisUncertainty', 'CeilHgt',
+       'CeilHgtSource', 'CeilHgtUncertainty', 'Pwat', 'PwatSource',
+       'PwatUncertainty', 'AOD', 'AODSource', 'AODUncertainty', 'Alb',
+       'AlbSource', 'AlbUncertainty', 'Lprecipdepth', 'Lprecipquantity',
+       'LprecipSource', 'LprecipUncertainty', 'PresWth', 'PresWthSource',
+       'PresWthUncertainty'],
+      dtype='object')
+
+
+
+
+

There are 71 columns, which is quite a lot! For now, let’s focus just on the ones that are most important for PV modeling – the irradiance, temperature, and wind speed columns, and extract them into a new DataFrame.

+
+
+

Irradiance

+

Irradiance is an instantaneous measurement of solar power over some area. For practical purposes of measurement and interpretation, irradiance is expressed and separated into different components.

+

overview irradiance

+

The units of irradiance are watts per square meter.

+
+
+

Wind

+

Wind speed is measured with an anemometer. The most common type is a the cup-type anemometer, shown on the right side of the picture below. The number of rotations per time interval is used to calculate the wind speed. The vane on the left is used to measure the direction of the wind. Wind direction is reported as the direction from which the wind is blowing.

+

+
+
+

Air temperature

+

Also known as dry-bulb temperature, is the temperature of the ambient air when the measurement device is shielded from radiation and moisture. The most common method of air temperature measurement uses a resistive temperature device (RTD) or thermocouple within a radiation shield. The shield blocks sunlight from reaching the sensor (avoiding radiative heating), yet allows natural air flow around the sensor. More accurate temperature measurement devices utilize a shield which forces air across the sensor.

+

Air temperature is typically measured on the Celsius scale.

+

Air temperature plays a large role in PV system performance as PV modules and inverters are cooled convectively by the surrounding air.

+

+
+
+

Downselect columns

+

There are a lot more weather data in that file that you can access. To investigate all the column headers, we used .keys() above. Always read the Instruction Manual for the weather files to get more details on how the data is aggregated, units, etc.

+

At this point we are interested in GHI, DHI, DNI, DryBulb and Wind Speed . For this NREL TMY3 dataset the units of irradiance are W/m², dry bulb temperature is in °C, and wind speed is m/s.

+
+
+
# GHI, DHI, DNI are irradiance measurements
+# DryBulb is the "dry-bulb" (ambient) temperature
+# Wspd is wind speed
+df = df_tmy[['GHI', 'DHI', 'DNI', 'DryBulb', 'Wspd']]
+# show the first 15 rows:
+df.head(15)
+
+
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
GHIDHIDNIDryBulbWspd
1990-01-01 01:00:00-05:0000010.06.2
1990-01-01 02:00:00-05:0000010.05.2
1990-01-01 03:00:00-05:0000010.05.7
1990-01-01 04:00:00-05:0000010.05.7
1990-01-01 05:00:00-05:0000010.05.2
1990-01-01 06:00:00-05:0000010.04.1
1990-01-01 07:00:00-05:0000010.04.1
1990-01-01 08:00:00-05:0099110.05.2
1990-01-01 09:00:00-05:004646310.05.2
1990-01-01 10:00:00-05:007978410.65.2
1990-01-01 11:00:00-05:00199198311.76.2
1990-01-01 12:00:00-05:00261260311.75.2
1990-01-01 13:00:00-05:00155155011.75.2
1990-01-01 14:00:00-05:00144144211.73.1
1990-01-01 15:00:00-05:00131131111.14.1
+
+
+
+
+

Plotting time series data with pandas and matplotlib

+

Let’s make some plots to get a better idea of what TMY data gives us.

+
+

Irradiance

+

First, the three irradiance fields:

+
+
+
first_week = df.head(24*7)  # Plotting 7 days, each one has 24 hours or entries
+first_week[['GHI', 'DHI', 'DNI']].plot()
+plt.ylabel('Irradiance [W/m$^2$]');
+
+
+
+
+_images/Tutorial 1 - TMY Weather Data_29_0.png +
+
+

Let’s control the parameters a bit more

+
+
+
birthday = df.loc['1990-11-06':'1990-11-06']
+plt.plot(birthday['DNI'], color='r') 
+plt.plot(birthday['DHI'], color='g', marker='.') 
+plt.plot(birthday['GHI'], color='b', marker='s') 
+plt.ylabel('Irradiance [W/m$^2$]');
+
+
+
+
+_images/Tutorial 1 - TMY Weather Data_31_0.png +
+
+
+

Exercise

+

How does the Irradiance look like in YOUR birthday?

+

Hint: the next cell is ‘Markdown’, you need to switch it to ‘Code’ for it to run

+

birthday = df.loc[] # Type your birthday here using the 1990 year, i.e. ‘1990-11-06’:’1990-11-06’ +plt.plot(birthday[‘DNI’], color=’g’) +plt.plot(birthday[‘DHI’], color=’b’, marker=’.’) +plt.plot(birthday[‘GHI’], color=’r’, marker=’s’) +plt.ylabel(‘Irradiance [W/m\(^2\)]’);

+

GHI, DHI, and DNI are the three “basic” ways of measuring irradiance, although each of them is measured in units of power per area (watts per square meter):

+
    +
  • GHI: Global Horizontal Irradiance; the total sunlight intensity falling on a horizontal plane

  • +
  • DHI: Diffuse Horizontal Irradiance; the subset of sunlight falling on a horizontal plane that isn’t coming directly from the sun (e.g., the light that makes the sky blue)

  • +
  • DNI: Direct Normal Irradiance; the subset of sunlight coming directly from the sun

  • +
+

Overview

+

Overview

+

Overview

+

Later tutorials will show how these three values are used in PV modeling. For now, let’s just get a qualitative understanding of the differences between them: looking at the above plot, there is a pattern where when DNI is high, DHI is low. The sun puts out a (roughly) constant amount of energy, which means photons either make it through the atmosphere without scattering and are counted as direct irradiance, or they tend to get scattered and become part of the diffuse irradiance, but not both. Looking at DNI makes it easy to pick out which hours are cloud and which are sunny – most days in January are rather overcast with low irradiance, but the sun does occasionally break through.

+

In addition to daily variation, there is also seasonal variation in irradiance. Let’s compare a winter week with a summer week, using pandas to select out a summertime subset. Notice the increased intensity in summer – GHI peaks around 900 W/m^2, whereas in winter the maximum was more like 500 W/m^2.

+
+
+
summer_week = df.loc['1990-06-01':'1990-06-08']
+summer_week[['GHI', 'DHI', 'DNI']].plot()
+plt.ylabel('Irradiance [W/m$^2$]');
+
+
+
+
+_images/Tutorial 1 - TMY Weather Data_38_0.png +
+
+
+
+
+

Temperature

+

Next up is temperature:

+
+
+
first_week['DryBulb'].plot()
+plt.ylabel('Ambient Temperature [°C]');
+
+
+
+
+_images/Tutorial 1 - TMY Weather Data_40_0.png +
+
+
+
+

Wind speed

+

And finally, wind speed:

+
+
+
first_week['Wspd'].plot()
+plt.ylabel('Wind Speed [m/s]');
+
+
+
+
+_images/Tutorial 1 - TMY Weather Data_42_0.png +
+
+
+
+
+

Aggregating hourly data to monthly summaries

+

Pandas makes it easy to roll-up timeseries data into summary values. For example, we can calculate total monthly GHI as a quick way to visualize the seasonality of solar resource:

+
+
+
# summing hourly irradiance (W/m^2) gives insolation (W h/m^2)
+monthly_ghi = df['GHI'].resample('M').sum()
+monthly_ghi.head(4)
+
+
+
+
+
1990-01-31 00:00:00-05:00     74848
+1990-02-28 00:00:00-05:00     85751
+1990-03-31 00:00:00-05:00    131766
+1990-04-30 00:00:00-05:00    162302
+Freq: M, Name: GHI, dtype: int64
+
+
+
+
+
+
+
monthly_ghi = monthly_ghi.tz_localize(None)  # don't need timezone for monthly data
+monthly_ghi.plot.bar()
+plt.ylabel('Monthly Global Horizontal Irradiance\n[W h/m$^2$]');
+
+
+
+
+_images/Tutorial 1 - TMY Weather Data_45_0.png +
+
+

We can also take monthly averages instead of monthly sums:

+
+
+
monthly_average_temp_wind = df[['DryBulb', 'Wspd']].resample('M').mean()
+monthly_average_temp_wind.plot();
+
+
+
+
+_images/Tutorial 1 - TMY Weather Data_47_0.png +
+
+
+

Exercise

+

Plot the Average DNI per Day

+
+
+
try:
+    daily_average_DNI = df[['']].resample('').mean()  # Add the column name, and resample by day. Month is 'M', day is..
+    daily_average_DNI.plot()
+except:
+    print("You haven't finished this exercise correctly, try again!")
+
+
+
+
+
You haven't finished this exercise correctly, try again!
+
+
+
+
+
+
+
+

Where to get Solar Irradiance Data?

+

There are many different sources of solar irradiance data. For your projects, these are some of the most common:

+
    +
  • TMY3/TMY2 - like the data we loaded earlier on this example. This database of TMY3 .csv files and TMY2 files have been archived by NREL.

  • +
  • NSRDB - National Solar Radiation Database. You can access data through the website for many locations accross the world, or you can use their web API to download data programmatically. An “API” is an “application programming interface”, and a “web API” is a programming interface that allows you to write code to interact with web services like the NSRDB.

  • +
  • EPW - Energy Plus Weather data is available for many locations accross the world. It’s in its own format file (‘EPW’) so you can’t open it easily in a spreadsheet program like Excel, but you can use pvlib.iotools.read_epw() to get it into a dataframe and use it.

  • +
  • PVGIS - Free global weather data provided by the European Union and derived from many govermental agencies including the NSRDB. PVGIS also provides a web API. You can get PVGIS TMY data using pvlib.iotools.get_pvgis_tmy().

  • +
  • Perhaps another useful link: https://sam.nrel.gov/weather-data.html

  • +
+

NSRDB Example

+
+
+

Fetching TMYs from the NSRDB

+

The example TMY dataset used here is from an airport in North Carolina, but what if we wanted to model a PV system somewhere else? The NSRDB, one of many sources of weather data intended for PV modeling, is free and easy to access using pvlib. As an example, we’ll fetch a TMY dataset for Albuquerque, New Mexico at coordinates (35.0844, -106.6504). We use pvlib.iotools.get_psm3() which returns a Python dictionary of metadata and a Pandas dataframe of the timeseries weather data.

+
+
+
metadata, df_abq = pvlib.iotools.get_psm3(
+    latitude=35.0844, longitude=-106.6504,
+    api_key='DEMO_KEY',  # OK for this demo, but better to get your own key
+    email='silvanaa@gmail.com',
+    names='tmy')
+metadata
+
+
+
+
+
{'Source': 'NSRDB',
+ 'Location ID': '94139',
+ 'City': '-',
+ 'State': '-',
+ 'Country': '-',
+ 'Latitude': 35.09,
+ 'Longitude': -106.66,
+ 'Time Zone': -7,
+ 'Elevation': 1496,
+ 'Local Time Zone': -7,
+ 'Dew Point Units': 'c',
+ 'DHI Units': 'w/m2',
+ 'DNI Units': 'w/m2',
+ 'GHI Units': 'w/m2',
+ 'Temperature Units': 'c',
+ 'Pressure Units': 'mbar',
+ 'Wind Direction Units': 'Degrees',
+ 'Wind Speed': 'm/s',
+ 'Surface Albedo Units': 'N/A',
+ 'Version': '3.1.1'}
+
+
+
+
+

TMY datasets from the PSM3 service of the NSRDB are timestamped using the real year that the measurements came from. The pvlib.iotools.read_tmy3() function had a coerce_year argument to force everything to align to a single dummy year, but pvlib.iotools.get_psm3() doesn’t have that feature. For convenience let’s standardize the data to 1990 and then compare monthly GHI to the North Carolina location:

+
+
+
df_abq['Year'] = 1990
+df_abq.index = pd.to_datetime(df_abq[['Year', 'Month', 'Day', 'Hour']])
+
+ghi_comparison = pd.DataFrame({
+    'NC': monthly_ghi,  # using the monthly values from earlier
+    'NM': df_abq['GHI'].resample('M').sum(),
+})
+
+ghi_comparison.plot.bar()
+plt.ylabel('Monthly GHI [W h/m^2]');
+
+
+
+
+_images/Tutorial 1 - TMY Weather Data_55_0.png +
+
+

It’s not too surprising to see that our New Mexico location is significantly sunnier than the one in North Carolina.

+

Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 International License.

+
+
+ + + + +
+ + + + +
+
+
+
+

+ + By Silvana Ayala Pelaez, Mark Mikofski, Kevin Anderson
+ + © Copyright 2021.
+

+
+
+
+ + +
+
+ + + + + + \ No newline at end of file diff --git a/Tutorial 2 - POA Irradiance.html b/Tutorial 2 - POA Irradiance.html new file mode 100644 index 0000000..cbe7a84 --- /dev/null +++ b/Tutorial 2 - POA Irradiance.html @@ -0,0 +1,658 @@ + + + + + + + + Tutorial 2 - POA Irradiance — PVSC 48 Python Tutorial + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
+
+ + + + + + + + +
+ +
+
+ +
+ + + + + + + + + + + + + + + + + + +
+ + + +
+
+
+
+ +
+ +

tutorialpromo

+
+

Tutorial 2 - POA Irradiance

+

This notebook shows how to use pvlib to transform the three irradiance components (GHI, DHI, and DNI) into POA irradiance, the main driver of a PV system.

+

Overview

+
+

PV Concepts

+
    +
  • Plane of Array Irradiance

  • +
  • Angle of Incidence

  • +
  • Time delta for solar position

  • +
  • GHI vs POA for fixed tilt system and tracked systems

  • +
+
+
+

Python Concepts

+
    +
  • pandas Timedelta

  • +
  • making a new dataframe from existing columns

  • +
  • resampling

  • +
  • bar ploting

  • +
+
+
+

What is transposition?

+

The amount of sunlight collected by a PV panel depends on how well the panel orientation matches incoming sunlight. For example, a rooftop array facing West will produce hardly any energy in the morning when the sun is in the East because the panel can only “see” the dim part of the sky away from the sun.

+

Overview

+

As the sun comes into view and moves towards the center of the panel’s field of view, the panel will collect more and more irradiance. This concept is what defines plane-of-array irradiance – the amount of sunlight available to be collected at a given panel orientation. Like the three “basic” irradiance components, POA irradiance is measured in watts per square meter.

+

Each irradiance component is considered separately when modeling POA irradiance. For example, calculating the component of direct irradiance (DNI) that is incident on a panel is solved with straightforward geometry based on the angle of incidence. Finding the POA component of diffuse irradiance (DHI) is more complex and can vary based on atmospheric conditions. Many models, ranging from simple models with lots of assumptions to strongly empirical models, have been published to transpose DHI into the diffuse POA component. A third component of POA irradiance is light that reflects off the ground before being collected by the PV panel. Functions to calculate each of these components are provided by pvlib.

+

Overview

+
+
+

How is array orientation defined?

+

Two parameters define the panel orientation, one that measures the cardinal direction (North, East, South, West), and one that measures how high in the sky the panel faces:

+
    +
  • tilt; measured in degrees from horizontal. A flat panel is at tilt=0 and a panel standing on its edge has tilt=90.

  • +
  • azimuth; measured in degrees from North. The direction along the horizon the panel is facing. N=0, E=90, S=180, W=270.

  • +
+

A fixed array has fixed tilt and azimuth, but a tracker array constantly changes its orientation to best match the sun’s position. So depending on the system configuration, tilt and azimuth may or may not be time series values.

+
+
+

Modeling POA from GHI, DHI, and DNI

+

As mentioned earlier, pvlib makes it easy to calculate POA irradiance. First, let’s load in the example TMY dataset from the previous tutorial:

+
+
+
import pvlib
+import pandas as pd  # for data wrangling
+import matplotlib.pyplot as plt  # for visualization
+import pathlib  # for finding the example dataset
+
+print(pvlib.__version__)
+
+DATA_DIR = pathlib.Path(pvlib.__file__).parent / 'data'
+df_tmy, metadata = pvlib.iotools.read_tmy3(DATA_DIR / '723170TYA.CSV', coerce_year=1990)
+
+# make a Location object corresponding to this TMY
+location = pvlib.location.Location(latitude=metadata['latitude'],
+                                   longitude=metadata['longitude'])
+
+
+
+
+
0.8.1
+
+
+
+
+
+
+
print("We are looking at data from ", metadata['Name'], ",", metadata['State'])
+
+
+
+
+
We are looking at data from  "GREENSBORO PIEDMONT TRIAD INT" , NC
+
+
+
+
+

Because part of the transposition process requires knowing where the sun is in the sky, let’s use pvlib to calculate solar position. There is a gotcha here! TMY data represents the average weather conditions across each hour, meaning we need to calculate solar position in the middle of each hour. pvlib calculates solar position for the exact timestamps you specify, so we need to adjust the times by half an interval (30 minutes):

+
+
+
# Note: TMY datasets are right-labeled hourly intervals, e.g. the
+# 10AM to 11AM interval is labeled 11.  We should calculate solar position in
+# the middle of the interval (10:30), so we subtract 30 minutes:
+times = df_tmy.index - pd.Timedelta('30min')
+solar_position = location.get_solarposition(times)
+# but remember to shift the index back to line up with the TMY data:
+solar_position.index += pd.Timedelta('30min')
+
+solar_position.head()
+
+
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
apparent_zenithzenithapparent_elevationelevationazimuthequation_of_time
1990-01-01 01:00:00-05:00166.841893166.841893-76.841893-76.8418936.889661-3.395097
1990-01-01 02:00:00-05:00160.512529160.512529-70.512529-70.51252952.424214-3.414863
1990-01-01 03:00:00-05:00149.674856149.674856-59.674856-59.67485673.251821-3.434619
1990-01-01 04:00:00-05:00137.777090137.777090-47.777090-47.77709085.208599-3.454365
1990-01-01 05:00:00-05:00125.672180125.672180-35.672180-35.67218094.134730-3.474102
+
+
+

The two values needed here are the solar zenith (how close the sun is to overhead) and azimuth (what direction along the horizon the sun is, like panel azimuth). The difference between apparent_zenith and zenith is that apparent_zenith includes the effect of atmospheric refraction.

+

Now that we have a time series of solar position that matches our irradiance data, let’s run a transposition model using the convenient wrapper function pvlib.irradiance.get_total_irradiance. The more complex transposition models like Perez and Hay Davies require additional weather inputs, so for simplicity we’ll just use the basic isotropic model here, which is the default if nothing is passed for model keyword argument. As an example, we’ll model a fixed array tilted south at 20 degrees.

+
+
+

Fixed Tilt POA

+
+
+
df_poa = pvlib.irradiance.get_total_irradiance(
+    surface_tilt=20,  # tilted 20 degrees from horizontal
+    surface_azimuth=180,  # facing South
+    dni=df_tmy['DNI'],
+    ghi=df_tmy['GHI'],
+    dhi=df_tmy['DHI'],
+    solar_zenith=solar_position['apparent_zenith'],
+    solar_azimuth=solar_position['azimuth'],
+    model='isotropic')
+
+
+
+
+

get_total_irradiance returns a DataFrame containing each of the POA components mentioned earlier (direct, diffuse, and ground), along with the total in-plane irradiance.

+
+
+
df_poa.keys()
+
+
+
+
+
Index(['poa_global', 'poa_direct', 'poa_diffuse', 'poa_sky_diffuse',
+       'poa_ground_diffuse'],
+      dtype='object')
+
+
+
+
+
+

What angle should you tilt your modules at?

+

PVEducation Solar Radiation on a Tilted Surface

+

The total POA irradiance is called poa_global and is the one we’ll focus on. Like the previous tutorial, let’s visualize monthly irradiance to summarize the difference between the insolation received by a flat panel (GHI) and that of a tilted panel (POA):

+
+
+
df = pd.DataFrame({
+    'ghi': df_tmy['GHI'],
+    'poa': df_poa['poa_global'],
+})
+df_monthly = df.resample('M').sum()
+df_monthly.plot.bar()
+plt.ylabel('Monthly Insolation [W h/m^2]');
+
+
+
+
+_images/Tutorial 2 - POA Irradiance_17_0.png +
+
+

This plot shows that, compared with a flat array, a tilted array receives significantly more insolation in the winter. However, it comes at the cost of slightly less insolation in the summer. The difference is all about solar position – tilting up from horizontal gives a better match to solar position in winter, when the sun is low in the sky. However it gives a slightly worse match in summer when the sun is very high in the sky.

+

As an example, here’s a sunny day in winter vs a sunny day in summer. Note that the daily profile doesn’t just change its height, it also changes its width (summer POA is “skinnier” than GHI).

+
+
+
df.loc['1990-01-15'].plot();
+
+
+
+
+_images/Tutorial 2 - POA Irradiance_19_0.png +
+
+
+
+
df.loc['1990-07-08'].plot();
+
+
+
+
+_images/Tutorial 2 - POA Irradiance_20_0.png +
+
+

The difference between GHI and POA is of course dependent on the tilt defining POA, but because it also depends on solar position, it varies from location to location. Luckily, tools like pvlib make it easy to model!

+
+
+
+

Modeling POA for a tracking system

+

The previous section calculated the transposition assuming a fixed array tilt and azimuth. Now we’ll do the same for a tracking array that follows the sun across the sky. The most common type of tracking array is what’s called a single-axis tracker (SAT) that rotates from East to West to follow the sun. We can calculate the time-dependent orientation of a SAT array with pvlib:

+
+
+
tracker_data = pvlib.tracking.singleaxis(
+    solar_position['apparent_zenith'],
+    solar_position['azimuth'],
+    axis_azimuth=180,  # axis is aligned N-S
+    )  # leave the rest of the singleaxis parameters like backtrack and gcr at their defaults
+tilt = tracker_data['surface_tilt'].fillna(0)
+azimuth = tracker_data['surface_azimuth'].fillna(0)
+
+# plot a day to illustrate:
+tracker_data['tracker_theta'].fillna(0).head(24).plot()
+plt.ylabel('Tracker Rotation [degrees]');
+
+
+
+
+_images/Tutorial 2 - POA Irradiance_22_0.png +
+
+

This plot shows a single day of tracker operation. The y-axis shows the tracker rotation from horizontal, so 0 degrees means the panels are flat. In the morning, the trackers rotate to negative angles to face East towards the morning sun; in the afternoon they rotate to positive angles to face West towards the evening sun. In the middle of the day, the trackers are flat because the sun is more or less overhead.

+

Now we can model the irradiance collected by a tracking array – we follow the same procedure as before, but using the timeseries tilt and azimuth this time:

+
+
+
df_poa_tracker = pvlib.irradiance.get_total_irradiance(
+    surface_tilt=tilt,  # time series for tracking array
+    surface_azimuth=azimuth,  # time series for tracking array
+    dni=df_tmy['DNI'],
+    ghi=df_tmy['GHI'],
+    dhi=df_tmy['DHI'],
+    solar_zenith=solar_position['apparent_zenith'],
+    solar_azimuth=solar_position['azimuth'])
+tracker_poa = df_poa_tracker['poa_global']
+
+
+
+
+

Like before, let’s compare GHI and POA:

+
+
+
df.loc['1990-01-15', 'ghi'].plot()
+tracker_poa.loc['1990-01-15'].plot()
+plt.legend()
+plt.ylabel('Irradiance [W/m^2]');
+
+
+
+
+_images/Tutorial 2 - POA Irradiance_26_0.png +
+
+

Notice how different the daily profile is for the tracker array! This is because the array can tilt steeply East and West to face towards the sun in early morning and late afternoon, meaning the edges of day get much higher irradiance than for a south-facing array.

+

Note also that in the middle of the day, GHI and POA just touch each other – this is because at solar noon, the array lies flat, and so POA is momentarily identical to GHI.

+

Note that the POA calculations discussed above do not address the partial blocking of diffuse light in arrays with multiple tilted rows of PV modules, so the results will be slightly (typically 1-3%) optimistic relative to real conditions or to commercial modeling software. Such corrections are likely to be added to pvlib in the future for specific generic geometries like fixed racks.

+

Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 International License.

+
+
+ + + + +
+ + + + +
+
+
+
+

+ + By Silvana Ayala Pelaez, Mark Mikofski, Kevin Anderson
+ + © Copyright 2021.
+

+
+
+
+ + +
+
+ + + + + + \ No newline at end of file diff --git a/Tutorial 3 - Module Temperature.html b/Tutorial 3 - Module Temperature.html new file mode 100644 index 0000000..e6b85ec --- /dev/null +++ b/Tutorial 3 - Module Temperature.html @@ -0,0 +1,525 @@ + + + + + + + + Tutorial 3 - Module Temperature — PVSC 48 Python Tutorial + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
+
+ + + + + + + + +
+ +
+
+ +
+ + + + + + + + + + + + + + + + + + +
+ + + +
+
+
+
+ +
+ +

tutorialpromo

+
+

Tutorial 3 - Module Temperature

+

This notebook shows how to use pvlib to estimate PV cell temperature, a secondary driver that affects the PV conversion efficiency.

+

Overview

+
+

PV Concepts in this lesson:

+
    +
  • cell and module temperature

  • +
  • NSRDB data

  • +
  • TMY files

  • +
+
+
+

Python concepts in this lesson:

+ +
+
+

What affects module temperature?

+

If PV modules were 100% efficient, they would convert 100% of collected irradiance into electrical energy. However, today’s PV modules are on the order of 20% efficient, meaning that after accounting for reflection, soiling, spectral mismatch, and the glass, the other 80% of sunlight collected is converted to thermal energy. This thermal energy causes the temperature of the module to rise above ambient conditions, eventually reaching a steady state defined by a heat balance of power in (solar irradiance) vs power out (thermal radiation, convective cooling, etc). With that in mind, the primary drivers of module temperature are POA irradiance, ambient temperature, and wind speed.

+

A distinction that is often ignored is the difference between module temperature and cell temperature. In theory, the temperature of the P-N junction inside the cell is what affects conversion efficiency, but this is difficult to measure. In practice, the temperature of the module backsheet is often a usable approximation, though it is often 1-2 degrees Celsius cooler than the junction temperature.

+
+
+

Modeling module temperature

+

Some PV thermal models go to the trouble of modeling the entire heat balance equation, but much simpler models are available and are often accurate enough. Here we will use the thermal model from the Sandia Array Performance Model (SAPM) to estimate cell temperature from ambient conditions. The SAPM thermal model takes only POA irradiance, ambient temperature, and wind speed as weather inputs, but it also requires a set of parameters that characterize the thermal properties of the module of interest. More on that later.

+

First, let’s use the procedure of previous tutorials to get the relevant inputs for a tracking array:

+
+
+
import pvlib
+import pandas as pd  # for data wrangling
+import matplotlib.pyplot as plt  # for visualization
+import pathlib  # for finding the example dataset
+
+print(pvlib.__version__)
+
+
+
+
+
0.8.1
+
+
+
+
+
+
+
# create a path to the pvlib "data" folder using Python pathlib,
+# note how you can use `.__file__` to get the path to the pvlib module,
+# the `.parent` attribute to get the directory containing a file,
+# and "/" operator add nested folders to the path.  Then read a TMY3 file
+# that comes with pvlib python in the "data" folder, coercing the year to 1990
+DATA_DIR = pathlib.Path(pvlib.__file__).parent / 'data'
+df_tmy, metadata = pvlib.iotools.read_tmy3(DATA_DIR / '723170TYA.CSV', coerce_year=1990)
+
+# pvlib iotools.read_tmy3 returns a Pandas DataFrame of the timeseries
+# and dictionary of metadata. Use the coordinates of the TMY3 file to
+# create a pvlib python "location"
+location = pvlib.location.Location(
+    latitude=metadata['latitude'], longitude=metadata['longitude'])
+
+# offset the hourly timeseries by 30-minutes to get the solar positions at the
+# center of each interval
+times = df_tmy.index - pd.Timedelta('30min')
+solar_position = location.get_solarposition(times)
+# shift the times to the right side of each interval
+solar_position.index += pd.Timedelta('30min')
+
+# calculate the positions at each timestep for a north-south aligned tracker
+# note by default backtrack is true and GCR = 1/7
+tracker_data = pvlib.tracking.singleaxis(
+    solar_position['apparent_zenith'], solar_position['azimuth'], axis_azimuth=180)
+# set nighttime tracker positions to stow (zero-degrees is horizontal)
+tilt = tracker_data['surface_tilt'].fillna(0)
+azimuth = tracker_data['surface_azimuth'].fillna(0)
+
+# get the irradiance components in the plane of the array at each timestep
+df_poa_tracker = pvlib.irradiance.get_total_irradiance(
+    surface_tilt=tilt,
+    surface_azimuth=azimuth,
+    dni=df_tmy['DNI'],
+    ghi=df_tmy['GHI'],
+    dhi=df_tmy['DHI'],
+    solar_zenith=solar_position['apparent_zenith'],
+    solar_azimuth=solar_position['azimuth'])
+tracker_poa = df_poa_tracker['poa_global']
+
+
+
+
+

Now that we have the necessary weather inputs, all that is left are the thermal parameters. These characterize the thermal properties of the module as well as the module’s mounting configuration. Parameter values covering the common system designs are provided with pvlib:

+
+
+
all_parameters = pvlib.temperature.TEMPERATURE_MODEL_PARAMETERS['sapm']
+list(all_parameters.keys())
+
+
+
+
+
['open_rack_glass_glass',
+ 'close_mount_glass_glass',
+ 'open_rack_glass_polymer',
+ 'insulated_back_glass_polymer']
+
+
+
+
+

open_rack_glass_polymer is appropriate for many large-scale systems (polymer backsheet; open racking), so we will use it here:

+
+
+
parameters = all_parameters['open_rack_glass_polymer']
+# note the "splat" operator "**" which expands the dictionary "parameters"
+# into a comma separated list of keyword arguments
+cell_temperature = pvlib.temperature.sapm_cell(
+    tracker_poa, df_tmy['DryBulb'], df_tmy['Wspd'], **parameters)
+
+
+
+
+

Now let’s compare ambient temperature with cell temperature. Notice how our modeled cell temperature rises significantly above ambient temperature during the day, especially on sunny days:

+
+
+
df_tmy['DryBulb'].head(24*7).plot()
+cell_temperature.head(24*7).plot()
+plt.grid()
+plt.legend(['Dry Bulb', 'Cell Temperature'])
+# note Python 3 can use unicode characters like the degrees symbol
+plt.ylabel('Temperature [°C]');
+
+
+
+
+_images/Tutorial 3 - Module Temperature_10_0.png +
+
+

Wind speed also has an effect, but it’s harder to see in a time series plot like this. To make it clearer, let’s make a scatter plot:

+
+
+
temperature_difference = cell_temperature - df_tmy['DryBulb']
+plt.scatter(tracker_poa, temperature_difference, c=df_tmy['Wspd'])
+plt.colorbar()
+# note you can use LaTeX math in matplotlib labels
+# compare \degree" with the unicode symbol above
+plt.ylabel('Temperature rise above ambient [$\degree C$]')
+plt.xlabel('POA Irradiance [$W/m^2$]');
+plt.title('Cell temperature rise, colored by wind speed');
+
+
+
+
+_images/Tutorial 3 - Module Temperature_12_0.png +
+
+

The main trend is a bigger temperature difference as incident irradiance increases. However, this plot shows that higher wind speed reduces the effect – faster wind means more convective cooling, so a lower cell temperature than it would be in calm air.

+

Note: the gap at the upper edge of the trend is an artifact of the low resolution of wind speed values in this TMY dataset; there are no values between 0 and 0.3 m/s.

+
+
+

Pop Quiz

+

Now it’s your turn. There’s another, older TMY3 file in the pvlib data folder: “703165TY.csv”.

+
    +
  1. Create a path to the TMY3 file: “703165TY.csv” using DATA_DIR and the / operator

  2. +
  3. read the timeseries and metadata from the file

  4. +
  5. What is the name of the station in the metadata?

  6. +
  7. Assuming a glass polymer module on a horizontally flat rooftop, use the SAPM to calculate the cell temperature

    +
      +
    • What is the plane of array irradiance incident on the horizontal rooftop module?

    • +
    • What parameters should be used for a rooftop module?

    • +
    +
  8. +
  9. In the same plot compare the first week of ambient temperature data with the calculated cell temperatures

  10. +
+
+
+
mypath = DATA_DIR / 'path to TMY3 file goes here'
+# now use pvlib.iotools.read_tmy3 to get the data, what station is it?
+
+
+
+
+
+
+
# make a plot of the 1st week ambient & calculated cell temperatures
+
+
+
+
+

Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 International License.

+
+
+ + + + +
+ + + + +
+
+
+
+

+ + By Silvana Ayala Pelaez, Mark Mikofski, Kevin Anderson
+ + © Copyright 2021.
+

+
+
+
+ + +
+
+ + + + + + \ No newline at end of file diff --git a/Tutorial 4 - Model a Module's Performance.html b/Tutorial 4 - Model a Module's Performance.html new file mode 100644 index 0000000..01c5f01 --- /dev/null +++ b/Tutorial 4 - Model a Module's Performance.html @@ -0,0 +1,1145 @@ + + + + + + + + Tutorial 4 - PV Module Performance — PVSC 48 Python Tutorial + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
+
+ + + + + + + + +
+ + +
+
+ +
+ +

tutorialpromo

+
+

Tutorial 4 - PV Module Performance

+

Now that we know how to obtain the plane of array (POA) irradiance and cell temperature, let’s calculate a module’s performance assuming a subset of irradiance and temperature conditions. The objectives for this tutorial are to use pvlib python to do the following:

+
    +
  1. Retrieve a set of module CEC parameters from the latest NREL System Advisor Model (SAM) library.

  2. +
  3. Calculate the single diode model (SDM) parameters at standard test conditions (STC) and for a set of PV module test conditions known as IEC61853.

  4. +
  5. Produce an IV curve for each of the IEC61853 test conditions.

  6. +
  7. Derive the California Energy Commission (CEC) model parameters based on standard CEC test measurements.

  8. +
+

Overview

+
+

PV Concepts:

+ +
+
+

Python Concepts:

+ +
+
+

Standard Test Conditions (STC)

+

The most basic condition is called “standard test conditions” or STC, which is considered the reference for most PV modules. For example, all of the PV modules in the SAM CEC module database list their nameplate power at STC.

+
    +
  • irradiance: 1000-W/m²

  • +
  • cell temperature: 25°C

  • +
  • angle of incidence (AOI): 0°

  • +
  • spectrum: AM1.5g (ASTM G-173)

  • +
+
+

Air mass (AM)

+

The standard reference AM1.5g (ASTM G-173) is defined as the solar spectrum of global irradiance that passes through 1.5 atmospheres. For more information see NREL Solar Spectra.

+
+
+
+

IEC 61853 test conditions

+

Another common set of test conditions is the IEC 61853 standard which provides a PV module test matrix that covers the expected range of inicident irradiance and cell temperatures for PV modules assuming that the irradiance is normal and the solar spectrum is similar to AM1.5g.

+
    +
  • irradiance (W/m²): 100, 200, 400, 600, 800, 1000, 1100

  • +
  • module temperature (°C): 15, 25, 50, 75

  • +
  • angle of incidence: 0°

  • +
  • spectrum: AM1.5g (ASTM G-173)

  • +
+

The figure below shows IEC 61853 test results performed at CFV labs:

+

Overview

+

Certain combinations are excluded because they’re unlikely: (1100-W/m², 15°C), (400-W/m², 75°C), (200-W/m², 50°C), (200-W/m², 75°C), (100-W/m², 50°C), and (100-W/m², 75°C). The figure below shows SAM parametrs fit to IEC61853 test results for two different cell technologies. The white space shows combinations of irradiance and temperature which were intentionally excluded from testing.

+

Overview

+

Attribution: NREL Dobos, Freeman 2019

+
+
+
# import pvlib and other useful python packages
+import pvlib
+import numpy as np
+from matplotlib import pyplot as plt
+import pandas as pd
+
+
+
+
+
+
+
# set STC reference conditions
+E0 = 1000  # W/m^2
+T0 = 25  # degC
+
+# set the IEC61853 test matrix
+E_IEC61853 = [100, 200, 400, 600, 800, 1000, 1100]  # irradiances [W/m^2]
+T_IEC61853 = [15, 25, 50, 75]  # temperatures [degC]
+
+# create a meshgrid of temperatures and irradiances
+# for all 28 combinations in the test matrix
+IEC61853 = np.meshgrid(T_IEC61853, E_IEC61853)
+
+# meshgrid returns two 2-D arrays in the same order as the input arguments
+# so the first item in the output is a 2-D array of temperatures and
+# the second item is the mesh of irradiances
+# display temperature and irradiance test matrices
+IEC61853
+
+
+
+
+
[array([[15, 25, 50, 75],
+        [15, 25, 50, 75],
+        [15, 25, 50, 75],
+        [15, 25, 50, 75],
+        [15, 25, 50, 75],
+        [15, 25, 50, 75],
+        [15, 25, 50, 75]]),
+ array([[ 100,  100,  100,  100],
+        [ 200,  200,  200,  200],
+        [ 400,  400,  400,  400],
+        [ 600,  600,  600,  600],
+        [ 800,  800,  800,  800],
+        [1000, 1000, 1000, 1000],
+        [1100, 1100, 1100, 1100]])]
+
+
+
+
+
+
+

Single Diode Model (SDM) & IV Curve

+

PV module performance can be modeled using point or continuous IV-curve models.

+

Point models like PVWatts and The Sandia Array Performance Model (SAPM, aka King model) yield the current (I), voltage (V), and power (P) at a single or discrete set of points. +PVWatts only yields the performance at the max power point (MPP) of the module, whereas the SAPM also yields the short circuit current (Isc), open circuit voltage (Voc).

+

Continuous IV curve models like the CEC, PVsyst, and DeSoto models yield a relation between current and voltage called an IV curve, and therefore yield a continuous set of (V, I) points spanning from Isc to Voc and beyond. The domain of the IV curve is in quadrants 1, 2, and 4 where voltage is on the horizontal and current is on the vertical axis. The figure below from PV Education PVCDROM shows an IV curve of an “ideal” cell.

+

IV curve

+

Attribution: PV Education, UNSW, ASU, et al.

+

The IV curve relationship is based on an electrical analog called the “single diode model” or SDM which is defined by 5 parameters: the light current (\(I_L\)), shunt resistance (\(R_{sh}\)), series resistance (\(R_s\)), diode saturation current (\(I_o\) or \(I_{sat}\)), and the diode ideality factor (\(n\)). Other symbols for diode ideality factor are (\(\gamma\)) used by PVsyst and (\(a\)) used by SAM, but (\(\gamma\)) is also frequently used for power temperature coefficient. This “ideal” cell is described by the electrical schematic drawing below.

+

single diode model

+

Attribution: Sandia NL PV Performance Modeling Collaborative

+

Combining the components in the SDM using Ohm’s and Kirchhoff’s laws yields the following equation, which is implicit because current (I) is on both sides of the equation, and cannot be solved explicitly:

+
+\[ I = I_L - I_o \left( \exp \left( \frac{V + I R_s}{n V_T} \right) - 1 \right) - \frac{V + I R_s}{R_{sh}} \]
+

with the diode voltage (\(V_D = V + I R_s\)), the diode current (\(I_D\)) given by the ideal diode equation:

+
+\[ I_D = I_o \left( \exp \left( \frac{V_D}{n V_T} \right) - 1 \right) \]
+

the thermal voltage (\(V_T = k_T / q_e\)), elementary charge (\(q_e\)), Boltzmann constant (\(k_T\)), and the shunt current (\(I_{sh} = V_D / R_{sh}\))

+
+
+

CEC Model (aka SAM or 6-parameter model)

+

The California Energy Commision (CEC) contracted authorized testing labs to measure at STC the nameplate power (Pmp), Isc, Voc, and the MPP voltage and current (Vmp, Imp), as well as Isc and Voc temperature coefficients, the module dimensions, the number of series cells (Ns), parallel substrings (Np), module area in m² (Ac), and more. Tables of the CEC module parameters are available from the Solar Equipment Lists. These measurements have been fit to the SDM by the NREL System Advisor Model (SAM) and stored in a CSV file that is bundled with SAM. You can access the SAM library on GitHub. This SAM library of module coefficients derived from the CEC measurements are collectively called CEC modules and the SAM model that uses the derived SDM coefficients is called the CEC model. The CEC model used in SAM is sometimes also called the 6-parameter model because of the Adjust additional parameter which differentiates it from the DeSoto model.

+
+

pvlib python

+

There are several functions we can use in pvlib python:

+ +
+
+
# use pvlib python to retrieve CEC module parameters from the SAM libraries
+# with the "name" argument set to "CECMod"
+CECMODS = pvlib.pvsystem.retrieve_sam(name='CECMod')
+
+# the CEC modules are a pandas DataFrame oriented as columns, transpose to arrange
+# as indices
+CECMODS.T.head()
+
+
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
TechnologyBifacialSTCPTCA_cLengthWidthN_sI_sc_refV_oc_ref...a_refI_L_refI_o_refR_sR_sh_refAdjustgamma_rBIPVVersionDate
A10Green_Technology_A10J_S72_175Mono-c-Si0175.0914151.21.31.5760.825725.1743.99...1.9816965.1757030.00.316688287.10220316.057121-0.5072NSAM 2018.11.11 r21/3/2019
A10Green_Technology_A10J_S72_180Mono-c-Si0179.928155.71.31.5760.825725.3144.06...1.9884145.3161480.00.299919259.04794316.418983-0.5072NSAM 2018.11.11 r21/3/2019
A10Green_Technology_A10J_S72_185Mono-c-Si0184.7016160.21.31.5760.825725.4344.14...1.9848175.4356760.00.311962298.42443815.688233-0.5072NSAM 2018.11.11 r21/3/2019
A10Green_Technology_A10J_M60_220Multi-c-Si0219.876189.11.6241.6320.995607.9536.06...1.6730947.9590620.00.140393123.16840421.875164-0.5196NSAM 2018.11.11 r21/3/2019
A10Green_Technology_A10J_M60_225Multi-c-Si0224.9856193.51.6241.6320.995608.0436.24...1.6717828.0472060.00.14737164.41947920.698376-0.5196NSAM 2018.11.11 r21/3/2019
+

5 rows × 25 columns

+
+
+
+
+

CEC modules library

+

Periodically a static copy of CEC module parameters is copied from the SAM library to pvlib python. The modules are roughly named according the following scheme:

+
<manufacturer name> <model name>
+
+
+

Whitespace, dashes, and other non-alphanumerical characters are all replaced by underscores in pvlib python.

+

EG: “Canadian Solar Inc. CS6X-300M” becomes

+
Canadian_Solar_Inc__CS6X_300M
+
+
+ +

The main CEC module parameters are defined as follows:

+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +

parameter

data type

description and units

Technology

string

one of “Mono-c-Si”, “Multi-c-Si”, “Thin Film”, “CdTe”, or “CIGS” families of cells

Bifacial

boolean

is bifacial?

STC

float

nameplate in W at STC

PTC

float

nameplate in W at PVUSA test conditions (1-sun, 20° ambient temperature, 1-m/s windspeed)

A_c

float

module area in m²

Length

float

module length in m;

Width

float

module width in m;

N_s

int

number of cells in series

I_sc_ref

float

short circuit current in A at reference condition

V_oc_ref

float

open circuit voltage in V at reference condition

I_mp_ref

float

max power current in A at reference condition

V_mp_ref

float

max power voltage in V at reference condition

alpha_sc

float

short circuit current temperature coefficient in A/Δ°C

beta_oc

float

open circuit voltage temperature coefficient in V/Δ°C

T_NOCT

float

normal operating cell temperature in °C

a_ref

float

diode ideality factor

I_L_ref

float

light or photogenerated current at reference condition in A

I_o_ref

float

diode saturation current at reference condition in A

R_s

float

series resistance in Ω

R_sh_ref

float

shunt resistance at reference condition in Ω

Adjust

float

adjustment to short circuit temperature coefficient in %

gamma_r

float

power temperature coefficient at reference condition in %/Δ°C

BIPV

boolean

is building integrated PV?

+
+
+
# One trick to find the modules is to search the indices using string filters
+# For example: find all Candian Solar 220-W mono-Si modules
+cs_220m_mods = CECMODS.T.index.str.startswith('Canadian_Solar') & CECMODS.T.index.str.contains('220M')
+CECMODS.T[cs_220m_mods]
+
+
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
TechnologyBifacialSTCPTCA_cLengthWidthN_sI_sc_refV_oc_ref...a_refI_L_refI_o_refR_sR_sh_refAdjustgamma_rBIPVVersionDate
Canadian_Solar_Inc__CS5P_220MMono-c-Si0219.961200.11.71.6021.061965.159.4...2.6359265.114260.01.066023381.2544258.619516-0.476NSAM 2018.11.11 r21/3/2019
Canadian_Solar_Inc__CS6P_220MMono-c-Si0219.775198.51.5491.6150.959607.9736.9...1.5155837.9807840.00.397651293.871094-3.311191-0.436NSAM 2018.11.11 r21/3/2019
+

2 rows × 25 columns

+
+
+
+
+
# that was almost too easy, let's use the CS5P-220M
+# NOTE: don't transpose CECMODS, get column with desired module 
+CS_220M = CECMODS['Canadian_Solar_Inc__CS5P_220M']
+CS_220M
+
+
+
+
+
Technology            Mono-c-Si
+Bifacial                      0
+STC                     219.961
+PTC                       200.1
+A_c                         1.7
+Length                    1.602
+Width                     1.061
+N_s                          96
+I_sc_ref                    5.1
+V_oc_ref                   59.4
+I_mp_ref                   4.69
+V_mp_ref                   46.9
+alpha_sc               0.004539
+beta_oc               -0.222156
+T_NOCT                     42.4
+a_ref                  2.635926
+I_L_ref                 5.11426
+I_o_ref                     0.0
+R_s                    1.066023
+R_sh_ref             381.254425
+Adjust                 8.619516
+gamma_r                  -0.476
+BIPV                          N
+Version       SAM 2018.11.11 r2
+Date                   1/3/2019
+Name: Canadian_Solar_Inc__CS5P_220M, dtype: object
+
+
+
+
+
+
+

Pop Quiz #1

+

Get any CEC module from the CECMODS or pvfree.

+
    +
  • Which module did you get?

  • +
  • How did you get it?

  • +
  • What is the module’s nameplate power, Isc, Voc, Imp, and Vmp?

  • +
  • Who is the manufacturer?

  • +
  • What cell technology is it?

  • +
  • How does it differ from CS5P-220M?

  • +
+
+
+
# use this cell to search CECMODS.T or pvfree
+your_mod = 'your module goes here'
+try:
+    your_mod = CECMODS[your_mod]
+except KeyError:
+    print(f"*** Sorry, '{your_mod}' wasn't found in CECMODS. Please try again. ***")
+else:
+    # display your module
+    your_mod
+
+
+
+
+
*** Sorry, 'your module goes here' wasn't found in CECMODS. Please try again. ***
+
+
+
+
+
+
+
+

Calculate CEC Parameters

+

The module parameters are given at the reference condition. Use pvlib.pvsystem.calcparams_cec() to generate the five SDM parameters at your desired irradiance and temperature to use with pvlib.pvsystem.singlediode() to calculate the IV curve information.

+
+

nNsVth, what’s this?

+

The diode ideality factor (n) is combined with the number of cells (Ns) and the thermal voltage (Vth) to create a convenience parameter. This is syntactic sugar.

+
+
+
# finally this is the magic
+temp_cell, effective_irradiance = IEC61853
+cecparams = pvlib.pvsystem.calcparams_cec(
+        effective_irradiance=effective_irradiance,
+        temp_cell=temp_cell,
+        alpha_sc=CS_220M.alpha_sc,
+        a_ref=CS_220M.a_ref,
+        I_L_ref=CS_220M.I_L_ref,
+        I_o_ref=CS_220M.I_o_ref,
+        R_sh_ref=CS_220M.R_sh_ref,
+        R_s=CS_220M.R_s,
+        Adjust=CS_220M.Adjust,
+        EgRef=1.121,
+        dEgdT=-0.0002677)
+IL, I0, Rs, Rsh, nNsVth = cecparams
+# display the photogenerated current
+IL
+
+
+
+
+
array([[0.50727824, 0.511426  , 0.5217954 , 0.5321648 ],
+       [1.01455648, 1.022852  , 1.0435908 , 1.0643296 ],
+       [2.02911296, 2.045704  , 2.0871816 , 2.1286592 ],
+       [3.04366944, 3.068556  , 3.1307724 , 3.19298881],
+       [4.05822592, 4.091408  , 4.1743632 , 4.25731841],
+       [5.0727824 , 5.11426   , 5.217954  , 5.32164801],
+       [5.58006064, 5.625686  , 5.7397494 , 5.85381281]])
+
+
+
+
+
+
+
+

IV Curve Info

+

Now that we have the 5 SDM parameters (IL, Io, Rs, Rsh, and nNsVth) corresponding to each of the test conditions in the IEC61853 test matrix, we can calculate the IV curve information for that irradiance and cell temperature.

+
+
+
# flatten the meshgrid to allow single diode to broadcast the output
+curve_info = pvlib.pvsystem.singlediode(
+    photocurrent=IL.flatten(),
+    saturation_current=I0.flatten(),
+    resistance_series=Rs,
+    resistance_shunt=Rsh.flatten(),
+    nNsVth=nNsVth.flatten(),
+    ivcurve_pnts=101,
+    method='lambertw')
+# display the max power points
+curve_info['p_mp']
+
+
+
+
+
array([ 22.47343394,  21.33361989,  18.40248885,  15.37301683,
+        46.09149166,  43.8742866 ,  38.16845408,  32.26328096,
+        93.53042326,  89.21121134,  78.09399194,  66.58417955,
+       140.31155148, 133.92211282, 117.4814962 , 100.47025604,
+       186.01690382, 177.57186861, 155.8544359 , 133.40606247,
+       230.45392244, 219.96093865, 192.99618253, 165.16041729,
+       252.16127408, 240.6459279 , 211.06605369, 180.55357125])
+
+
+
+
+
+
+
# plot the calculated curves:
+exclude = [(1100, 15), (400, 75), (200, 50), (200, 75), (100, 50), (100, 75)]
+kolor = ['#1f77b4', '#2ca02c', '#8c564b', '#9467bd', '#d62728', '#e377c2', '#ff7f0e']
+f, ax = plt.subplots(2, 2, figsize=(16, 10), sharex=True, sharey=True)
+for m, irr in enumerate(E_IEC61853):
+    for n, tc in enumerate(T_IEC61853):
+        if (irr, tc) in exclude:
+            continue
+        i = n + 4*m
+        j = n // 2, n % 2
+        label = (
+            "$G_{eff}$ " + f"{irr} $W/m^2$"
+        )
+        ax[j].plot(curve_info['v'][i], curve_info['i'][i], label=label, c=kolor[m])
+        v_mp = curve_info['v_mp'][i]
+        i_mp = curve_info['i_mp'][i]
+        # mark the MPP
+        ax[j].plot(v_mp, i_mp, ls='', marker='o', c=kolor[m])
+        ax[j].vlines(v_mp, 0, i_mp, linestyle='dashed', color=kolor[m])
+        # just repeat this every time doesn't hurt anyone
+        ax[j].legend(loc='right')
+        if j[0] == 1:
+            ax[j].set_xlabel('Module voltage [V]')
+        if j[1] == 0:
+            ax[j].set_ylabel('Module current [A]')
+        ax[j].set_title(f"{CS_220M.name}, " + "$T_{cell}$ " + f"{tc} " + "$^{\circ}C$")
+        ax[j].grid(True)
+        ax[j].set_xlim([0, 80])
+
+f.tight_layout()
+
+
+
+
+_images/Tutorial 4 - Model a Module's Performance_21_0.png +
+
+
+
+

Conclusions

+

So is this what you expected? What do you notice about the relation between voltage and temperature? What about the relation between current and irradiance? What other patterns do you observe?

+

Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 International License.

+
+
+ + + + +
+ + + + +
+
+
+
+

+ + By Silvana Ayala Pelaez, Mark Mikofski, Kevin Anderson
+ + © Copyright 2021.
+

+
+
+
+ + +
+
+ + + + + + \ No newline at end of file diff --git a/Tutorial 5 - Array Power.html b/Tutorial 5 - Array Power.html new file mode 100644 index 0000000..e8666c4 --- /dev/null +++ b/Tutorial 5 - Array Power.html @@ -0,0 +1,501 @@ + + + + + + + + Tutorial 5 - Array Power — PVSC 48 Python Tutorial + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
+
+ + + + + + + + +
+ +
+
+ +
+ + + + + + + + + + + + + + + + + + +
+ + +
+ +
+ Contents +
+ +
+
+
+
+
+ +
+ +

tutorialpromo

+
+

Tutorial 5 - Array Power

+

This notebook shows how to use pvlib to model an array’s output power given POA irradiance and cell temperature.

+

The physics of a solar cell are fairly complex. Models of a cell’s response to light and temperature range from high-level approximations that need only one or two coefficients, to electrical circuit models that require more detailed cell characteristics, to full physics-based semiconductor models. The level of detail should match the application – first-order approximations can be surprisingly accurate but probably shouldn’t be used for financial decisions, while physics-based semiconductor models are rarely practical outside of a laboratory setting.

+
+

Simple PVWatts array power

+

Here we will demonstrate one of the more basic PV models implemented by pvlib. The PVWatts module model requires only two array parameters – the array size (nameplate capacity) and the array’s efficiency change with cell temperature. Typical array sizes range from a few kW for residential arrays to hundreds of MW for large utility-scale systems. The cell temperature response parameter, often called the module’s temperature coefficient, determines the efficiency loss for a temperature increase. For example, a module that produces 100W at test conditions but only 95W when the cell temperature is increased by 10 degrees has a temperature coefficient of -0.5%/°C. Typical temperature coefficients range from -0.5%/°C to -0.2%/°C.

+

We’ll read in weather data, run the irradiance transposition, and model cell temperature as in previous tutorials:

+
+
+
import pvlib
+import pandas as pd  # for data wrangling
+import matplotlib.pyplot as plt  # for visualization
+import pathlib  # for finding the example dataset
+
+print(pvlib.__version__)
+
+
+
+
+
0.8.1
+
+
+
+
+
+
+
DATA_DIR = pathlib.Path(pvlib.__file__).parent / 'data'
+df_tmy, metadata = pvlib.iotools.read_tmy3(DATA_DIR / '723170TYA.CSV', coerce_year=1990)
+
+location = pvlib.location.Location(latitude=metadata['latitude'],
+                                   longitude=metadata['longitude'])
+
+times = df_tmy.index - pd.Timedelta('30min')
+solar_position = location.get_solarposition(times)
+solar_position.index += pd.Timedelta('30min')
+
+tracker_data = pvlib.tracking.singleaxis(solar_position['apparent_zenith'],
+                                         solar_position['azimuth'],
+                                         axis_azimuth=180,
+                                         )
+tilt = tracker_data['surface_tilt'].fillna(0)
+azimuth = tracker_data['surface_azimuth'].fillna(0)
+
+df_poa_tracker = pvlib.irradiance.get_total_irradiance(surface_tilt=tilt,
+                                                       surface_azimuth=azimuth,
+                                                       dni=df_tmy['DNI'],
+                                                       ghi=df_tmy['GHI'],
+                                                       dhi=df_tmy['DHI'],
+                                                       solar_zenith=solar_position['apparent_zenith'],
+                                                       solar_azimuth=solar_position['azimuth'])
+tracker_poa = df_poa_tracker['poa_global']
+
+parameters = pvlib.temperature.TEMPERATURE_MODEL_PARAMETERS['sapm']['open_rack_glass_polymer']
+cell_temperature = pvlib.temperature.sapm_cell(tracker_poa,
+                                               df_tmy['DryBulb'],
+                                               df_tmy['Wspd'],
+                                               **parameters)
+
+
+
+
+

For demonstration purposes, we’ll assume a 1kW array with a temperature coefficient of -0.4%/°C:

+
+
+
gamma_pdc = -0.004  # divide by 100 to go from %/°C to 1/°C
+nameplate = 1e3
+
+array_power = pvlib.pvsystem.pvwatts_dc(tracker_poa, cell_temperature, nameplate, gamma_pdc)
+
+
+
+
+
+
+
array_power.head(24*7).plot()
+plt.ylabel('Array Power [W]');
+
+
+
+
+_images/Tutorial 5 - Array Power_5_0.png +
+
+

Let’s take a look at the array’s response to irradiance and temperature:

+
+
+
plt.scatter(tracker_poa, array_power, c=df_tmy['DryBulb'])
+plt.colorbar()
+plt.ylabel('Array Power [W]')
+plt.xlabel('POA Irradiance [W/m^2]')
+plt.title('Power vs POA, colored by amb. temp.');
+
+
+
+
+_images/Tutorial 5 - Array Power_7_0.png +
+
+

This plot shows a strong, near-linear trend of power with POA irradiance. However, it also shows a performance change with temperature – as ambient temperature increases, array output drops. The gradient is smoother if we color by cell temperature:

+
+
+
plt.scatter(tracker_poa, array_power, c=cell_temperature)
+plt.colorbar()
+plt.ylabel('Array Power [W]')
+plt.xlabel('POA Irradiance [W/m^2]')
+plt.title('Power vs POA, colored by cell temp.');
+
+
+
+
+_images/Tutorial 5 - Array Power_9_0.png +
+
+

We can also compare with a hypothetical module with a smaller temperature coefficient, which shows a correspondingly smaller temperature effect:

+
+
+
array_power_low_tempco = pvlib.pvsystem.pvwatts_dc(tracker_poa, cell_temperature, nameplate, -0.002)
+plt.scatter(tracker_poa, array_power_low_tempco, c=df_tmy['DryBulb'])
+plt.colorbar()
+plt.ylabel('Array Power [W]')
+plt.xlabel('POA Irradiance [W/m^2]')
+plt.title('Power vs POA, colored by amb. temp.');
+
+
+
+
+_images/Tutorial 5 - Array Power_11_0.png +
+
+

Another way of viewing the temperature effect is to compare monthly energy production with monthly POA insolation, noticing how production dips relative to insolation in the summertime. Note that insolation and production happen to be about the same scale here; that’s just a coincidence because of the array size we chose.

+
+
+
df_plot = pd.DataFrame({
+    'POA': tracker_poa,
+    'Production': array_power,
+})
+# summing hourly power (W) gives (W h)
+df_plot.resample('M').sum().plot.bar()
+plt.ylabel('Energy [Wh]')
+
+
+
+
+
Text(0, 0.5, 'Energy [Wh]')
+
+
+_images/Tutorial 5 - Array Power_13_1.png +
+
+
+
+

AC/DC

+

PVWatts has a simplified inverter model. Use pvlib.inverter.pvwatts(pdc, pdc0) to return the AC output given DC output, pdc, and the DC limit, pdc0 which is the AC rated power over the nominal inverter efficiency.

+

Recall we assumed a 1kW array, so we’ll continue the hypothetical case and assume an AC size of 800W, a DC/AC ratio of 1.2. The default PVWatts nominal inverter efficiency is 0.96 which we use to get pdc0.

+
+
+
pdc0 = 800/0.96  # W
+ac = pvlib.inverter.pvwatts(array_power, pdc0)
+
+
+
+
+
+
+
plt.rcParams['font.size'] = 14
+ax = ac.resample('D').sum().plot(figsize=(15, 10), label='AC')
+array_power.resample('D').sum().plot(ax=ax, label='DC')
+plt.title('AC Power')
+plt.ylabel('Output [Wh/day]')
+plt.grid()
+plt.legend()
+
+
+
+
+
<matplotlib.legend.Legend at 0x7f3ad1dd2f90>
+
+
+_images/Tutorial 5 - Array Power_16_1.png +
+
+

Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 International License.

+
+
+ + + + +
+ + + + +
+
+
+
+

+ + By Silvana Ayala Pelaez, Mark Mikofski, Kevin Anderson
+ + © Copyright 2021.
+

+
+
+
+ + +
+
+ + + + + + \ No newline at end of file diff --git a/Tutorial A - Single Diode Model.html b/Tutorial A - Single Diode Model.html new file mode 100644 index 0000000..183957d --- /dev/null +++ b/Tutorial A - Single Diode Model.html @@ -0,0 +1,570 @@ + + + + + + + + Tutorial A - Single Diode Model — PVSC 48 Python Tutorial + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
+
+ + + + + + + + +
+ +
+
+ +
+ + + + + + + + + + + + + + + + + + +
+ + +
+ +
+ Contents +
+ +
+
+
+
+
+ +
+ +

tutorialpromo

+
+

Tutorial A - Single Diode Model

+

Let’s put together what we know of modeling POA irradiance and cell temperature and calculate a module’s performance.

+
+
+
# import pvlib and other useful python packages
+import pvlib
+import pandas as pd
+from matplotlib import pyplot as plt
+
+
+
+
+
+
+
# a "typical meteorological year" or TMY is made of individual months
+# cherry picked from several years, but to run a simulation we need
+# to calculate solar positions for an actual year. EG: PVsyst defaults
+# to 1990
+YEAR = 1990
+STARTDATE = '%d-01-01T00:00:00' % YEAR
+ENDDATE = '%d-12-31T23:59:59' % YEAR
+TIMES = pd.date_range(start=STARTDATE, end=ENDDATE, freq='H')
+
+
+
+
+
+
+
# pvlib python can retrieve CEC module and inverter parameters from the
+# SAM libraries
+CECMODS = pvlib.pvsystem.retrieve_sam('CECMod')
+INVERTERS = pvlib.pvsystem.retrieve_sam('CECInverter')
+
+# It can be tricky to find the modules you want so you can visit their
+# GitHub page to search the CSV files manually, or use pvfree
+# https://pvfree.herokuapp.com/cec_modules/ and ditto for inverters
+# https://pvfree.herokuapp.com/pvinverters/
+# NOTE: whitespace, hyphens, dashes, etc. are replaced by underscores
+# These are some basic 300-W Canadian Solar poly and mono Si modules
+CECMOD_POLY = CECMODS['Canadian_Solar_Inc__CS6X_300P']
+CECMOD_MONO = CECMODS['Canadian_Solar_Inc__CS6X_300M']
+
+
+
+
+
+
+
# here's a trick, transpose the database, and search the index using
+# strings
+INVERTERS.T[INVERTERS.T.index.str.startswith('SMA_America__STP')]
+#                                       Vac         Pso     Paco  ... Mppt_high    CEC_Date             CEC_Type
+# SMA_America__STP_33_US_41__480V_      480  126.152641  33300.0  ...     800.0         NaN  Utility Interactive
+# SMA_America__STP_50_US_41__480V_      480  111.328354  50010.0  ...     800.0    1/2/2019  Utility Interactive
+# SMA_America__STP_60_US_10__400V_      400   97.213982  59860.0  ...     800.0         NaN  Utility Interactive
+# SMA_America__STP_60_US_10__480V_      480  116.969749  60000.0  ...     800.0         NaN  Utility Interactive
+# SMA_America__STP_62_US_41__480V_      480  133.166687  62500.0  ...     800.0         NaN  Utility Interactive
+# SMA_America__STP12000TL_US_10__480V_  480   56.013401  12000.0  ...     800.0  10/15/2018  Utility Interactive
+# SMA_America__STP15000TL_US_10__480V_  480   52.128044  15000.0  ...     800.0  10/15/2018  Utility Interactive
+# SMA_America__STP20000TL_US_10__480V_  480   46.517708  20000.0  ...     800.0  10/15/2018  Utility Interactive
+# SMA_America__STP24000TL_US_10__480V_  480   46.893803  24060.0  ...     800.0  10/15/2018  Utility Interactive
+# SMA_America__STP30000TL_US_10__480V_  480    62.93433  30010.0  ...     800.0  10/15/2018  Utility Interactive
+# SMA_America__STP50_US_40__480V_       480  125.080681  50072.0  ...     800.0  10/15/2018  Utility Interactive
+
+# that was almost too easy, let's use the 60-kW Sunny TriPower, it's a good inverter.
+INVERTER_60K = INVERTERS['SMA_America__STP_60_US_10__480V_']
+
+
+
+
+
+
+
# I know we already did this in the other tutorials, but now we have
+# to do it again, sorry. Think of it as a review or pop quiz
+# we need to get:
+# * weather
+# * solar position
+# * PV surface orientation, aoi, etc.
+# * plane of array irradiance
+# * module temperatures
+# but first we need to know where in the world are we?
+LATITUDE, LONGITUDE = 40.5137, -108.5449
+
+
+
+
+
+
+
# now we can get some weather, before we used TMY,
+# now we'll get some data from PVGIS
+data, months, inputs, meta = pvlib.iotools.get_pvgis_tmy(lat=LATITUDE, lon=LONGITUDE)
+
+
+
+
+
+
+
# get solar position
+data.index = TIMES
+sp = pvlib.solarposition.get_solarposition(
+        TIMES, LATITUDE, LONGITUDE)
+solar_zenith = sp.apparent_zenith.values
+solar_azimuth = sp.azimuth.values
+
+
+
+
+
+
+
# get tracker positions
+tracker = pvlib.tracking.singleaxis(solar_zenith, solar_azimuth)
+surface_tilt = tracker['surface_tilt']
+surface_azimuth = tracker['surface_azimuth']
+aoi = tracker['aoi']
+
+
+
+
+
+
+
# get irradiance
+dni = data['Gb(n)'].values
+ghi = data['G(h)'].values
+dhi = data['Gd(h)'].values
+surface_albedo = 0.25
+temp_air = data['T2m'].values
+dni_extra = pvlib.irradiance.get_extra_radiation(TIMES).values
+
+# we use the Hay Davies transposition model
+poa_sky_diffuse = pvlib.irradiance.get_sky_diffuse(
+        surface_tilt, surface_azimuth, solar_zenith, solar_azimuth,
+        dni, ghi, dhi, dni_extra=dni_extra, model='haydavies')
+poa_ground_diffuse = pvlib.irradiance.get_ground_diffuse(
+        surface_tilt, ghi, albedo=surface_albedo)
+poa = pvlib.irradiance.poa_components(
+        aoi, dni, poa_sky_diffuse, poa_ground_diffuse)
+poa_direct = poa['poa_direct']
+poa_diffuse = poa['poa_diffuse']
+poa_global = poa['poa_global']
+iam = pvlib.iam.ashrae(aoi)
+effective_irradiance = poa_direct*iam + poa_diffuse
+
+
+
+
+
+
+
# module temperature
+temp_cell = pvlib.temperature.pvsyst_cell(poa_global, temp_air)
+
+
+
+
+
+
+
# finally this is the magic
+cecparams = pvlib.pvsystem.calcparams_cec(
+        effective_irradiance, temp_cell,
+        CECMOD_MONO.alpha_sc, CECMOD_MONO.a_ref,
+        CECMOD_MONO.I_L_ref, CECMOD_MONO.I_o_ref,
+        CECMOD_MONO.R_sh_ref, CECMOD_MONO.R_s, CECMOD_MONO.Adjust)
+mpp = pvlib.pvsystem.max_power_point(*cecparams, method='newton')
+mpp = pd.DataFrame(mpp, index=TIMES)
+
+
+
+
+
+
+
# the goods
+mpp.p_mp.resample('D').sum().plot(title='Daily Energy')
+
+
+
+
+
<AxesSubplot:title={'center':'Daily Energy'}>
+
+
+_images/Tutorial A - Single Diode Model_12_1.png +
+
+
+
+
# now your turn, do the same thing for the poly-Si module.
+# how does it compare?
+
+
+
+
+
+

String Length

+

Before we can do the AC side we need to build up our array. The first thing is the string length, which is determined by the open circuit voltage, the lowest expected temperature at the site, and the open circuit temperature coefficient.

+
+
+
temp_ref = 25.0  # degC
+dc_ac = 1.3
+# maximum open circuit voltage
+MAX_VOC = CECMOD_MONO.V_oc_ref + CECMOD_MONO.beta_oc * (temp_air.min() - temp_ref)
+STRING_LENGTH = int(INVERTER_60K['Vdcmax'] // MAX_VOC)
+STRING_VOLTAGE = STRING_LENGTH * MAX_VOC
+STRING_OUTPUT = CECMOD_MONO.STC * STRING_LENGTH
+STRING_COUNT = int(dc_ac * INVERTER_60K['Paco'] // STRING_OUTPUT)
+DC_CAPACITY = STRING_COUNT * STRING_OUTPUT
+DCAC = DC_CAPACITY / INVERTER_60K['Paco']
+MAX_VOC, STRING_LENGTH, STRING_VOLTAGE, STRING_OUTPUT, STRING_COUNT, DC_CAPACITY, DCAC
+
+
+
+
+
(52.2110052, 15, 783.165078, 4500.45, 17, 76507.65, 1.2751275)
+
+
+
+
+
+
+

AC Output

+

The Sandia grid inverter is a convenient model. The coefficients in the NREL SAM library are derived from California Energy Commision (CEC) testing (see CEC Solar Equipment List). Use pvlib.inverter.sandia to calculate AC output given DC voltage and power and the inverter parameters from the NREL SAM library which we downloaded earlier into INVERTER_60K for the SMA STP 60kW inverter.

+
+
+
EDAILY = mpp.p_mp * STRING_LENGTH * STRING_COUNT
+AC_OUTPUT = pvlib.inverter.sandia(
+    mpp.v_mp * STRING_LENGTH,
+    mpp.p_mp * STRING_LENGTH * STRING_COUNT,
+    INVERTER_60K)
+AC_OUTPUT.max()
+
+
+
+
+
60000.0
+
+
+
+
+
+
+
# the goods
+plt.rcParams['font.size'] = 14
+ax = EDAILY.resample('D').sum().plot(figsize=(15, 10), label='DC', title='Daily Energy')
+AC_OUTPUT.resample('D').sum().plot(ax=ax, label='AC')
+plt.ylabel('Energy [Wh/day]')
+plt.legend()
+plt.grid()
+
+
+
+
+_images/Tutorial A - Single Diode Model_18_0.png +
+
+

Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 International License.

+
+
+ + + + +
+ + + + +
+
+
+
+

+ + By Silvana Ayala Pelaez, Mark Mikofski, Kevin Anderson
+ + © Copyright 2021.
+

+
+
+
+ + +
+
+ + + + + + \ No newline at end of file diff --git a/Tutorial B - pvfree.html b/Tutorial B - pvfree.html new file mode 100644 index 0000000..f71ba8e --- /dev/null +++ b/Tutorial B - pvfree.html @@ -0,0 +1,385 @@ + + + + + + + + Tutorial B - pvfree — PVSC 48 Python Tutorial + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
+
+ + + + + + + + +
+ +
+
+ +
+ + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+
+
+ +
+ +

tutorialpromo

+
+

Tutorial B - pvfree

+

Another option to get CEC module parameters is to use pvfree.

+ +

You can search the table of the CEC modules. Once you find the desired module, you can get a JSON dictionary of the CEC module parameters from the API. For example, Canadian Solar Inc. CS5P-220M can be downloaded from the API here: https://pvfree.herokuapp.com/api/v1/cecmodule/1733/?format=json. You can copy and paste or use python to call the API. The API also has search filters you can use. For example: https://pvfree.herokuapp.com/api/v1/cecmodule/?format=json&Name__istartswith=canadian&STC__gt=219&STC__lt=221 searches for all modules starting with “canadian” and with nameplate between 219-W and 221-W which returns a list of 6 modules in a JSON dictionary. Limiting the short circuit currentl (Isc) to less than 6-A reduces this list to 2 modules.

+
+
+
import urllib, json
+params = urllib.parse.urlencode({
+    'Name__istartswith': 'canadian',
+    'STC__gt': 219, 'STC__lt': 221,
+    'I_sc_ref__lt': 6})
+with urllib.request.urlopen(f'https://pvfree.herokuapp.com/api/v1/cecmodule/?{params}') as fp:
+    cs_220_mods = json.load(fp)
+print(f"Total count of Canadian Solar 220-W with Isc < 6A: {cs_220_mods['meta']['total_count']}")
+cs_220_mods['objects']
+
+
+
+
+
Total count of Canadian Solar 220-W with Isc < 6A: 2
+
+
+
[{'A_c': 1.7,
+  'Adjust': 8.619516,
+  'BIPV': False,
+  'Bifacial': False,
+  'Date': '2018-11-04',
+  'I_L_ref': 5.11426,
+  'I_mp_ref': 4.69,
+  'I_o_ref': 8.102508e-10,
+  'I_sc_ref': 5.1,
+  'Length': 1.602,
+  'N_s': 96,
+  'Name': 'Canadian Solar Inc. CS5P-220M',
+  'PTC': 200.1,
+  'R_s': 1.066023,
+  'R_sh_ref': 381.254425,
+  'STC': 219.961,
+  'T_NOCT': 42.4,
+  'Technology': 'Mono-c-Si',
+  'V_mp_ref': 46.9,
+  'V_oc_ref': 59.4,
+  'Version': 'SAM 2018.10.29',
+  'Width': 1.061,
+  'a_ref': 2.635926,
+  'alpha_sc': 0.004539,
+  'beta_oc': -0.222156,
+  'created_on': '2019-02-12',
+  'gamma_r': -0.476,
+  'id': 1733,
+  'modified_on': '2019-02-12',
+  'resource_uri': '/api/v1/cecmodule/1733/'},
+ {'A_c': 1.639,
+  'Adjust': 2.227195,
+  'BIPV': False,
+  'Bifacial': False,
+  'Date': '2018-11-04',
+  'I_L_ref': 5.05607,
+  'I_mp_ref': 4.73,
+  'I_o_ref': 9.957448e-11,
+  'I_sc_ref': 5.05,
+  'Length': 1.579,
+  'N_s': 96,
+  'Name': 'Canadian Solar Inc. CS5P-220P',
+  'PTC': 193.1,
+  'R_s': 1.00467,
+  'R_sh_ref': 835.904785,
+  'STC': 220.418,
+  'T_NOCT': 51.4,
+  'Technology': 'Multi-c-Si',
+  'V_mp_ref': 46.6,
+  'V_oc_ref': 58.3,
+  'Version': 'SAM 2018.10.29',
+  'Width': 1.038,
+  'a_ref': 2.366377,
+  'alpha_sc': 0.0025,
+  'beta_oc': -0.196588,
+  'created_on': '2019-02-12',
+  'gamma_r': -0.43,
+  'id': 1734,
+  'modified_on': '2019-02-12',
+  'resource_uri': '/api/v1/cecmodule/1734/'}]
+
+
+
+
+
+ + + + +
+ + + + +
+
+
+
+

+ + By Silvana Ayala Pelaez, Mark Mikofski, Kevin Anderson
+ + © Copyright 2021.
+

+
+
+
+ + +
+
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+--tabs-color-label-active: hsla(231, 99%, 66%, 1); +--tabs-color-label-inactive: rgba(178, 206, 245, 0.62); +--tabs-color-overline: rgb(207, 236, 238); +--tabs-color-underline: rgb(207, 236, 238); +--tabs-size-label: 1rem; +} \ No newline at end of file diff --git a/_sources/README.md b/_sources/README.md new file mode 100644 index 0000000..41f116f --- /dev/null +++ b/_sources/README.md @@ -0,0 +1,97 @@ +![tutorialpromo](images/tutorial_banner.PNG) + +# PVSC48-Python-Tutorial +PVSC48 computing tutorial with focus on PV computing packages, Python, data +wrangling with Pandas, and data viz + +## Tutorial Summary: +* Tutorial 0: Introduction to the tutorial, the lesson plan, and resources +* Tutorial 1: Access TMY weather data and visualize monthly irradiance data +* Tutorial 2: Calculate solar position, plane-of-array irradiance, and + visualize average daily insolation +* Tutorial 3: Estimate module temperature from ambient +* Tutorial 4: Use POA irradiance and module temperature to model output power + from a single module +* Tutorial 5: Combine modules to form strings, calculate inverter efficiency + and total array output + +## Tutorial Setup +These tutorials are designed to run on [Jupyter](https://jupyter.org), a +browser based interactive notebook that allows you to run the tutorial in the +cloud without any additional setup. On the day of the tutorial, you can log +into the tutorial [here](http://pvsc-python-tutorial.ml/): + +http://pvsc-python-tutorial.ml/ + +The first time you visit the tutorial, you will need to create an account. Use +any username and password you like. + +![jupyter login](https://user-images.githubusercontent.com/1385621/119911747-c9bd3600-bf0e-11eb-8f7b-c622d8890f04.png) + +The first time you log into the tutorial, you will only see the scratch and shared-data folders. + +![first login](https://user-images.githubusercontent.com/1385621/119912003-5cf66b80-bf0f-11eb-874d-67ba2ff1bb66.png) + +After you log in, you need to download the tutorial from this GitHub repository by following this +[link](https://pvsc-python-tutorial.ml/hub/user-redirect/git-pull?repo=https://github.com/PVSC-Python-Tutorials/PVSC48-Python-Tutorial&branch=main): + +https://pvsc-python-tutorial.ml/hub/user-redirect/git-pull?repo=https://github.com/PVSC-Python-Tutorials/PVSC48-Python-Tutorial&branch=main + +You only need to download the repository once, but you can always use either link to start the tutorial during the conference. +From now on you will see the PVSC48-Python-Tutorial folder in the list. + +![download tutorial](https://user-images.githubusercontent.com/1385621/119912192-ce361e80-bf0f-11eb-8f62-36e54509fdcc.png) + +Click the folder to open, and you'll see the full list. Click `Tutorial 0 - Overview.ipynb` to get started. + +![full list of tutorials](https://user-images.githubusercontent.com/1385621/119912314-15241400-bf10-11eb-8a2c-1fc371e0f4e8.png) + +Sometimes, if you are idle too long, the tutorial dies. Just click the [link to the tutorial](http://pvsc-python-tutorial.ml/) again to reconnect. + +http://pvsc-python-tutorial.ml/ + +### Jupyter Book docs + +The full tutorial is now also hosted as a beautiful [Jupyter book](https://jupyterbook.org/intro.html). This book has navigation, search, and can even run code cells interactively. Check it out! + +https://pvsc-python-tutorials.github.io/PVSC48-Python-Tutorial/index.html + +### My Binder + +After the conference the tutorials will remain available here on GitHub, and you can run +the tutorial anytime in [Binder](https://mybinder.org) by clicking the +following link: + +[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/PVSC-Python-Tutorials/PVSC48-Python-Tutorial/main) + +### Locally + +You can also run the tutorial locally with +[miniconda](https://docs.conda.io/en/latest/miniconda.html) by following thes +steps: + +1. Install [miniconda](https://docs.conda.io/en/latest/miniconda.html). + +1. Clone the repository: + + ``` + git clone https://github.com/PVSC-Python-Tutorials/PVSC48-Python-Tutorial.git + ``` + +1. Create the environment and install the requirements. The repository includes + a `requirements.txt` file that contains a list the packages needed to run + this tutorial. To install them using conda run: + + ``` + conda create -n pvsc48 jupyter -c pvlib --file requirements.txt + conda activate pvsc48 + ``` + +1. Start a Jupyter session: + + ``` + jupyter notebook + ``` + +1. Use the file explorer in Jupyter lab to browse to `PVSC48-Python-Tutorial` + and start the first Tutorial. diff --git a/_sources/Tutorial 0 - Overview.ipynb b/_sources/Tutorial 0 - Overview.ipynb new file mode 100644 index 0000000..794b1ed --- /dev/null +++ b/_sources/Tutorial 0 - Overview.ipynb @@ -0,0 +1,534 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "![tutorial banner](images/tutorial_banner.PNG)\n", + "\n", + "\n", + "# Welcome! \n", + "\n", + "Welcome to the PV Software 101: from Sun position to AC Output! tutorial\n", + "\n", + "Modeling tools for all aspects of photovoltaic systems are rapidly growing, and there are solutions for many of the things you might want to simulate. Python is becoming one of the scientific languages of choice, and many open-source tools are available for PV modeling. This tutorial will focus on teaching attendees PV modeling in python through the use of PVlib. \n", + "\n", + "In this interactive tutorial we will go from getting acquainted with some common data used or measured in pv systems (i.e. weather), to modeling the AC energy output of a single-axis tracker system. This includes learning and simulating sun position, plane of array irradiances, temperature models, single-diode models and more. \n", + "\n", + "We will review common vocabulary around python and ``data aggregation`` by hour, week, month, and visualization. \n", + "\n", + "The tutorial will present hands-on examples in python, enabled via jupyter notebooks and a Jupyterhub (remote hosted server for jupyter notebooks and python language) so you, the attendee, don’t have to install anything, and can follow along while we go over the theory and code! In case it's not obvious, a computer is required. \n", + "\n", + "The tutorial will wrap up with an overview of other available open-source tools for other aspects of modeling PV systems. \n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## More on your teachers:\n", + "\n", + "The three of us have ample experience in data, coding, and PV field performance modeling, so we look forward to all of your questions.\n", + "\n", + "| | |\n", + "| --- | :--- |\n", + "| ![Mark Mikofski](images/tutorial_0_mark.PNG) |

      Mark Mikofski


      I am a principal solar engineer at DNV and product manager for SolarFarmer. I research, analyze, and predict PV system performance, degradation, and reliability. I have contributed to a few Python projects like [pvlib python](https://pvlib-python.readthedocs.io/en/latest/), [PVMismatch](https://sunpower.github.io/PVMismatch/), and [SciPy](https://scipy.org/) |\n", + "| ![Silvana Ayala Pelaez](images/tutorial_0_silvana.PNG) |

      Silvana Ayala Pelaez


      I am a research scientist at NREL, focusing mostly on bifacial PV system's performance, and circular economy. Python is my daily bread and butter for data analysis and building tools. Silvana has made substantial contributions to the NREL [bifacialvf pvmismatch](https://github.com/NREL/bifacialvf) and [bifacial radiance](https://bifacial-radiance.readthedocs.io/en/latest/) software packages. |\n", + "| ![Kevin Anderson](images/tutorial_0_kevin.PNG) |

      Kevin Anderson


      I am a research scientist at NREL doing cool stuff! I have contributed to work on slope aware backtracking, clipping loss errors in hourly yield estimates, and am a maintainer for [pvlib python](https://pvlib-python.readthedocs.io/en/latest/) and a frequent contributor to [RdTools](https://rdtools.readthedocs.io/en/latest/). |" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "## Learning Objectives\n", + "\n", + "1.\tAccess weather data (TMY3), understand irradiance data, and visualize it monthly.\n", + "2.\tCalculate sun position, plane of array irradiance, and aggregate irradiance data into average daily insolation by month and year.\n", + "3.\tCalculate module temperature from ambient data. \n", + "4.\tUse POA and module temperature to forecast a module's performance. \n", + "\n", + "## Overview\n", + "The sketch below from [the Sandia PV Performance Modeling Collaborative (PVPMC)](https://pvpmc.sandia.gov/) outlines the topics we will cover in this tutorial:\n", + "\n", + "![Overview](images/tutorial_overview.PNG)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "source": [ + "### Why learn this? \n", + "\n", + "PV-lib is a library of algorithms and routines that you might encounter the need to use if you're doing anything PV-modeling related. It is managed by members of the PV research community, who make sure the formulas and code are not only sleek but accurate. \n", + "\n", + "* You want to know the sun position? No need to code from zero the SPA (Solar Position algorithm), it's in PVlib. \n", + "\n", + "* You want to reproduce the Sandia-King model to calculate module performance? It's there, also. \n", + "\n", + "* You can find the most well-known [models](https://pvpmc.sandia.gov/), as well as recently accepted values and approaches in published PV literature.\n", + "\n", + "* We hope adding this tool to your skillset will empower you to do better, faster research with an already solid foundation. Don't reinvent the wheel!" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "## How to use this tutorial?\n", + "\n", + "This tutorial is a [Jupyter](https://jupyter.org) notebook. Jupyter is a browser based interactive tool that combines text, images, equations, and code that can be shared with others. Please see the setup section in the [README](./README.md) to learn more about how to get started." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "## Useful links\n", + "\n", + "1. References\n", + " * [PVlib Documentation](https://pvlib-python.readthedocs.io/en/stable/)\n", + " * [Github Code Repository](https://github.com/pvlib/pvlib-python)\n", + "2. Ask for help:\n", + " * [Use the pvlib-python tag on StackOverflow](https://stackoverflow.com/questions/tagged/pvlib-python)\n", + " * [Google Group - Discussions and more!](https://groups.google.com/g/pvlib-python)\n", + " * [Open an Issue on the Github Repository](https://github.com/pyvlib/pvlib-python/issues)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "## Tutorial Structure\n", + "\n", + "This tutorial is made up of multiple Jupyter Notebooks. These notebooks mix\n", + "code, text, visualization, and exercises.\n", + "\n", + "If you haven't used JupyterLab before, it's similar to the Jupyter Notebook. If\n", + "you haven't used the Notebook, the quick intro is\n", + "\n", + "1. There are two modes: ``command`` and ``edit``\n", + "\n", + "1. From ``command`` mode, press `Enter` to edit a cell (like this markdown cell)\n", + "\n", + "1. From ``edit`` mode, press `Esc` to change to command mode\n", + "1. Press `shift+enter` to execute a cell and move to the next cell.\n", + "1. The toolbar has commands for executing, converting, and creating cells.\n", + "\n", + "The layout of the tutorial will be as follows:\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "## Exercise: Print Hello, world!\n", + "\n", + "Each notebook will have exercises for you to solve. You'll be given a blank or\n", + "partially completed cell, followed by a hidden cell with a solution. For\n", + "example.\n", + "\n", + "Print the text \"Hello, world!\".\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Hello, world!\n" + ] + } + ], + "source": [ + "# Your code here\n", + "print(\"Hello, world!\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Exercise 1: Modify to print something else:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "my_string = # Add your text here. Remember to put it inside of single quotes or double quotes ( \" \" or '' )\n", + "print(my_string)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Let's go over some Python Concepts\n", + "\n", + "(A lot of this examples were shamely taken from https://jckantor.github.io/CBE30338/01.01-Getting-Started-with-Python-and-Jupyter-Notebooks.html :$)\n", + "\n", + "\n", + "## Basic Arithmetic Operations\n", + "\n", + "Basic arithmetic operations are built into the Python langauge. Here are some examples. In particular, note that exponentiation is done with the ** operator." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "5\n", + "8\n", + "0.6666666666666666\n" + ] + } + ], + "source": [ + "a = 2\n", + "b = 3\n", + "print(a + b)\n", + "print(a ** b)\n", + "print(a / b)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Python Libraries\n", + "\n", + "The Python language has only very basic operations. Most math functions are in various math libraries. The numpy library is convenient library. This next cell shows how to import numpy with the prefix np, then use it to call a common mathematical functions." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "3.141592653589793\n", + "2.718281828459045\n", + "0.7071067811865476\n", + "0.7071067811865476\n", + "0.9999999999999999\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "\n", + "# mathematical constants\n", + "print(np.pi)\n", + "print(np.e)\n", + "\n", + "# trignometric functions\n", + "angle = np.pi/4\n", + "print(np.sin(angle))\n", + "print(np.cos(angle))\n", + "print(np.tan(angle))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Lists are a versatile way of organizing your data in Python. Here are some examples, more can be found on this Khan Academy video." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[1, 2, 3, 4]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "xList = [1, 2, 3, 4]\n", + "xList" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Concatenation\n", + "\n", + "Concatentation is the operation of joining one list to another." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[1, 2, 3, 4, 5, 6, 7, 8]" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "x = [1, 2, 3, 4];\n", + "y = [5, 6, 7, 8];\n", + "\n", + "x + y" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "10" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.sum(x)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Loops" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "sin(1) = 0.84147\n", + "sin(2) = 0.90930\n", + "sin(3) = 0.14112\n", + "sin(4) = -0.75680\n" + ] + } + ], + "source": [ + "for x in xList:\n", + " print(\"sin({0}) = {1:8.5f}\".format(x,np.sin(x)))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Working with Dictionaries\n", + "\n", + "Dictionaries are useful for storing and retrieving data as key-value pairs. For example, here is a short dictionary of molar masses. The keys are molecular formulas, and the values are the corresponding molar masses.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'Arizona': 16.04, 'California': 30.02, 'Texas': 18.0, 'Colorado': 44.01}" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "States_SolarInstallations2020 = {'Arizona': 16.04, 'California': 30.02, 'Texas':18.00, 'Colorado': 44.01} # GW\n", + "States_SolarInstallations2020" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can a value to an existing dictionary.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "States_SolarInstallations2020['New Mexico'] = 22.4\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plotting\n", + "\n", + "Importing the matplotlib.pyplot library gives IPython notebooks plotting functionality very similar to Matlab's. Here are some examples using functions from the" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "%matplotlib inline\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "x = np.linspace(0,10)\n", + "y = np.sin(x)\n", + "z = np.cos(x)\n", + "\n", + "plt.plot(x,y,'b',x,z,'r')\n", + "plt.xlabel('Radians');\n", + "plt.ylabel('Value');\n", + "plt.title('Plotting Demonstration')\n", + "plt.legend(['Sin','Cos'])\n", + "plt.grid()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "skip" + } + }, + "source": [ + "## Going Deeper\n", + "\n", + "We've designed the notebooks above to cover the basics of pvlib from beginning\n", + "to end. To help you go deeper, we've also create a list of notebooks that\n", + "demonstrate real-world applications of pvlib in a variety of use cases. These\n", + "need not be explored in any particular sequence, instead they are meant to\n", + "provide a sampling of what pvlib can be used for.\n", + "\n", + "### PVLIB and Weather/Climate Model Data\n", + "\n", + "Check out the pvlib python [examples gallery](https://pvlib-python.readthedocs.io/en/stable/auto_examples/index.html).\n", + "Start with [Sun path diagram](https://pvlib-python.readthedocs.io/en/stable/auto_examples/plot_sunpath_diagrams.html),\n", + "then feel free to explore the rest of the notebooks.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\"Creative
      This work is licensed under a Creative Commons Attribution 4.0 International License." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/_sources/Tutorial 1 - TMY Weather Data.ipynb b/_sources/Tutorial 1 - TMY Weather Data.ipynb new file mode 100644 index 0000000..0fd7355 --- /dev/null +++ b/_sources/Tutorial 1 - TMY Weather Data.ipynb @@ -0,0 +1,1510 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "![tutorialpromo](images/tutorial_banner.PNG)\n", + "\n", + "\n", + "# Tutorial 1 - Weather Data: Accesing it, understanding it, visualizing it!\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "source": [ + "This notebook explores a standard type of weather data, the typical meteorological year (TMY), and how to summarize it with Python and [Pandas](https://pandas.pydata.org/).\n", + "\n", + "![Overview](images/tutorial_1_overview.PNG)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "source": [ + "## Steps:\n", + "- [Weather data in PV performance models](#Weather-Data-&-PV)\n", + "- Looking at a sample weather data file\n", + "- Where to get weather data from? \n", + "- Weather data to API\n", + "\n", + "## PV Concepts:\n", + "- TMY\n", + "- GHI, DNI, DHI\n", + "- DryBulb, Wspd\n", + "- Irradiance vs. Insolation\n", + "\n", + "## Python Concepts:\n", + "- Exploring a Pandas dataframe (`df`): `len()`, `df.head()`, `df.keys()`\n", + "- [pvlib input-output tools](https://pvlib-python.readthedocs.io/en/stable/api.html#io-tools)\n", + "- Ploting a Pandas dataframe (`df`): `df.plot()`\n", + "- Aggregating data in a dataframe (`df`): `df.resample(freq).sum()`\n", + "- Getting NREL irradiance data from the web based API using pvlib" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "## Weather Data & PV \n", + "\n", + "Weather and irradiance data are used as input to PV performance models. \n", + "\n", + "\n", + "![SRRL](images/tutorial_1_SRRL.PNG)\n", + "\n", + "\n", + "\n", + "These data are directly measured, derived from measured data, or simulated using a stochastic model.\n", + "\n", + "\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "## Typical Meteorological Year\n", + "\n", + "TMY datasets are intended to represent the weather for a typical year at a given location. \n", + "\n", + "TMY datasets provide hourly **solar irradiance**, **air temperature**, **wind speed**, and other weather measurements for a hypothetical year that represents more or less a \"median year\" for solar resource. \n", + "\n", + "\n", + "![TMY3 screenshot](images/tutorial_1_tmy3_example.PNG)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "source": [ + "TMY datasets are created by selecting individual months out of an extended period of weather measurememts (say, 20 years of data) to construct a single year's worth of data. There are several methods for selecting which months to include, but the general idea is to calculate monthly summary statistics and take the month that lies in the middle of the distribution. For example, no two Januaries will be exactly the same, so summing the total solar irradiance for each January will give a [normal distribution](https://en.wikipedia.org/wiki/Normal_distribution), and the month that falls closest to the [median](https://en.wikipedia.org/wiki/Median) is chosen as the representative month. The same process is followed for February, March, and so on, and all twelve representative months are stitched together into a year-long dataset. \n", + "\n", + "The oldest TMYs were calculated using data from the nearest weather station (airports and such). Today, it's common to use TMYs calculated using simulated weather data from satellite imagery because of the improved spatial resolution.\n", + "\n", + "To get a better feel for TMY data, we'll first explore an example TMY dataset that is bundled with pvlib." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "source": [ + "## First Step: Import Libraries\n", + "\n", + "In Python, some functions are builtin like `print()` but others must be imported before they can be used. For this notebook we're going to import three packages:\n", + "* [pvlib](https://pvlib-python.readthedocs.io/en/stable/) - library for simulating performance of photovoltaic energy systems. \n", + "* [pandas](https://pandas.pydata.org/) - analysis tool for timeseries and tabular data\n", + "* [matplotlib](https://matplotlib.org/) - data visualization for Python\n", + "\n", + "Some Python modules are part of the [standard library](https://docs.python.org/3/library/index.html), but are not imported with builtins. We'll use the `pathlib` module which is useful for accessing files and folders." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "outputs": [], + "source": [ + "import pvlib\n", + "import pandas as pd # for data wrangling\n", + "import matplotlib.pyplot as plt # for visualization\n", + "import pathlib # for finding the example dataset" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "source": [ + "Query which version you are using of pvlib:" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.9.0-alpha.7+13.g276a30d\n" + ] + } + ], + "source": [ + "print(pvlib.__version__)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "## Reading a TMY dataset with pvlib\n", + "\n", + "First, we'll read the TMY dataset with [`pvlib.iotools.read_tmy3()`](https://pvlib-python.readthedocs.io/en/stable/generated/pvlib.iotools.read_tmy3.html) which returns a [Pandas DataFrame](https://pandas.pydata.org/pandas-docs/stable/reference/api/pandas.DataFrame.html) of the timeseries weather data and a second output with a Python dictionary of the TMY metadata like longitude, latitude, elevation, etc.\n", + "\n", + "We will use the Python [`pathlib`](https://docs.python.org/3/library/pathlib.html) to get the path to the `'data'` directory which comes with the `pvlib` package. Then we can use the slash operator, `/` to make the full path to the TMY file." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Help on function read_tmy3 in module pvlib.iotools.tmy:\n", + "\n", + "read_tmy3(filename, coerce_year=None, recolumn=True)\n", + " Read a TMY3 file in to a pandas dataframe.\n", + " \n", + " Note that values contained in the metadata dictionary are unchanged\n", + " from the TMY3 file (i.e. units are retained). In the case of any\n", + " discrepancies between this documentation and the TMY3 User's Manual\n", + " [1]_, the TMY3 User's Manual takes precedence.\n", + " \n", + " The TMY3 files were updated in Jan. 2015. This function requires the\n", + " use of the updated files.\n", + " \n", + " Parameters\n", + " ----------\n", + " filename : str\n", + " A relative file path or absolute file path.\n", + " \n", + " coerce_year : None or int, default None\n", + " If supplied, the year of the index will be set to `coerce_year`, except\n", + " for the last index value which will be set to the *next* year so that\n", + " the index increases monotonically.\n", + " \n", + " recolumn : bool, default True\n", + " If ``True``, apply standard names to TMY3 columns. Typically this\n", + " results in stripping the units from the column name.\n", + " \n", + " Returns\n", + " -------\n", + " Tuple of the form (data, metadata).\n", + " \n", + " data : DataFrame\n", + " A pandas dataframe with the columns described in the table\n", + " below. For more detailed descriptions of each component, please\n", + " consult the TMY3 User's Manual ([1]), especially tables 1-1\n", + " through 1-6.\n", + " \n", + " metadata : dict\n", + " The site metadata available in the file.\n", + " \n", + " Notes\n", + " -----\n", + " The returned structures have the following fields.\n", + " \n", + " =============== ====== ===================\n", + " key format description\n", + " =============== ====== ===================\n", + " altitude Float site elevation\n", + " latitude Float site latitudeitude\n", + " longitude Float site longitudeitude\n", + " Name String site name\n", + " State String state\n", + " TZ Float UTC offset\n", + " USAF Int USAF identifier\n", + " =============== ====== ===================\n", + " \n", + " ============================= ======================================================================================================================================================\n", + " TMYData field description\n", + " ============================= ======================================================================================================================================================\n", + " TMYData.Index A pandas datetime index. NOTE, the index is currently timezone unaware, and times are set to local standard time (daylight savings is not included)\n", + " TMYData.ETR Extraterrestrial horizontal radiation recv'd during 60 minutes prior to timestamp, Wh/m^2\n", + " TMYData.ETRN Extraterrestrial normal radiation recv'd during 60 minutes prior to timestamp, Wh/m^2\n", + " TMYData.GHI Direct and diffuse horizontal radiation recv'd during 60 minutes prior to timestamp, Wh/m^2\n", + " TMYData.GHISource See [1]_, Table 1-4\n", + " TMYData.GHIUncertainty Uncertainty based on random and bias error estimates see [2]_\n", + " TMYData.DNI Amount of direct normal radiation (modeled) recv'd during 60 mintues prior to timestamp, Wh/m^2\n", + " TMYData.DNISource See [1]_, Table 1-4\n", + " TMYData.DNIUncertainty Uncertainty based on random and bias error estimates see [2]_\n", + " TMYData.DHI Amount of diffuse horizontal radiation recv'd during 60 minutes prior to timestamp, Wh/m^2\n", + " TMYData.DHISource See [1]_, Table 1-4\n", + " TMYData.DHIUncertainty Uncertainty based on random and bias error estimates see [2]_\n", + " TMYData.GHillum Avg. total horizontal illuminance recv'd during the 60 minutes prior to timestamp, lx\n", + " TMYData.GHillumSource See [1]_, Table 1-4\n", + " TMYData.GHillumUncertainty Uncertainty based on random and bias error estimates see [2]_\n", + " TMYData.DNillum Avg. direct normal illuminance recv'd during the 60 minutes prior to timestamp, lx\n", + " TMYData.DNillumSource See [1]_, Table 1-4\n", + " TMYData.DNillumUncertainty Uncertainty based on random and bias error estimates see [2]_\n", + " TMYData.DHillum Avg. horizontal diffuse illuminance recv'd during the 60 minutes prior to timestamp, lx\n", + " TMYData.DHillumSource See [1]_, Table 1-4\n", + " TMYData.DHillumUncertainty Uncertainty based on random and bias error estimates see [2]_\n", + " TMYData.Zenithlum Avg. luminance at the sky's zenith during the 60 minutes prior to timestamp, cd/m^2\n", + " TMYData.ZenithlumSource See [1]_, Table 1-4\n", + " TMYData.ZenithlumUncertainty Uncertainty based on random and bias error estimates see [1]_ section 2.10\n", + " TMYData.TotCld Amount of sky dome covered by clouds or obscuring phenonema at time stamp, tenths of sky\n", + " TMYData.TotCldSource See [1]_, Table 1-5, 8760x1 cell array of strings\n", + " TMYData.TotCldUncertainty See [1]_, Table 1-6\n", + " TMYData.OpqCld Amount of sky dome covered by clouds or obscuring phenonema that prevent observing the sky at time stamp, tenths of sky\n", + " TMYData.OpqCldSource See [1]_, Table 1-5, 8760x1 cell array of strings\n", + " TMYData.OpqCldUncertainty See [1]_, Table 1-6\n", + " TMYData.DryBulb Dry bulb temperature at the time indicated, deg C\n", + " TMYData.DryBulbSource See [1]_, Table 1-5, 8760x1 cell array of strings\n", + " TMYData.DryBulbUncertainty See [1]_, Table 1-6\n", + " TMYData.DewPoint Dew-point temperature at the time indicated, deg C\n", + " TMYData.DewPointSource See [1]_, Table 1-5, 8760x1 cell array of strings\n", + " TMYData.DewPointUncertainty See [1]_, Table 1-6\n", + " TMYData.RHum Relatitudeive humidity at the time indicated, percent\n", + " TMYData.RHumSource See [1]_, Table 1-5, 8760x1 cell array of strings\n", + " TMYData.RHumUncertainty See [1]_, Table 1-6\n", + " TMYData.Pressure Station pressure at the time indicated, 1 mbar\n", + " TMYData.PressureSource See [1]_, Table 1-5, 8760x1 cell array of strings\n", + " TMYData.PressureUncertainty See [1]_, Table 1-6\n", + " TMYData.Wdir Wind direction at time indicated, degrees from north (360 = north; 0 = undefined,calm)\n", + " TMYData.WdirSource See [1]_, Table 1-5, 8760x1 cell array of strings\n", + " TMYData.WdirUncertainty See [1]_, Table 1-6\n", + " TMYData.Wspd Wind speed at the time indicated, meter/second\n", + " TMYData.WspdSource See [1]_, Table 1-5, 8760x1 cell array of strings\n", + " TMYData.WspdUncertainty See [1]_, Table 1-6\n", + " TMYData.Hvis Distance to discernable remote objects at time indicated (7777=unlimited), meter\n", + " TMYData.HvisSource See [1]_, Table 1-5, 8760x1 cell array of strings\n", + " TMYData.HvisUncertainty See [1]_, Table 1-6\n", + " TMYData.CeilHgt Height of cloud base above local terrain (7777=unlimited), meter\n", + " TMYData.CeilHgtSource See [1]_, Table 1-5, 8760x1 cell array of strings\n", + " TMYData.CeilHgtUncertainty See [1]_, Table 1-6\n", + " TMYData.Pwat Total precipitable water contained in a column of unit cross section from earth to top of atmosphere, cm\n", + " TMYData.PwatSource See [1]_, Table 1-5, 8760x1 cell array of strings\n", + " TMYData.PwatUncertainty See [1]_, Table 1-6\n", + " TMYData.AOD The broadband aerosol optical depth per unit of air mass due to extinction by aerosol component of atmosphere, unitless\n", + " TMYData.AODSource See [1]_, Table 1-5, 8760x1 cell array of strings\n", + " TMYData.AODUncertainty See [1]_, Table 1-6\n", + " TMYData.Alb The ratio of reflected solar irradiance to global horizontal irradiance, unitless\n", + " TMYData.AlbSource See [1]_, Table 1-5, 8760x1 cell array of strings\n", + " TMYData.AlbUncertainty See [1]_, Table 1-6\n", + " TMYData.Lprecipdepth The amount of liquid precipitation observed at indicated time for the period indicated in the liquid precipitation quantity field, millimeter\n", + " TMYData.Lprecipquantity The period of accumulatitudeion for the liquid precipitation depth field, hour\n", + " TMYData.LprecipSource See [1]_, Table 1-5, 8760x1 cell array of strings\n", + " TMYData.LprecipUncertainty See [1]_, Table 1-6\n", + " TMYData.PresWth Present weather code, see [2]_.\n", + " TMYData.PresWthSource Present weather code source, see [2]_.\n", + " TMYData.PresWthUncertainty Present weather code uncertainty, see [2]_.\n", + " ============================= ======================================================================================================================================================\n", + " \n", + " .. warning:: TMY3 irradiance data corresponds to the *previous* hour, so\n", + " the first index is 1AM, corresponding to the irradiance from midnight\n", + " to 1AM, and the last index is midnight of the *next* year. For example,\n", + " if the last index in the TMY3 file was 1988-12-31 24:00:00 this becomes\n", + " 1989-01-01 00:00:00 after calling :func:`~pvlib.iotools.read_tmy3`.\n", + " \n", + " .. warning:: When coercing the year, the last index in the dataframe will\n", + " become midnight of the *next* year. For example, if the last index in\n", + " the TMY3 was 1988-12-31 24:00:00, and year is coerced to 1990 then this\n", + " becomes 1991-01-01 00:00:00.\n", + " \n", + " References\n", + " ----------\n", + " \n", + " .. [1] Wilcox, S and Marion, W. \"Users Manual for TMY3 Data Sets\".\n", + " NREL/TP-581-43156, Revised May 2008.\n", + " \n", + " .. [2] Wilcox, S. (2007). National Solar Radiation Database 1991 2005\n", + " Update: Users Manual. 472 pp.; NREL Report No. TP-581-41364.\n", + "\n" + ] + } + ], + "source": [ + "help(pvlib.iotools.read_tmy3)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'USAF': 723170,\n", + " 'Name': '\"GREENSBORO PIEDMONT TRIAD INT\"',\n", + " 'State': 'NC',\n", + " 'TZ': -5.0,\n", + " 'latitude': 36.1,\n", + " 'longitude': -79.95,\n", + " 'altitude': 273.0}" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "DATA_DIR = pathlib.Path(pvlib.__file__).parent / 'data'\n", + "df_tmy, meta_dict = pvlib.iotools.read_tmy3(DATA_DIR / '723170TYA.CSV', coerce_year=1990)\n", + "meta_dict # display the dictionary of metadata" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let's display the first 4 lines of the dataframe" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
      \n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
      Date (MM/DD/YYYY)Time (HH:MM)ETRETRNGHIGHISourceGHIUncertaintyDNIDNISourceDNIUncertainty...AlbAlbSourceAlbUncertaintyLprecipdepthLprecipquantityLprecipSourceLprecipUncertaintyPresWthPresWthSourcePresWthUncertainty
      1990-01-01 01:00:00-05:0001/01/198801:0000010010...0.0?001D90C8
      1990-01-01 02:00:00-05:0001/01/198802:0000010010...0.0?001D90C8
      1990-01-01 03:00:00-05:0001/01/198803:0000010010...0.0?001D90C8
      1990-01-01 04:00:00-05:0001/01/198804:0000010010...0.0?001D90C8
      \n", + "

      4 rows × 71 columns

      \n", + "
      " + ], + "text/plain": [ + " Date (MM/DD/YYYY) Time (HH:MM) ETR ETRN GHI \\\n", + "1990-01-01 01:00:00-05:00 01/01/1988 01:00 0 0 0 \n", + "1990-01-01 02:00:00-05:00 01/01/1988 02:00 0 0 0 \n", + "1990-01-01 03:00:00-05:00 01/01/1988 03:00 0 0 0 \n", + "1990-01-01 04:00:00-05:00 01/01/1988 04:00 0 0 0 \n", + "\n", + " GHISource GHIUncertainty DNI DNISource \\\n", + "1990-01-01 01:00:00-05:00 1 0 0 1 \n", + "1990-01-01 02:00:00-05:00 1 0 0 1 \n", + "1990-01-01 03:00:00-05:00 1 0 0 1 \n", + "1990-01-01 04:00:00-05:00 1 0 0 1 \n", + "\n", + " DNIUncertainty ... Alb AlbSource \\\n", + "1990-01-01 01:00:00-05:00 0 ... 0.0 ? \n", + "1990-01-01 02:00:00-05:00 0 ... 0.0 ? \n", + "1990-01-01 03:00:00-05:00 0 ... 0.0 ? \n", + "1990-01-01 04:00:00-05:00 0 ... 0.0 ? \n", + "\n", + " AlbUncertainty Lprecipdepth Lprecipquantity \\\n", + "1990-01-01 01:00:00-05:00 0 0 1 \n", + "1990-01-01 02:00:00-05:00 0 0 1 \n", + "1990-01-01 03:00:00-05:00 0 0 1 \n", + "1990-01-01 04:00:00-05:00 0 0 1 \n", + "\n", + " LprecipSource LprecipUncertainty PresWth \\\n", + "1990-01-01 01:00:00-05:00 D 9 0 \n", + "1990-01-01 02:00:00-05:00 D 9 0 \n", + "1990-01-01 03:00:00-05:00 D 9 0 \n", + "1990-01-01 04:00:00-05:00 D 9 0 \n", + "\n", + " PresWthSource PresWthUncertainty \n", + "1990-01-01 01:00:00-05:00 C 8 \n", + "1990-01-01 02:00:00-05:00 C 8 \n", + "1990-01-01 03:00:00-05:00 C 8 \n", + "1990-01-01 04:00:00-05:00 C 8 \n", + "\n", + "[4 rows x 71 columns]" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_tmy.head(4)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "source": [ + "This dataset follows the standard format of handling timeseries data with pandas -- one row per timestamp, one column per measurement type. Because TMY files represent one year of data (no leap years), that means they'll have 8760 rows. The number of columns can vary depending on the source of the data." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of rows: 8760\n", + "Number of columns: 71\n" + ] + } + ], + "source": [ + "print(\"Number of rows:\", len(df_tmy))\n", + "print(\"Number of columns:\", len(df_tmy.columns))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "You can access single rows by pointing to its number location (iloc) or by using the index name it has. In this case, that is a dateTime\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "df_tmy.iloc[0];" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "df_tmy.loc['1990-01-01 01:00:00-05:00'];" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "You can also print all the column names in the dataframe" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['Date (MM/DD/YYYY)', 'Time (HH:MM)', 'ETR', 'ETRN', 'GHI', 'GHISource',\n", + " 'GHIUncertainty', 'DNI', 'DNISource', 'DNIUncertainty', 'DHI',\n", + " 'DHISource', 'DHIUncertainty', 'GHillum', 'GHillumSource',\n", + " 'GHillumUncertainty', 'DNillum', 'DNillumSource', 'DNillumUncertainty',\n", + " 'DHillum', 'DHillumSource', 'DHillumUncertainty', 'Zenithlum',\n", + " 'ZenithlumSource', 'ZenithlumUncertainty', 'TotCld', 'TotCldSource',\n", + " 'TotCldUncertainty', 'OpqCld', 'OpqCldSource', 'OpqCldUncertainty',\n", + " 'DryBulb', 'DryBulbSource', 'DryBulbUncertainty', 'DewPoint',\n", + " 'DewPointSource', 'DewPointUncertainty', 'RHum', 'RHumSource',\n", + " 'RHumUncertainty', 'Pressure', 'PressureSource', 'PressureUncertainty',\n", + " 'Wdir', 'WdirSource', 'WdirUncertainty', 'Wspd', 'WspdSource',\n", + " 'WspdUncertainty', 'Hvis', 'HvisSource', 'HvisUncertainty', 'CeilHgt',\n", + " 'CeilHgtSource', 'CeilHgtUncertainty', 'Pwat', 'PwatSource',\n", + " 'PwatUncertainty', 'AOD', 'AODSource', 'AODUncertainty', 'Alb',\n", + " 'AlbSource', 'AlbUncertainty', 'Lprecipdepth', 'Lprecipquantity',\n", + " 'LprecipSource', 'LprecipUncertainty', 'PresWth', 'PresWthSource',\n", + " 'PresWthUncertainty'],\n", + " dtype='object')" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_tmy.keys()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "source": [ + "There are 71 columns, which is quite a lot! For now, let's focus just on the ones that are most important for PV modeling -- the irradiance, temperature, and wind speed columns, and extract them into a new DataFrame." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "## Irradiance \n", + "\n", + "Irradiance is an instantaneous measurement of solar power over some area. For practical purposes of measurement and interpretation, irradiance is expressed and separated into different components.\n", + "\n", + "![overview irradiance](images/tutorial_1_DNIDHIGHI.PNG)\n", + "\n", + "The units of irradiance are watts per square meter. " + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "source": [ + "## Wind\n", + "\n", + "Wind speed is measured with an anemometer. The most common type is a the cup-type anemometer, shown on the right side of the picture below. The number of rotations per time interval is used to calculate the wind speed. The vane on the left is used to measure the direction of the wind. Wind direction is reported as the direction from which the wind is blowing.\n", + "\n", + "" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "source": [ + "## Air temperature \n", + "\n", + "Also known as dry-bulb temperature, is the temperature of the ambient air when the measurement device is shielded from radiation and moisture. The most common method of air temperature measurement uses a resistive temperature device (RTD) or thermocouple within a radiation shield. The shield blocks sunlight from reaching the sensor (avoiding radiative heating), yet allows natural air flow around the sensor. More accurate temperature measurement devices utilize a shield which forces air across the sensor.\n", + "\n", + "Air temperature is typically measured on the Celsius scale.\n", + "\n", + "Air temperature plays a large role in PV system performance as PV modules and inverters are cooled convectively by the surrounding air.\n", + "\n", + " " + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "## Downselect columns \n", + "\n", + "There are a lot more weather data in that file that you can access. To investigate all the column headers, we used `.keys()` above. Always read the [Instruction Manual](https://www.nrel.gov/docs/fy08osti/43156.pdf) for the weather files to get more details on how the data is aggregated, units, etc.\n", + "\n", + "At this point we are interested in GHI, DHI, DNI, DryBulb and Wind Speed . For this NREL TMY3 dataset the units of irradiance are W/m², dry bulb temperature is in °C, and wind speed is m/s." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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      GHIDHIDNIDryBulbWspd
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      " + ], + "text/plain": [ + " GHI DHI DNI DryBulb Wspd\n", + "1990-01-01 01:00:00-05:00 0 0 0 10.0 6.2\n", + "1990-01-01 02:00:00-05:00 0 0 0 10.0 5.2\n", + "1990-01-01 03:00:00-05:00 0 0 0 10.0 5.7\n", + "1990-01-01 04:00:00-05:00 0 0 0 10.0 5.7\n", + "1990-01-01 05:00:00-05:00 0 0 0 10.0 5.2\n", + "1990-01-01 06:00:00-05:00 0 0 0 10.0 4.1\n", + "1990-01-01 07:00:00-05:00 0 0 0 10.0 4.1\n", + "1990-01-01 08:00:00-05:00 9 9 1 10.0 5.2\n", + "1990-01-01 09:00:00-05:00 46 46 3 10.0 5.2\n", + "1990-01-01 10:00:00-05:00 79 78 4 10.6 5.2\n", + "1990-01-01 11:00:00-05:00 199 198 3 11.7 6.2\n", + "1990-01-01 12:00:00-05:00 261 260 3 11.7 5.2\n", + "1990-01-01 13:00:00-05:00 155 155 0 11.7 5.2\n", + "1990-01-01 14:00:00-05:00 144 144 2 11.7 3.1\n", + "1990-01-01 15:00:00-05:00 131 131 1 11.1 4.1" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# GHI, DHI, DNI are irradiance measurements\n", + "# DryBulb is the \"dry-bulb\" (ambient) temperature\n", + "# Wspd is wind speed\n", + "df = df_tmy[['GHI', 'DHI', 'DNI', 'DryBulb', 'Wspd']]\n", + "# show the first 15 rows:\n", + "df.head(15)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plotting time series data with pandas and matplotlib\n", + "\n", + "Let's make some plots to get a better idea of what TMY data gives us.\n", + "\n", + "### Irradiance\n", + "\n", + "First, the three irradiance fields:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "first_week = df.head(24*7) # Plotting 7 days, each one has 24 hours or entries\n", + "first_week[['GHI', 'DHI', 'DNI']].plot()\n", + "plt.ylabel('Irradiance [W/m$^2$]');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let's control the parameters a bit more" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "birthday = df.loc['1990-11-06':'1990-11-06']\n", + "plt.plot(birthday['DNI'], color='r') \n", + "plt.plot(birthday['DHI'], color='g', marker='.') \n", + "plt.plot(birthday['GHI'], color='b', marker='s') \n", + "plt.ylabel('Irradiance [W/m$^2$]');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Exercise\n", + "\n", + "How does the Irradiance look like in YOUR birthday?\n", + "\n", + "Hint: the next cell is 'Markdown', you need to switch it to 'Code' for it to run" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "birthday = df.loc[] # Type your birthday here using the 1990 year, i.e. '1990-11-06':'1990-11-06'\n", + "plt.plot(birthday['DNI'], color='g') \n", + "plt.plot(birthday['DHI'], color='b', marker='.') \n", + "plt.plot(birthday['GHI'], color='r', marker='s') \n", + "plt.ylabel('Irradiance [W/m$^2$]');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "GHI, DHI, and DNI are the three \"basic\" ways of measuring irradiance, although each of them is measured in units of power per area (watts per square meter):\n", + "\n", + "- GHI: Global Horizontal Irradiance; the total sunlight intensity falling on a horizontal plane\n", + "- DHI: Diffuse Horizontal Irradiance; the subset of sunlight falling on a horizontal plane that isn't coming directly from the sun (e.g., the light that makes the sky blue)\n", + "- DNI: Direct Normal Irradiance; the subset of sunlight coming directly from the sun\n", + "\n", + "![Overview](images/t1_GHI.PNG)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\n", + "![Overview](images/t1_DHI.PNG)\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![Overview](images/t1_DNI.PNG)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Later tutorials will show how these three values are used in PV modeling. For now, let's just get a qualitative understanding of the differences between them: looking at the above plot, there is a pattern where when DNI is high, DHI is low. The sun puts out a (roughly) constant amount of energy, which means photons either make it through the atmosphere without scattering and are counted as direct irradiance, or they tend to get scattered and become part of the diffuse irradiance, but not both. Looking at DNI makes it easy to pick out which hours are cloud and which are sunny -- most days in January are rather overcast with low irradiance, but the sun does occasionally break through.\n", + "\n", + "In addition to daily variation, there is also seasonal variation in irradiance. Let's compare a winter week with a summer week, using pandas to select out a summertime subset. Notice the increased intensity in summer -- GHI peaks around 900 W/m^2, whereas in winter the maximum was more like 500 W/m^2." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "summer_week = df.loc['1990-06-01':'1990-06-08']\n", + "summer_week[['GHI', 'DHI', 'DNI']].plot()\n", + "plt.ylabel('Irradiance [W/m$^2$]');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Temperature\n", + "\n", + "Next up is temperature:" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "first_week['DryBulb'].plot()\n", + "plt.ylabel('Ambient Temperature [°C]');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Wind speed\n", + "\n", + "And finally, wind speed:" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "first_week['Wspd'].plot()\n", + "plt.ylabel('Wind Speed [m/s]');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Aggregating hourly data to monthly summaries\n", + "\n", + "Pandas makes it easy to roll-up timeseries data into summary values. For example, we can calculate total monthly GHI as a quick way to visualize the seasonality of solar resource:" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1990-01-31 00:00:00-05:00 74848\n", + "1990-02-28 00:00:00-05:00 85751\n", + "1990-03-31 00:00:00-05:00 131766\n", + "1990-04-30 00:00:00-05:00 162302\n", + "Freq: M, Name: GHI, dtype: int64" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# summing hourly irradiance (W/m^2) gives insolation (W h/m^2)\n", + "monthly_ghi = df['GHI'].resample('M').sum()\n", + "monthly_ghi.head(4)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "monthly_ghi = monthly_ghi.tz_localize(None) # don't need timezone for monthly data\n", + "monthly_ghi.plot.bar()\n", + "plt.ylabel('Monthly Global Horizontal Irradiance\\n[W h/m$^2$]');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can also take monthly averages instead of monthly sums:" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\ProgramData\\Anaconda3\\lib\\site-packages\\pandas\\core\\arrays\\datetimes.py:1172: UserWarning: Converting to PeriodArray/Index representation will drop timezone information.\n", + " \"will drop timezone information.\", UserWarning)\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "monthly_average_temp_wind = df[['DryBulb', 'Wspd']].resample('M').mean()\n", + "monthly_average_temp_wind.plot();" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Exercise\n", + "\n", + "Plot the Average DNI per Day" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "You haven't finished this exercise correctly, try again!\n" + ] + } + ], + "source": [ + "try:\n", + " daily_average_DNI = df[['']].resample('').mean() # Add the column name, and resample by day. Month is 'M', day is..\n", + " daily_average_DNI.plot()\n", + "except:\n", + " print(\"You haven't finished this exercise correctly, try again!\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "## Where to get Solar Irradiance Data?\n", + "\n", + "There are many different sources of solar irradiance data. For your projects, these are some of the most common:\n", + "\n", + "- [TMY3/TMY2](https://nsrdb.nrel.gov/data-sets/archives.html) - like the data we loaded earlier on this example. This database of TMY3 `.csv` files and TMY2 files have been archived by NREL.\n", + "\n", + "- [NSRDB](https://maps.nrel.gov/nsrdb-viewer/) - National Solar Radiation Database. You can access data through the website for many locations accross the world, or you can use their [web API](https://developer.nrel.gov/docs/solar/nsrdb/) to download data programmatically. An \"API\" is an [\"application programming interface\"](https://en.wikipedia.org/wiki/API), and a \"web API\" is a programming interface that allows you to write code to interact with web services like the NSRDB.\n", + "\n", + "- [EPW](https://www.energy.gov/eere/buildings/downloads/energyplus-0) - Energy Plus Weather data is available for many locations accross the world. It's in its own format file ('EPW') so you can't open it easily in a spreadsheet program like Excel, but you can use [`pvlib.iotools.read_epw()`](https://pvlib-python.readthedocs.io/en/stable/generated/pvlib.iotools.read_epw.html) to get it into a dataframe and use it.\n", + "\n", + "- [PVGIS](https://ec.europa.eu/jrc/en/pvgis) - Free global weather data provided by the European Union and derived from many govermental agencies including the NSRDB. PVGIS also provides a web API. You can get PVGIS TMY data using [`pvlib.iotools.get_pvgis_tmy()`](https://pvlib-python.readthedocs.io/en/stable/generated/pvlib.iotools.get_pvgis_tmy.html).\n", + "\n", + "- Perhaps another useful link: https://sam.nrel.gov/weather-data.html" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "source": [ + "\n", + "![NSRDB Example](images/tutorial_1_NSRDB_example.PNG)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "## Fetching TMYs from the NSRDB\n", + "\n", + "The example TMY dataset used here is from an airport in North Carolina, but what if we wanted to model a PV system somewhere else? The NSRDB, one of many sources of weather data intended for PV modeling, is free and easy to access using pvlib. As an example, we'll fetch a TMY dataset for Albuquerque, New Mexico at coordinates [(35.0844, -106.6504)](https://www.google.com/maps/@35.0844,-106.6504,9z). We use [`pvlib.iotools.get_psm3()`](https://pvlib-python.readthedocs.io/en/stable/generated/pvlib.iotools.get_psm3.html) which returns a Python dictionary of metadata and a Pandas dataframe of the timeseries weather data." + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'Source': 'NSRDB',\n", + " 'Location ID': '94139',\n", + " 'City': '-',\n", + " 'State': '-',\n", + " 'Country': '-',\n", + " 'Latitude': 35.09,\n", + " 'Longitude': -106.66,\n", + " 'Time Zone': -7,\n", + " 'Elevation': 1496,\n", + " 'Local Time Zone': -7,\n", + " 'Dew Point Units': 'c',\n", + " 'DHI Units': 'w/m2',\n", + " 'DNI Units': 'w/m2',\n", + " 'GHI Units': 'w/m2',\n", + " 'Temperature Units': 'c',\n", + " 'Pressure Units': 'mbar',\n", + " 'Wind Direction Units': 'Degrees',\n", + " 'Wind Speed': 'm/s',\n", + " 'Surface Albedo Units': 'N/A',\n", + " 'Version': '3.1.1'}" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "metadata, df_abq = pvlib.iotools.get_psm3(\n", + " latitude=35.0844, longitude=-106.6504,\n", + " api_key='DEMO_KEY', # OK for this demo, but better to get your own key\n", + " email='silvanaa@gmail.com',\n", + " names='tmy')\n", + "metadata" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "source": [ + "TMY datasets from the PSM3 service of the NSRDB are timestamped using the real year that the measurements came from. The [`pvlib.iotools.read_tmy3()`](https://pvlib-python.readthedocs.io/en/stable/generated/pvlib.iotools.read_tmy3.html) function had a `coerce_year` argument to force everything to align to a single dummy year, but `pvlib.iotools.get_psm3()` doesn't have that feature. For convenience let's standardize the data to 1990 and then compare monthly GHI to the North Carolina location:" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "outputs": [ + { + "data": { + "image/png": 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      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "df_abq['Year'] = 1990\n", + "df_abq.index = pd.to_datetime(df_abq[['Year', 'Month', 'Day', 'Hour']])\n", + "\n", + "ghi_comparison = pd.DataFrame({\n", + " 'NC': monthly_ghi, # using the monthly values from earlier\n", + " 'NM': df_abq['GHI'].resample('M').sum(),\n", + "})\n", + "\n", + "ghi_comparison.plot.bar()\n", + "plt.ylabel('Monthly GHI [W h/m^2]');" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "notes" + } + }, + "source": [ + "It's not too surprising to see that our New Mexico location is significantly sunnier than the one in North Carolina." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\"Creative
      This work is licensed under a Creative Commons Attribution 4.0 International License." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/_sources/Tutorial 2 - POA Irradiance.ipynb b/_sources/Tutorial 2 - POA Irradiance.ipynb new file mode 100644 index 0000000..a17c4ea --- /dev/null +++ b/_sources/Tutorial 2 - POA Irradiance.ipynb @@ -0,0 +1,558 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![tutorialpromo](images/tutorial_banner.PNG)\n", + "\n", + "\n", + "# Tutorial 2 - POA Irradiance\n", + "\n", + "This notebook shows how to use pvlib to transform the three irradiance components (GHI, DHI, and DNI) into POA irradiance, the main driver of a PV system.\n", + "\n", + "![Overview](images/tutorial_2_overview.PNG)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## PV Concepts\n", + "- Plane of Array Irradiance\n", + "- Angle of Incidence\n", + "- Time delta for solar position\n", + "- GHI vs POA for fixed tilt system and tracked systems\n", + "\n", + "## Python Concepts\n", + "- pandas Timedelta\n", + "- making a new dataframe from existing columns\n", + "- resampling\n", + "- bar ploting" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## What is transposition?\n", + "\n", + "The amount of sunlight collected by a PV panel depends on how well the panel orientation matches incoming sunlight. For example, a rooftop array facing West will produce hardly any energy in the morning when the sun is in the East because the panel can only \"see\" the dim part of the sky away from the sun. \n", + "\n", + "![Overview](images/t2_solarpanel_directions.PNG)\n", + "\n", + "\n", + "As the sun comes into view and moves towards the center of the panel's field of view, the panel will collect more and more irradiance. This concept is what defines plane-of-array irradiance -- the amount of sunlight available to be collected at a given panel orientation. Like the three \"basic\" irradiance components, POA irradiance is measured in watts per square meter." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\n", + "\n", + "Each irradiance component is considered separately when modeling POA irradiance. For example, calculating the component of direct irradiance (DNI) that is incident on a panel is solved with straightforward geometry based on the angle of incidence. Finding the POA component of diffuse irradiance (DHI) is more complex and can vary based on atmospheric conditions. Many models, ranging from simple models with lots of assumptions to strongly empirical models, have been published to transpose DHI into the diffuse POA component. A third component of POA irradiance is light that reflects off the ground before being collected by the PV panel. Functions to calculate each of these components are provided by pvlib.\n", + "\n", + "\n", + "![Overview](images/t2_POA.PNG)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## How is array orientation defined?\n", + "\n", + "Two parameters define the panel orientation, one that measures the cardinal direction (North, East, South, West), and one that measures how high in the sky the panel faces:\n", + "\n", + "- tilt; measured in degrees from horizontal. A flat panel is at tilt=0 and a panel standing on its edge has tilt=90.\n", + "- azimuth; measured in degrees from North. The direction along the horizon the panel is facing. N=0, E=90, S=180, W=270.\n", + "\n", + "A fixed array has fixed tilt and azimuth, but a tracker array constantly changes its orientation to best match the sun's position. So depending on the system configuration, tilt and azimuth may or may not be time series values.\n", + "\n", + "## Modeling POA from GHI, DHI, and DNI\n", + "\n", + "As mentioned earlier, pvlib makes it easy to calculate POA irradiance. First, let's load in the example TMY dataset from the previous tutorial:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.8.0\n" + ] + } + ], + "source": [ + "import pvlib\n", + "import pandas as pd # for data wrangling\n", + "import matplotlib.pyplot as plt # for visualization\n", + "import pathlib # for finding the example dataset\n", + "\n", + "print(pvlib.__version__)\n", + "\n", + "DATA_DIR = pathlib.Path(pvlib.__file__).parent / 'data'\n", + "df_tmy, metadata = pvlib.iotools.read_tmy3(DATA_DIR / '723170TYA.CSV', coerce_year=1990)\n", + "\n", + "# make a Location object corresponding to this TMY\n", + "location = pvlib.location.Location(latitude=metadata['latitude'],\n", + " longitude=metadata['longitude'])" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "We are looking at data from \"GREENSBORO PIEDMONT TRIAD INT\" , NC\n" + ] + } + ], + "source": [ + "print(\"We are looking at data from \", metadata['Name'], \",\", metadata['State'])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Because part of the transposition process requires knowing where the sun is in the sky, let's use pvlib to calculate solar position. There is a gotcha here! TMY data represents the average weather conditions across each hour, meaning we need to calculate solar position in the middle of each hour. pvlib calculates solar position for the exact timestamps you specify, so we need to adjust the times by half an interval (30 minutes):" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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      1990-01-01 05:00:00-05:00125.672180125.672180-35.672180-35.67218094.134730-3.474102
      \n", + "
      " + ], + "text/plain": [ + " apparent_zenith zenith apparent_elevation \\\n", + "1990-01-01 01:00:00-05:00 166.841893 166.841893 -76.841893 \n", + "1990-01-01 02:00:00-05:00 160.512529 160.512529 -70.512529 \n", + "1990-01-01 03:00:00-05:00 149.674856 149.674856 -59.674856 \n", + "1990-01-01 04:00:00-05:00 137.777090 137.777090 -47.777090 \n", + "1990-01-01 05:00:00-05:00 125.672180 125.672180 -35.672180 \n", + "\n", + " elevation azimuth equation_of_time \n", + "1990-01-01 01:00:00-05:00 -76.841893 6.889661 -3.395097 \n", + "1990-01-01 02:00:00-05:00 -70.512529 52.424214 -3.414863 \n", + "1990-01-01 03:00:00-05:00 -59.674856 73.251821 -3.434619 \n", + "1990-01-01 04:00:00-05:00 -47.777090 85.208599 -3.454365 \n", + "1990-01-01 05:00:00-05:00 -35.672180 94.134730 -3.474102 " + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Note: TMY datasets are right-labeled hourly intervals, e.g. the\n", + "# 10AM to 11AM interval is labeled 11. We should calculate solar position in\n", + "# the middle of the interval (10:30), so we subtract 30 minutes:\n", + "times = df_tmy.index - pd.Timedelta('30min')\n", + "solar_position = location.get_solarposition(times)\n", + "# but remember to shift the index back to line up with the TMY data:\n", + "solar_position.index += pd.Timedelta('30min')\n", + "\n", + "solar_position.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The two values needed here are the solar zenith (how close the sun is to overhead) and azimuth (what direction along the horizon the sun is, like panel azimuth). The difference between `apparent_zenith` and `zenith` is that `apparent_zenith` includes the effect of atmospheric refraction.\n", + "\n", + "Now that we have a time series of solar position that matches our irradiance data, let's run a transposition model using the convenient wrapper function [`pvlib.irradiance.get_total_irradiance`](https://pvlib-python.readthedocs.io/en/latest/generated/pvlib.irradiance.get_total_irradiance.html). The more complex transposition models like Perez and Hay Davies require additional weather inputs, so for simplicity we'll just use the basic `isotropic` model here, which is the default if nothing is passed for `model` keyword argument. As an example, we'll model a fixed array tilted south at 20 degrees." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Fixed Tilt POA" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "df_poa = pvlib.irradiance.get_total_irradiance(\n", + " surface_tilt=20, # tilted 20 degrees from horizontal\n", + " surface_azimuth=180, # facing South\n", + " dni=df_tmy['DNI'],\n", + " ghi=df_tmy['GHI'],\n", + " dhi=df_tmy['DHI'],\n", + " solar_zenith=solar_position['apparent_zenith'],\n", + " solar_azimuth=solar_position['azimuth'],\n", + " model='isotropic')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "`get_total_irradiance` returns a DataFrame containing each of the POA components mentioned earlier (direct, diffuse, and ground), along with the total in-plane irradiance. " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['poa_global', 'poa_direct', 'poa_diffuse', 'poa_sky_diffuse',\n", + " 'poa_ground_diffuse'],\n", + " dtype='object')" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_poa.keys()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### What angle should you tilt your modules at?" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "[PVEducation Solar Radiation on a Tilted Surface](https://www.pveducation.org/pvcdrom/properties-of-sunlight/solar-radiation-on-a-tilted-surface)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The total POA irradiance is called `poa_global` and is the one we'll focus on. Like the previous tutorial, let's visualize monthly irradiance to summarize the difference between the insolation received by a flat panel (GHI) and that of a tilted panel (POA):" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "df = pd.DataFrame({\n", + " 'ghi': df_tmy['GHI'],\n", + " 'poa': df_poa['poa_global'],\n", + "})\n", + "df_monthly = df.resample('M').sum()\n", + "df_monthly.plot.bar()\n", + "plt.ylabel('Monthly Insolation [W h/m^2]');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This plot shows that, compared with a flat array, a tilted array receives significantly more insolation in the winter. However, it comes at the cost of slightly less insolation in the summer. The difference is all about solar position -- tilting up from horizontal gives a better match to solar position in winter, when the sun is low in the sky. However it gives a slightly worse match in summer when the sun is very high in the sky.\n", + "\n", + "As an example, here's a sunny day in winter vs a sunny day in summer. Note that the daily profile doesn't just change its height, it also changes its width (summer POA is \"skinnier\" than GHI)." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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\n", 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      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "df.loc['1990-07-08'].plot();" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The difference between GHI and POA is of course dependent on the tilt defining POA, but because it also depends on solar position, it varies from location to location. Luckily, tools like pvlib make it easy to model!\n", + "\n", + "## Modeling POA for a tracking system\n", + "\n", + "The previous section calculated the transposition assuming a fixed array tilt and azimuth. Now we'll do the same for a tracking array that follows the sun across the sky. The most common type of tracking array is what's called a single-axis tracker (SAT) that rotates from East to West to follow the sun. We can calculate the time-dependent orientation of a SAT array with pvlib:" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "tracker_data = pvlib.tracking.singleaxis(\n", + " solar_position['apparent_zenith'],\n", + " solar_position['azimuth'],\n", + " axis_azimuth=180, # axis is aligned N-S\n", + " ) # leave the rest of the singleaxis parameters like backtrack and gcr at their defaults\n", + "tilt = tracker_data['surface_tilt'].fillna(0)\n", + "azimuth = tracker_data['surface_azimuth'].fillna(0)\n", + "\n", + "# plot a day to illustrate:\n", + "tracker_data['tracker_theta'].fillna(0).head(24).plot()\n", + "plt.ylabel('Tracker Rotation [degrees]');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This plot shows a single day of tracker operation. The y-axis shows the tracker rotation from horizontal, so 0 degrees means the panels are flat. In the morning, the trackers rotate to negative angles to face East towards the morning sun; in the afternoon they rotate to positive angles to face West towards the evening sun. In the middle of the day, the trackers are flat because the sun is more or less overhead.\n", + "\n", + "Now we can model the irradiance collected by a tracking array -- we follow the same procedure as before, but using the timeseries tilt and azimuth this time:" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "df_poa_tracker = pvlib.irradiance.get_total_irradiance(\n", + " surface_tilt=tilt, # time series for tracking array\n", + " surface_azimuth=azimuth, # time series for tracking array\n", + " dni=df_tmy['DNI'],\n", + " ghi=df_tmy['GHI'],\n", + " dhi=df_tmy['DHI'],\n", + " solar_zenith=solar_position['apparent_zenith'],\n", + " solar_azimuth=solar_position['azimuth'])\n", + "tracker_poa = df_poa_tracker['poa_global']" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Like before, let's compare GHI and POA:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "df.loc['1990-01-15', 'ghi'].plot()\n", + "tracker_poa.loc['1990-01-15'].plot()\n", + "plt.legend()\n", + "plt.ylabel('Irradiance [W/m^2]');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Notice how different the daily profile is for the tracker array! This is because the array can tilt steeply East and West to face towards the sun in early morning and late afternoon, meaning the edges of day get much higher irradiance than for a south-facing array.\n", + "\n", + "Note also that in the middle of the day, GHI and POA just touch each other -- this is because at solar noon, the array lies flat, and so POA is momentarily identical to GHI." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Note that the POA calculations discussed above do not address the partial blocking of diffuse light in arrays with multiple tilted rows of PV modules, so the results will be slightly (typically 1-3%) optimistic relative to real conditions or to commercial modeling software. Such corrections are likely to be added to pvlib in the future for specific generic geometries like fixed racks." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\"Creative
      This work is licensed under a Creative Commons Attribution 4.0 International License." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/_sources/Tutorial 3 - Module Temperature.ipynb b/_sources/Tutorial 3 - Module Temperature.ipynb new file mode 100644 index 0000000..48daeca --- /dev/null +++ b/_sources/Tutorial 3 - Module Temperature.ipynb @@ -0,0 +1,318 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![tutorialpromo](images/tutorial_banner.PNG)\n", + "\n", + "\n", + "# Tutorial 3 - Module Temperature\n", + "\n", + "This notebook shows how to use pvlib to estimate PV cell temperature, a secondary driver that affects the PV conversion efficiency.\n", + "\n", + "![Overview](images/tutorial_3_overview.PNG)\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## PV Concepts in this lesson:\n", + "\n", + "* cell and module temperature\n", + "* NSRDB data\n", + "* TMY files\n", + "\n", + "## Python concepts in this lesson:\n", + "\n", + "* file system paths in Python with [`pathlib`](https://docs.python.org/3/library/pathlib.html)\n", + "* parsing NSRDB data with [`pvlib.iotools.read_tmy3`](https://pvlib-python.readthedocs.io/en/stable/generated/pvlib.iotools.read_tmy3.html)\n", + "* dates, times, and timedeltas in Python\n", + "* solar position with [`pvlib.solarposition.get_solarposition`](https://pvlib-python.readthedocs.io/en/stable/generated/pvlib.solarposition.get_solarposition.html)\n", + "* single-axis tracking in [`pvlib.tracking.singleaxis`](https://pvlib-python.readthedocs.io/en/stable/generated/pvlib.tracking.singleaxis.html) -- check out this [singleaxis tracking example](https://pvlib-python.readthedocs.io/en/stable/auto_examples/plot_single_axis_tracking.html#sphx-glr-auto-examples-plot-single-axis-tracking-py) in the gallery\n", + "* [calculate module cell temperature with Sandia Array Performance Model (SAPM)](https://pvlib-python.readthedocs.io/en/stable/generated/pvlib.temperature.sapm_cell.html)\n", + "* making [matplotlib scatterplots](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.scatter.html) with a [colorbar](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.colorbar.html)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## What affects module temperature?\n", + "\n", + "If PV modules were 100% efficient, they would convert 100% of collected irradiance into electrical energy. However, today's PV modules are on the order of 20% efficient, meaning that after accounting for reflection, soiling, spectral mismatch, and the glass, the other 80% of sunlight collected is converted to thermal energy. This thermal energy causes the temperature of the module to rise above ambient conditions, eventually reaching a steady state defined by a heat balance of power in (solar irradiance) vs power out (thermal radiation, convective cooling, etc). With that in mind, the primary drivers of module temperature are POA irradiance, ambient temperature, and wind speed. \n", + "\n", + "A distinction that is often ignored is the difference between module temperature and cell temperature. In theory, the temperature of the P-N junction inside the cell is what affects conversion efficiency, but this is difficult to measure. In practice, the temperature of the module backsheet is often a usable approximation, though it is often 1-2 degrees Celsius cooler than the junction temperature.\n", + "\n", + "## Modeling module temperature\n", + "\n", + "Some PV thermal models go to the trouble of modeling the entire heat balance equation, but much simpler models are available and are often accurate enough. Here we will use the thermal model from the Sandia Array Performance Model (SAPM) to estimate cell temperature from ambient conditions. The SAPM thermal model takes only POA irradiance, ambient temperature, and wind speed as weather inputs, but it also requires a set of parameters that characterize the thermal properties of the module of interest. More on that later.\n", + "\n", + "First, let's use the procedure of previous tutorials to get the relevant inputs for a tracking array:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.8.0\n" + ] + } + ], + "source": [ + "import pvlib\n", + "import pandas as pd # for data wrangling\n", + "import matplotlib.pyplot as plt # for visualization\n", + "import pathlib # for finding the example dataset\n", + "\n", + "print(pvlib.__version__)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# create a path to the pvlib \"data\" folder using Python pathlib,\n", + "# note how you can use `.__file__` to get the path to the pvlib module,\n", + "# the `.parent` attribute to get the directory containing a file,\n", + "# and \"/\" operator add nested folders to the path. Then read a TMY3 file\n", + "# that comes with pvlib python in the \"data\" folder, coercing the year to 1990\n", + "DATA_DIR = pathlib.Path(pvlib.__file__).parent / 'data'\n", + "df_tmy, metadata = pvlib.iotools.read_tmy3(DATA_DIR / '723170TYA.CSV', coerce_year=1990)\n", + "\n", + "# pvlib iotools.read_tmy3 returns a Pandas DataFrame of the timeseries\n", + "# and dictionary of metadata. Use the coordinates of the TMY3 file to\n", + "# create a pvlib python \"location\"\n", + "location = pvlib.location.Location(\n", + " latitude=metadata['latitude'], longitude=metadata['longitude'])\n", + "\n", + "# offset the hourly timeseries by 30-minutes to get the solar positions at the\n", + "# center of each interval\n", + "times = df_tmy.index - pd.Timedelta('30min')\n", + "solar_position = location.get_solarposition(times)\n", + "# shift the times to the right side of each interval\n", + "solar_position.index += pd.Timedelta('30min')\n", + "\n", + "# calculate the positions at each timestep for a north-south aligned tracker\n", + "# note by default backtrack is true and GCR = 1/7\n", + "tracker_data = pvlib.tracking.singleaxis(\n", + " solar_position['apparent_zenith'], solar_position['azimuth'], axis_azimuth=180)\n", + "# set nighttime tracker positions to stow (zero-degrees is horizontal)\n", + "tilt = tracker_data['surface_tilt'].fillna(0)\n", + "azimuth = tracker_data['surface_azimuth'].fillna(0)\n", + "\n", + "# get the irradiance components in the plane of the array at each timestep\n", + "df_poa_tracker = pvlib.irradiance.get_total_irradiance(\n", + " surface_tilt=tilt,\n", + " surface_azimuth=azimuth,\n", + " dni=df_tmy['DNI'],\n", + " ghi=df_tmy['GHI'],\n", + " dhi=df_tmy['DHI'],\n", + " solar_zenith=solar_position['apparent_zenith'],\n", + " solar_azimuth=solar_position['azimuth'])\n", + "tracker_poa = df_poa_tracker['poa_global']" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now that we have the necessary weather inputs, all that is left are the thermal parameters. These characterize the thermal properties of the module as well as the module's mounting configuration. Parameter values covering the common system designs are provided with pvlib:" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['open_rack_glass_glass',\n", + " 'close_mount_glass_glass',\n", + " 'open_rack_glass_polymer',\n", + " 'insulated_back_glass_polymer']" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "all_parameters = pvlib.temperature.TEMPERATURE_MODEL_PARAMETERS['sapm']\n", + "list(all_parameters.keys())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "`open_rack_glass_polymer` is appropriate for many large-scale systems (polymer backsheet; open racking), so we will use it here:" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "parameters = all_parameters['open_rack_glass_polymer']\n", + "# note the \"splat\" operator \"**\" which expands the dictionary \"parameters\"\n", + "# into a comma separated list of keyword arguments\n", + "cell_temperature = pvlib.temperature.sapm_cell(\n", + " tracker_poa, df_tmy['DryBulb'], df_tmy['Wspd'], **parameters)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now let's compare ambient temperature with cell temperature. Notice how our modeled cell temperature rises significantly above ambient temperature during the day, especially on sunny days:" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "df_tmy['DryBulb'].head(24*7).plot()\n", + "cell_temperature.head(24*7).plot()\n", + "plt.grid()\n", + "plt.legend(['Dry Bulb', 'Cell Temperature'])\n", + "# note Python 3 can use unicode characters like the degrees symbol\n", + "plt.ylabel('Temperature [°C]');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Wind speed also has an effect, but it's harder to see in a time series plot like this. To make it clearer, let's make a scatter plot: " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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LiLwPTKvmbVLLbDpCF77iAbuA7gYui8Wy0vDBK9VzlJxzyymMXbW2wgp+xufVZ9/n5WfeK/BOGQgESNVXLYjIn4HHgbVEZGborFE3tWjevwDuFpEDVfWDyARGsfxzsVgsln5kwZyF/PO6fzPz9U9Yd+u1mLTOeD7/ZF7JtqtuMImL/n4WI8cPr6nvl59+lwuOu5502iwNOq7DWVceyibbrNmLV9AzzIJl72jeqnpwleOTa+mnqvBW1dtCg/oMEXkCeB6jsR8InFvLIBaLpfF55v7n+dG+PyPwA/yMz8O3/o+m1iTxphipjnSuXTwZZ+9v78J3Ljuipn59P+Dhe57jsjNuxfcL9cHzjr2O6x4+iyHDW3v1Wuqn78wmPaWm8HhVvV5E/grsD6wHLAUOVtVnKp9psVhWBP59y3/56SFXoJGc1p1Lu0h1pZm220bM+ehz3n/lI9qGD+Krp+3DgafuU1O/C+cv5dSvXsUnH8xFS/yO10B55N7n2ffwbXvrUnqESQnbgMI71LwDVb2hamOLxbJCsXThUn5+5G8KBHeWIBPw+lNvc8dn19bd7xMPvcKFx93QTduOkkplWLRgad199zaKkNKBFQ1aS26TkzBBOCoiT6nq5X0+K4vFMmB45p8v4Lrltc5YPFZ3n0/+61Uu+M71BFXyrCaTcTbeao26++8LggY0mxwOTMPkNnkGuLwvJ2SxWAYYIuZVAsd12PPonWruauniDv5xy5Pc8Mt/VhTcCriew4TVR7H6+uPrnXGv05sLlr1FLcL7Z8Bfw/eX991ULBbLQGDOzM954MZHWPDZQjbdZUOm7roBgV/abW/1jVfl4DO/XFO/8+cu5sR9LmfxwvaSYfRZFKA5gS/C2+9/zsE7X8ql1xzJGuuO68HV9A6K4PdSbpPeohZvk1uAW5bDXCwWSz9z68/v4ZozbyIIAlD4x9UPsdZmq/P9q4/j0qN+gwCZdAYRYfsDt+LMP51cc983XnE/C+Ytxc+U999WAM8Fx2i5qtDZkeKHJ9zIzQ+ehuP0n/bbkAuWFotlxeeuX/+DP5x+Y8G+zqVdvP7UW+x0yHb86d1f8+jtT9C5tIstvjiVyetNrNpnqivD4w++zMfvzeE/f3u+pOAuMJ44AonuNvTFCzt4981PWX3tbvGCywVVGs9VUESeVdWpy9rGYrEMXDrbu5j+/RtLHutqT/HADQ+z19E7s+/xe9Tc5+efLuSUA65iyaIOOtq7SsYfKkA8FEOua4R3Cfu6quJn+i8mUBHSjeZtAqwjIi9WOC7A4F6aj8ViWY688Mgr/GjfS2hf1FGxXSxZu0eJqvLsf97kFz+4hflzFuf3F7dzHcimha2SBtWLuay+Tv9o3VkaccFy7RraDKwkBBaLpSqP3PY4Fx70y6rtHNfhi0fvUnO/v7/wbv7xlydJdZVflHRbE2S0vBdLMd87b7+K7op9jSK9Voyht6hlwfKDam0sFktjoar85OuX19R26q4bsv2B1fNwz/jPG/zkxBtpX9JVuaFABqdyYcWQSVNGcvKP9mG9jVepaa59SSNq3haLZQUhCAKuPP5qHrj+YYIKNmTHFRzH4cun7M23Lj60ar93/vFRpl/0f1XbKRjbdg3t3EFxhq0ynLXXr74w2tcojRmkY7FYVgB83+dr449hwWeLqrbd5/g9OOKCg2ke1FS17Ssz3uMPP7m3YpucvVtKe5MUtwviLkEAr7z0EY89+jpf2GndqvPoSwbigmXNjxIRuaSWfRaLZeCxaN5ijt/8zJoEN8CxPz+8quD+9OP5/Py0v3DBd64vmfcEjDBW14GYZxYnmxNl7dw5wd0Ug5gRlJ0daR556NWa5tzX+EjV1/KkHs17V+AHRfv2LLHPYrEMID549SNO2vrsqh4lWX72wA9xvcpa5t///Di/+uFfK7bJ4blGeEfwARIuTjqAMExeYw4acwuEuwg0tyRqG6cPUZXGM5uIyHeA44ApRS6Dg4D/9tXELBbLsvPAnx7hZ4ddVbWdF/fY76Q9OfLCg6smmvrPfc/XJLgVjPQtehAErkDCiJ6gykMinoix55c2rjrW8qDhgnSAm4F/YGpVnhHZv1hVS5fQsFgs/c4r/3uDSw+vLrgBfnD9Cexw0DYV2zzx0Cuc9+3rauovJ7gjZhIFgphjTCKVXAQTLjFHUF/5+mHbst4GZsGyK5Xh088WMXRIM4NakzXNo7cw+bwbz1VwIbAQqFi6pxoiMhG4ARiDKZ82XVWvEJFzgW8Bc8KmZ6nq35dlLItlZcb3fW4491b+cvFdlDFFF7DDQVtXFdyPP/gK5x97XdW+ckI77hmNOxTSgYAmvYoZCrPnBwI+yuhxg9n/oM0BuOWup7n25v+G1xew03Zr8/3jdyMeW14+Fw1aSQdARBLAV4DJ0fNU9fwau8gAp6rqsyIyCFNW7YHw2GWq+vNa52KxWMpz7Vk3c/ev/0lQocgBQLwpzi8ePo+1N1u9bJtMxufMb/yel59+r+q4CsaTJCJQA0A9B+KheaSK4FZHjP+3CJ9+tohf/+4hPpyzgOdf/qjgQfTvx94g5rmcdsLuVefVGyj0mreJiFwL7A18pqrrh/suBb4EpIB3gCNUdUGlfup5lNwN7IsRwksjr5pQ1Vmq+mz4fjHwGtD/iXotlhWEz2fNZ/rpN3LbL/6PrvbKgTKDR7Zx/ZtXVhTcqc40R+50cVXBrWT9t50C+7YSattxtyaNG0DjTkG7v/39eZ576aNuvyC6Uhn++e9X6OpKszzIRlhWe9XIdUBxkpgHgPVVdUPgTeDMap3U85tjgqrWnpWmAiIyGdgEeBLYBjhBRA7DFHs4VVXn98Y4FsvKwifvzOb4zc+gc2kXWqU6zZjJI7n6lctINJX34nj/zdmc+tVf076ks2JfuZGScSO8I4I3iJdPNNWtD4Eg7pj2kf0VzT4iLF7aRaKC33hv0lspYVX10VAGRvfdH9l8AjigWj/1zOZ/IrJBHe1LIiKtwB3Ad1V1EfBbYDVgY2AW8Isy5x0jIs+IyDNz5swp1cRiWSmZ+eYn/Hi/n7F0wVIyFYociCMc8L29uf7tq8oK7kwmw7nHXMt39vpFHYI7lrNvK6Bi7NZ4TjfBraVeMSFIukb4R9u5ECTLi6jmphjDhrRUnGNvYVLCStVXL3EkxkmkIvVo3tsCR4jIu0AXxjKloZpfEyISwwjum1T1r5gOPo0c/wNQMlRLVacD0wGmTZtWwzKMxbJio6pcdszvuP/6RyoWOABINMW59F/nss4W5etBdnZ0ceDUH5NJV88zl/sCNsVz4e7qCEHCK5mzJOdp4kluh6QCYyZxjNAvPi3wygvuZMLjxKN2wnGWnwdIjWaRESLyTGR7eii7akJEzsaYpm+q1rYe4b1nHW27ISICXAO8pqq/jOwfq6qzws39gZeXZRyLZWXA931+sOsFvPDwK1XbrrPVmhz788MqCu4n//Uq5x7zx5rGLrUwqUCQ9SYpQRB3wI2YUAQ0YTRz3wFHC00kxSaUKGNHt3H6CXuw6UbLL1mVsXnXZKiYq6rTejKGiByOWcjcWcuFrEaoR3h/CHwdmKKq54vIJIzbX61ZB7cBvgG8JCLPh/vOAg4WkY0x//7vA9+uY04Wy0rJgzc+ysuPvVaxTSwR4wtf3YofXH9ixXZLF3dw3rerC+6cNIl7OcFt/J8xJpIy55jFzBK276yZJe7gi+QiLbPeJlGSiRh+ELDrDuty2nG7Lff0sMbbpO/GFJE9MNHqX1DV9lrOqUd4/wbz77QTcD6wGGMC2ayWk1X1MUongbQ+3RZLjbz74vtMP/1Gnn3wpYoLk17MZf1t1+akXx9dts2CuYv58TF/5M2XPupeKYGIz7YTEaxN8Xx9SSBIRGzV5RYmvRpNG2U07Xjc5bwffIk1VxvN8KGttfXV6/ReeLyI/BnYAWNimQn8GONdkgAeMEYKnlDVYyv1U4/w3kJVp4rIcwCqOl9E4j2ZvMViqZ97fvtPfnXC1SUFbRQ35nDpv85l/W3K11H5521PcPmZd5Q9rgI0l4hiLBLQoqDVvEnc7guXtZJIeBx/5I5sNW21Hp3fm/RWhKWqlgp4vKbefuoR3mkRcck9kGUk4S8mi8XStzx003/41fFX19T2hF8dVVFwf3OHn/DpzPLeuAp5wV1NMEeOZ58pEt12KOnTlm3rlzCRZI8PaktyyTlfZoO1+z8cJOttMpCoR3hfCdwJjBaRi4ADgXP6ZFYWiwWAOR/P5dBVj69YOAHA9RzEcTjzTyex/QGlq96oKqcf8puKghsoaXPO9QF5M4oArpgoypgDLkhGwQ+zBHpioitLuAsC+B74MReNZwcF8RXxARfa8XnprVkDQnhDAxdjUNWbRGQGsHO4ax9Vfb1vpmWxWF5/6k1O3PLsqu0cVzj64kPZ7Zs70DZsUNl2Tz70Ki8//X7FvoxwriykgqQXCm/BdwSS+dB3jZe36mQXLwMXiDkEImhScucCqAMaM9uptM8tf5/BQV+ciltlTn2NImQaTXiLyGOquq2ILIZCd0wRUVVt68sJWiwrIx++PrMmwQ2w48HbccD3vlT2+IxH3+D2qx/mjRc+qthPTuiWiVg0gTPGa0RdMUK4hpwl2XMDjwJNPPAApNCNoaifOfOXsOfJv+dHR+3OthtPqThGX2LKoDWY2URVtw3/ln+kWyyWXmP2+59x+s615Xtbc9pqnHp1aaeEVFeGi797E088+HLV7IIFYe6OU6A9S+S4xr3Ck2oJfccsgKrnoCIEjjGp4BQJ7hLnqgMLFndw1m/u5YZzD2XyuGGVL6QPGWhmk4E1G4tlJeeK4/7AYaudwOezqqf3OeGqo7jqyZ+WLJ4we+bnHP6Fi3j8gdKCuzhEHdcxubc9l0AgaI4RJD0jcB1BYw5Bc6zAnU/c2gS3Hw/D30Xy5nSHqoIbIAgvLZ3xueNfL1Qcr0+pISnV8tbM60kJm8RU1NkWc28fA36rqpUTIFgslpq49uybuPd391dvCHzjRwey73Gl88Q9cMfTXHbGrWW1bc0G2aiab3KYPEoJk0llA25cB3Wd8jbsCnborNYcFGUJzKd9rZLTG9AkuXZ+oHwyd2HZc/qahizGEOEGTGDOr8Ltg4EbMV4nFoulh8z/bAGn73I+779c2SadZbuvbMlh53612/5UZ4pfnnEbj9z7fNlzVTCCu0SKVnWlZDKpbn1AdRfAGN3Kn+VMKG4+k6BifMULzN6x0KwSIRn32HKDyRXn1dc0nM07wlqqulFk+98i0o+/YyyWxue5h17k9F0vqKmt4wgXP/BDNtmxe3LPRfOX8o3tLiTVWT6roAJ45b/yWiqEvfh8QhfAWPmMgUFCCjxWcpq7GBOKiuAnKHAIn7bWRPbeZl12325dLrv5Ye557BU6w1zdMc9l+OAWvrjNumXn1tcokAkGlpW5HuH9nIhsqapPAIjIFtgCxBZLjzlx67N4/Ym3amp71MVf56DT9kVKCNe//PYhrv/FfbUNGqkfmdV+yWm+1QV3kHS6uRLmjjmgidLatp8wZhZ1Qy+TqC+5wHPvfMKXd92YTBAwdGQLiaFxUkuVFtdj363W55t7b05zsv8CurPFGAYStbgKvoT5N4gBh4nIh+H2KsCrfTs9i2XF5JhNTuW9Fz6sqe0u39ier52+X8ljV/34r/ztpser9pFblHScMKjGhVhECGeCsrI7a7/WRPfCwdW0bRUI4sa10I+mEC/qxw8CbrrvGf782PO88sGndKXDXxCOMOPDTzihQuGI5UUj2rz37vNZWCwrCUEQ8KN9L6lJcLsxl6N+cggHnrpPt2ML5y3l4u/exPP/q6y550wWrmPcAMHYqovNHl5598Ag7hDEHGNWARxfcweDmBCE5paCsHiMtp0V6H5Waa5glnnjo89IJ4VMpPZmVzrD25/M5YnXP2DrdSdXvNY+RRvQ5q2qtaZ8tVgsFVBVLjzolzz5t2erthWBmz74LcPHDO127L03ZnHa137D0sXdHb2MXTvM9KcKGR8S8Vzmv1wEZYn0rGA0aPExGQsFMp6DNhcWWPA9gbSCB37MQT1w0uQyHamELn7Z7INCxZD77Ly6NCDwu7dp70rz0nuz+lV4N2SQThYRmQacjTGXZK1WdVXSsVhWVj58/WNO2f6HLJq7uKb2lz50bjfBrar89vy7+b8bSy81mYRSibwniWresyQkqlGXRBw0LqgqQXZhEroL3phJSqUxM1aQgJxvYtSmXm28yPGgTCnKpniMUUP6N0ZQkYZesLwJOA14CZtN0GKpmYdufpSLD/1V9YYhN330W0aNH1GwL9WV4UdHX8MLj79d8hz13HxYe24hMC9Eg7iDBBjbdqXSYeEhv7jyTbd20l0ol2gbuMZeXnLO2VcszHdSZizPddht0zXLz3k5oY2qeQNzVPWePpuJxbICcu5XLuW/dz5VW2OBW+Zcy7Ci5FKzP5rHyV+5kkXzlpY8TV3HCO5K/tmui3oYP+4Swrsgb0mYLbCamaOSLMtp3WGSqeL9YIS6cRks3VEi5jJ2WBuXHPVFWvrR0yRLIy5YZvmxiFwNPIQpQAxAtpCwxWLJo6r8YPfzee7B2kqybn/Alvzw1lO77X/gjqf51Q/vIJ2qUBQ4XkVwZxEJw9K7C1Pfg6DJA6e7maMgG110fxl5mg+Lp7Q27oWBOk7p48m4x2G7bMp+W6/P2GEDI++dNuKCZYQjgLUxLoNZs4kCVnhbLEX85OuX1yS4mwc3c95fT2PjHdcv2N/ZnuIXp/+F//7zpapJpSqZQXKRjK6YauxmpQoQJB2gMQeNCX4krWt2wAAI4uD4QNGzI4iFYe7ZrICROeYWLN3uD4nAM66D5eYac4Vdp67JMXtt2e9pYItpZLPJRqraPbTLYrEU8MIjr/DobU9UbRdvinHtq5czfGzhwuTihe2cuO/lJYsmFGvBChAo6kouiZQEikSKN/hNMZMYCgqEs7quiXj0ihYlxSxYmhD40BUwCIskiNGas66BgWAWKwNwUkZoB57ktGsJjCeKYDTxbNh7qetQD6asMoLzD9u96r1b/jRgkE6EJ0RkXVW1gTkWSwnef+UjLjzol8x8axaBX3lNP9Ec57o3f9VNcP/7nme56kd/pX1JV7dzsrUgNVAIwv4TMfxY1uZNTvBq3IVUBuJeLqNfjuxCppRPEiUiRvXOHnOk28JjLseJCDhK0CT4rtHWs+OoC75X6IUCZoHSCcip5BoK+3c/m8/H8xYyftjgivdveaOA30veJiJyLSZ+5jNVXT/cNwy4BZgMvA98VVUrppasR3hvCxwuIu9hbN7WVdBiCels7+LUHX7E4nlLqpo5mlqT/HXedXiRxE3tSzo5+4g/8Ppz3YN3FEyATbaQb2QAP+Z2L4iQ1ZwTMbOoWMGsIkp5V74aFM0gK0FyWQnp/jAoZY/3jNbebbfjsLC9c8AJb5Tq5qvauQ64CpPsL8sZwEOqerGInBFu/6BSJ/UI79L5Jy2WlZw5M+dy+y/vpbM9VfULvs7Wa3LFfy4syFHy6rMfcOpBV5WUoioCTfHCLIChoFRXjOAuozkroIkq2mKFWpWBW3p/liBOZbfDMv3mhpV8Kcz8fGD1McPr6nN50YvV4x8VkclFu/cFdgjfXw88TG8Jb1X9QESGAmsAycihmiIwRWQi5kkzBvODbLqqXtGTnwsWy0Ag1ZXi+M3OqJrK1XEdvLjHib86ij2O3Kng2E1X3s+frnyg5HnqOEZwQ4GQ9WOOSTBVC9nzVEt6mZQ0hYT7/VhYPKGoS98jDNMr7K+Sr3a0bz8Rpox18ge8DCRdj7P235F4hcyH/YXS5wuWo1V1FoCqzhKRUdVOqCfC8mjgZGAC8DywJfA4sFOF06JkgFNV9VkRGQTMEJEHgG9S588Fi6W/WTx/CUeuczILPltUsV2iOc4RF3yNfU/YEy+W/7qpKpd89yYe+dsLJc8zppJCF0BToMDLFU8oaJtVyjW/L2rPzgbERMVPJjRxSLQfwoVFV3Kh8k6YIyrrRRJ4QhA3Al4CkLSxXwfx0m6FGuk7iIOfVf0k/1eSDlcetg9brrlKyfvR/9S8YDlCRJ6JbE9X1el9MaN6HnEnA5sBT6jqjiKyNnBerSeHT5Xsk2WxiLwGjKcHPxcslv7k1Sfe5JTtziHwK9tI4skYq26wCvuf/EWciNtbZ0eKP1/1II/+vbTgBgrNJEDgiBHc2WMhplqNW5AbW7p8Y8suMpkECYGMGne9pry5RdKK4xvhnGkOw91DlVtjYrTkfPfGkyRcqDT+2kqgFDwoog8Edc2CJBLR9IvkoOc6vD9vAVsyUIV3zTbvuao6rQfdfyoiY0OteyzwWbUT6hHenaraKSKISEJVXxeRtXowSUJ7zybAk/Tg54LF0l/8/tTruf2ye6u2G7f6GHb/5g585ZS9CwT3/+5/mUtOuYlM2i9fpgzy7nxg/LNL2LazYe+FdmdFk26ojUeEvGAKC8dD175o+tYYpGKgTTWaBaSwb/OgIbdgKRlCT5XQi8QBccAVh5SU9sLpSGf44PMFtY3fD6hC0Le5Te4BDgcuDv/eXe2EeoT3TBEZAtwFPCAi84FP6p2hiLQCdwDfVdVFpZLLlznvGOAYgEmTJtU7rMWyzFxz1s01Ce5kS4Lr3+yey+Tan/2N26Y/XNtgYYKpgpqSISqhQHegmwobyTkSjZ0J4tE+ih4CIgX1IvMHSj9dtJK5XUzkZfGZIwa1sPMGq/PUux/x9oL5BEV9N8djbDBhTIWO+5/e8vMWkT9jrA0jRGQm8GOM0L5VRI4CPqSG8pL1LFjuH749V0T+DQwGaizfkZt0DCO4b4qE1df0cyG0G00HmDZtWu857VgsNXDTRXfwl4vvrKntdy4/omB78cJ2pv/kHh66c0a3tiqSr/WY8cOFRfI5RopqSqojBFlzSJHbYGG/5FKxBmXymeTalhPGRdkBIVxorLQomQ3i0dAeHu7fYb0pnPnlHfnmjbfjL5hnus+eA7Qk4uyy3upl+x0I9JaroKoeXObQzvX006NlXVV9pN5zxKjY1wCvqeovI4fq/rlgsSwvgiDgv3c9xY3n31a1rQic9efvssNXt8ntu/+Op7n8zNtMYE0RGvMgHvkKxj0C30dbEsasEZEWBRp0iYCbbvPuZk6JTrTKdmTM7KHAC71Mwj6LoyMFGD9pCO8tXFDQh5OGJtfjuD224v9eeo0n3p8JWdNKGHKvLrQ7GWLuwAqHL6aRw+OXlW2AbwAvicjz4b6z6MHPBYtlefDqE29w+i4X0NXePdqxGNdzuPqVy5mwxljAeJNc+7O/cfsfSus5KmIEd5FdWluazEboCB2oojHByWg2JUlFjJcJ3QR3Vvinm4y3iOvnPVPwKSsJ0h4mWVVccvm2o4IXwPOEX52wP8ffdE+3+Wkc7jjlUIYPauF3jz0ddmDs7BpZCF3U1cXCzi6GNCUZiCiy8gpvVX2M8h+9un4uWCx9zaN3PM4FB/6yekOM4L519tW0halcF81fyqkH/ZqZ784p2V4hbyqJEHiFkZK5IBvXMZGM6fIh91l3wcAVAq/710zFuAAGCZOcyvcA3whizSaZKvpxEHih/dqVnLcIhO09ciq3eg7/fOUtujLdK9c3J2K8MuszJo0cSnsqXXb+AjTHlqcuWScDMKtgzb9TxHCoiPwo3J4kIpv33dQslv7hpgtvr1lwT1x7PHcv/lNOcL/67Ht8fesLygruHKFmHIjgJ1yT1c8rcg90JR8SL4LGXQJX8F0pyKVtPFKETNIl3eIYP2wnrC/pCX5CCqu+Z90QPSHTLKRbhUwSMk1GwPseZBKQbjG+3lpKpgphXhNwHaE9lUY1XEwN072awBZI+0ZN32O9Ncrejq1WnTggg3MK0Bpey5F67tZvMA5AOwHnA4sxi4+b9cG8LJbljqkxeRmP3l69GnuiOc7xVx7JnkfunDv33/c8xy9Ov6VbUiqFsKYk+YRSrouf8PKeJNnFx2gkZKQggsnel9e1fCTM5BeASy5bHyLGHKGUtnkXCf1itz91FTwx0ZIOVc00AK3JBBtMHM3dr76eUwdzZhrfZ7Uxw7numWcZ1JxkSFOSBR2FtTeHNzfx26/tW32gfqaRzSZbqOpUEXkOQFXni0j/l7ewWHoBVeUHu13Acw+9VLXtZntuwo9uO5VkcwIA3w+46PgbeOrfr3UX3NHyZAAKfiYDzbFukZLdvEfUzMvUiCxRS9JRo1GXSASloibntoAb+l2XK34QDmVs2yImwKdGwe06QtvIJi584JHuwl7BaXL56s235C9LlO3XmMzH8xfhuQ5Hbrkp+220bvWBBgC9mJiqV6hHeKdFJHQCAhEZia1laVkB+PD1jzlhizPoKFGNvRjXcznt2uNyghvgkf97juf++xZ+seB2pFt5Mj/uQGv3fCU5Qj9tAXzU5NouqkkZbZsbi/CknDeIIIFZaPQdRbooWflGvXxwTc6mXeH6NfLXT0JXUnlt3tzSgl6gPZ3GFwqO/++Tmfz9yG+wytAhFUYaWCyH3CZ1U4/wvhK4ExglIhcBBwDn9MmsLJblxOL5izl2k9NId5VfTMvixT3++PoVDB09BIAZ/3mDJ/71Ks899iadHakSJxQuSvpemFCqSmCaCqRaIqleISfU1Q2140BzftT5nCSFwrzALp7s7rMduOEruxhZ7P9XxrtFxdjENdH9WOkLKuwnCAL++eZbHLNFA1lci2/oAKCeIJ2bRGQGxjNEgP1U9bU+m5nF0sf89+6nuPBrl5Hp6u4lUcwam07h109djIjw6cfzOWrni/EzJWzbIQIF+UkUyqZvLe7Db3a7tVUBPxGxa4fC1ekyQT2l0rPmFhqLxgzCau2BEyalcukupCPOJ4UPCELXwRLnlKPYfZCBZ4KoBR1gdoZ6sgqeAtymqr/uw/lYLH2OqvLj/X/G4/c8U70xsNs3d+D71xyHiPDWyzM5ab8ruvcJ+SyAqQzqB+AHqKcmd3cN/tlg0rAGCbdA6AeucdcDikwoapJNOd216uLiv7n+PdBYtg9yvtvlCDwTKalCgbtgrYLbiQu+FEpq13HYbc2BHU3Zncb2824D/iki84C/ALer6qd9My2LpW9IdaU5fI0TmDtzXtW24gg/vPVUtvvyFgD87oK7ufv6x8qfkPEhmYAmF98RyGYBDBRJl6/+rhhbeJB00Eie7gJtG0rbvIvs1FnNuFhwKyaPdrQosOmD0qYR8gK7pJIcugUWn6qYXwJuQlhv0mimDBnGva+8kXeycRxO2mYLVh02tFSvA5sB9muhHrPJecB5IrIhcBDwiIjMVNVd+mx2Fksv0rG0k0MmHcuS+UurtnUc4drXL2f86uPo6kxxygFX8d7rs8q2F0ADNZpytFiCCLhiFi/DQsFZgadAJuEQtHRP9QqRSjY1FDhAsoJbuu3PJI1G7wRAxE6uDgSOibQsNndDZa3cT5jQ96w5O5sDMdnmkYkrnZkMz342i9fnzWXP9ddgjcEjUIXd11ydKcOHle94oKKNvWCZ5TNgNvA5YNO3WhqG33//hpoE94Q1x3LR389m3JTRqGpVwQ2hMHRdguZsDHkJ9z03LOIbmiHSg0u4C0b6EzWLk5XGhEhVmiLBnU5CkE3zap4d5mDKbGdazSE3VeShKIXeJ1GchENX0qjRQQxTUT7UwjUGnZ5PJrIW0J5J8/e33+TvX9+KVYc0oLYdpVE1bxH5DkbjHgncDnzLVpK3NAKL5y/h2Qdf4qE/PVq17e5H7MD3rzkegI/fn8Pf//wk77+RF9zGH1ryiaNC90AFgqHNplEFgRu4gjY5+Ux/ZdoKYffZQgZqhGxxIz9BdxOJQLo1DNyRwvYqELREFzPDPgLzsAhCX+3iWWXiECQxBnCMeUTCivJ5TV0JSiTgckR4cuZHjS+8e6mGZW9Rj+a9CiYH9/N9NBeLpdc5eZuzefXxN2tqu/2BW3Hq1cexdHEHh217Ee1LCxNSKeTybOf2qRqts0StyVL4LV7eK6SKVm0WF/Pt/KQivtF2s0UOitO2ppoonZs7RMgvQBZokk7eBBKE5hQnMA+PIEltiTQUXBH8IlcSRxwGJwdmwqm6aFRvE1U9Q0Q2EpETwl3/UdUX+mheFssykUql+FLrNwgytX3j9jtxT46/4kjmfbaIQ7e5oJsrW96GXKQtixgNtEo60+yiZCVtu2AsCT1MisZSDxPCHim6kCWdCP25e+jClx1bXfNKR4sER9uIGmHvK1kLvqI4geA6Dr5fuDjrOsJOk6fUOKkBygD0864nMdVJwE0YO/co4E8icmJfTcxi6SkdSzv56pijaxLcjutwzi2ncPwVR3LjFffz9a27C26IyLmigwLGmFzBcdksYgp+q1dV2zZJpoyXiZSRwhoR3IFrTBqZZoFYdeGSFc7FY+beOxRUdS+JC+opGlfUCV8xJYgru646hdZYnNZ4nJZYjJHNLfxp/wNJDPSkUzWQTT1T6bU8qeeOHo3Jb7IUQEQuwVSP717vyWLpJ578x7P8cO+fVv0iTdt9I7bZd3N2+vp2JJoTfHuPS/nw7ao1X8sLtBLRiNmmmWaHoKm060ZBdxJGSUaCbVTIFe0VPxv8YxYpVci5/mn4v1JBkdEx1KFb5Zxs1R0tTkYl0TbGJUUCCfOtmLbq5ntPuB7Txk/g57vtxfOzZxF3XTYaMxanxlKHA55GXbAkm24hj89As+BbVmrmfjKPc77405rafu8P32HkhOEEQcC5x/yxNsENqFNCHy7yldZI2yDhECTdsO6kWeCTAJyM5oohmGrsUuCfrRgBnSkyFbtdYXuXAi1eHZN5kHAdtXiOAaH9vEhwtybjLKJwJTTqZliwP65oStFY6R8QjsDea6xNwvPYYsLE7g0anQFmNqlHeP8ReFJE7sT8s+6LKWtmsfQ71593K3+qoVQZwLTdNmTkhOG8/Mx7/PTEG5k3Z3HF9jkTRSJm7NtaGDIeJLwCoWs8OPL5s9WRwtB2UXxXcFJGgKebBScQ43aX7dM1HiPFUtJP5O3dUX9xdUOvEcf4X0e1xCDrsVIU0BN4MD+ewgkw1XEi8w9i0faa18jjoAlT1UfSIAie49ASi3PVXnszvLm54r1sWDTnaDNgqGfB8pci8jCwbbjrCFV9rk9mZbHUwdHrn8IHr86sqe3oySP56X0/ZP7cxfzwyKvpbM9rnabgr2eEVDpT+DM5EUMHJY3mnQlMTUoB9VyjNWcRCBIu4gi+hLbuSK7t6N8gnjVzCEFcQsOp6SOTKLPwGC3WIKEvuIvRqB2jgftJTJWccD6lhLbfRM62HbjguPDzvfbgxdmfcstLL9GRzoTnhOE3Xvg3G9EjmCo7amze/zniaFrjtWaqakSk1zTvMNXI0Zh/kpcwsrR6Sssi6vHzTgI7ANthfoW5IvJaTwa1WHqDTDrDsZucVrPgPuzcA9n3xC9yw2X/5MG/Pk1XZz6ToLoOJCPufjGPQEDjLk4qMPJP1QTNxNxufQfx0PdbzIJiJungN0X8Acqkf+22LRWOF6FZu7eQz4ESTfsaGC1czFuCZOhiWKJafAB8snQx5+y6A1uvOonj7r6HtB+YB4KnpV0bwrEd12FpOr2CC296xeYtIuOBk4B1VbVDRG4FvgZcV29f9ZhNbsBUz7ky3D4YuBFbMNjSDyz6fDEXfe2ymgX3dW9cyexPF3PoNheQTuXtEwom57YXSQYlECRj+VJlngtdGfyEi1OUoiTroaGem5O7mbgYwV3N5xtIDSLvJaLgdIET/kTPFmIoHg9Cs0ZEc0630M32jmO0eydlNG2NUVqbD/lsiYk+3Wn1KZyz6w789LFH6IjUpXTE5AYvpiUWY0TTCmouidJ7C5Ye0CQiaaAZ+KSnndTKWqq6UWT73yJi/bwty507Lr+X333v+prajpo0gkv//WP+/LtHePCOElkE416h4Ia8Z0h0QTAZg5hjTAypvPFTXSGImwLBWcHuN1VP/ep7kBoUato5cwoESSVIAZHgnOy8IMx3Etqvs25+6RbKa8bZ4yW07WL2W3ft3Puvb7ARnZkMVz31BJ1+hoTrcdD663Pj68/TFfgEoTtPk+dxzlY74Do1ex03LrUJ7xEiEv2gTVfV6bkuVD8WkZ8DHwIdwP2qen9PplOP8H5ORLZU1ScARGQL4L89GdRi6Sk/2P0Cnn3gxZrafvGYnTny4m9w+Bd+SmdRtGSOmJcPeBEIssE2JYSv+IrGTBHg3IphVuh7Dn5Wgy4jx3KpRVpBs4UTSgn5cHEzwGjM2YXMIG60/GyYvDoRjbsMGnqgVPML22TcWDYcNzZ/rSIcPXUaR2w8lUVdXbQlEriOw4Hrrc9lz/yP5z79hPGDBnPS1K3YfuLkyp2vCNQepDNXVaeVOygiQzHOHqsCC4DbRORQVf1TvVOqKrxF5CXM1GPAYSLyYbi9CmBzm1iWC6rKQeO/xfzZC2tqv/kXN+W4K47isO0uKhDcOeXJc3NRFUZ79ioKOAGzSAkFtulcf5kgV7JMfHJRkMV0Dc2eX2awyC+AdCvdCyWocSF0/Kw3Svk5F0w+d3phVCSAuMJNBx9Q8lTXcRja1JTbXmPoCH6z6z41DLri0UveJrsA76nqHAAR+SuwNdD7whvYu95OSyEi14Z9faaq64f7zgW+BcwJm52lqn/vjfEsKw7tSzo4bPUTWPjZouqNBb7zy2/y8ZwO9tvg7LzAzR82Ist1wAv9r6OufgJBNowdkHSAZEwffpNHEHNw0gFOkBfcqVaHIOagqibtKprLBhh1KUy1kHMfLEe2bbqJ8hVuXEg3lzhWoi8t6kM9zeXoyC5EOg4EAy0CZcXlQ2BLEWnGmE12BmqrClJEVeGtqh/0pOMSXAdchVn4jHKZqv68l8awrGCkutIcuupxLP58SdW2E9Ycy8X3/4gLT7yRt1+psgaUrcoeywtTs1AZycMNaMxBRRE/MEJdjI1b08ZlLtPiGs09FmrwWY06MEmk/Ljk8mKX8vIoReDlPUnKyudSoZSRQ9nxomMmPJcuTwmKKtusO3IUSa9KSR0L0gvPN1V9UkRuB54FMsBzwPTKZ5WmroQDob1mDSAX96Wq1fNshu1EZHJds7Os9Nz9m/tqEtxezOXbvzqGI3e9lMCv/PtWPccsVAoFiaICr4S9WwQ88KOFg8X4ZWeanLBEGd2r17hi7NHZPqrE6+cWJB3Mt7KaoCgS3AoMaUmwsKuLQBV1jd06i+c4XLX/3pz+0H0sTaXp9DPEXZe46/LTnXerMpgF6DU/b1X9MfDjZe2nHj/vo4GTgQnA88CWmNwmOy3jHE4QkcMwPx1OVdX5y9ifZQXg2Qdf5KqTruGj16t7UXlxl+/96RTO+05lDxQVwR/aDK6bF37ZpFIi3QRwjjL2aT+ueeGftZ+HsRx+cRWcMn0UJIWKhK8HsezOwkhKiFR7j57rwrxYJ0HMmEUkFeYgwdi0/3f8MQxrauLBcUdy26sv8+zsT1h7+Ei+tv4GjGppLX3DLHmyq80DiHo075OBzYAnVHVHEVkbOG8Zx/8tcAHmtlwA/AI4slRDETkGOAZg0qRJyzisZaCiqlx/7q3cfNEd3ezVpRg8so0zbjudc791bdW2fltTgVsgkK9uoxhbsFPat1qLTdVFWruK4MeLTCNlKuQUbIceI45PgR1dY3l54fjhYlkQ9u8V9pVNNhVEE0Yl8yM5Agu62vnHR68Tc1wOWG89jp5a1iHCUo4GFt6dqtopIohIQlVfF5G1lmXwaAFjEfkDcG+FttMJbUPTpk0bYLfR0huoKt9c6yQ+eXt2Te2nfmkaL7/+OT888uqqbQOAyMJkFhM5Gdq60wHF9oicgIw7BfsyRRVscoK7hgx66eZ8WHu2ok3gAF2AG9q8yZci86OrnpnsomhYxSaihQ+JJ1mU6cr5YGcZOiTBnn/7Y/jDQvjRk/dzxbZfYvdVlunru9Ix0HKb1ONZP1NEhgB3AQ+IyN30MDIoi4iMjWzuD7y8LP1ZGpeOpZ18c+3aBLcbcxm71Qa8+MpcAj8vqEr9ss265waDmysK1kzSxW/2SLtiqsdEynulmsnl0FaMcA3iTt5UQm2CO3uuxiFI5AV3Fj+RTwiVDXsvSM8qgGfa+DHNRUw6IjTFPH66y260xuPEXaP+e45DIu6yQNrp8jN0+BnaM8beffJj/8fCLpvZoi60htdypJ7EVPuHb88VkX8Dg4H7aj1fRP6MyY0yQkRmYgz2O4jIxpjLfh/4dq39WVYcZr75Caftch5zZ86r2M6Le5zxp5O49Jy7mPNpPhOgAiRjxuetI5Wz9QLgCP6wVuMaWAIlrPbuCL4HQdzN5z1WkC5Fk47ZF9rGfQfSCUFdCjLyles/S+BBpqVMOyFXnNgkvKKkN4lxbTQ5RyQlxMRlrzXX5Litt2CNEcPZZNxYbnjhOZ6bPYu1ho+kM9bFX97uHgjtiPDgzLf4ymoblJ+8JYdo73ib9CY9Km+hqo/04JyDS+y2KWVXcm699G7+8IPq8QmO5/Dl736Ry8+/Fz9SISf3fXJCh+XmBPgBGgRozEVbEt004qyXXTaqMtPs5f27C9qqKSsWEojQNZhcAQREjGdHKGiLZa1iwtn9Jgor1JTBj2HqT1IYTFOMxjHVbBJKys9w7m478cRnH/Kzf/8bVfjKauvzva22xRHhgqcfzAXjFM8tEwwwO8BAp4HzeVssvcofzriRW392T01tt/3qdjz8n3cLUrhCRAj7QZjVT8BzkdBtQ0sIbj8RRkHGBD9pCgIHXokvpkhO8GXikGkt4TkiAqImt0mmaE4U2rXLkTW7iGTNPGoCaMJ82fl2JqgmGryjLpz82D089dlHtGdMlsT/zf6Av3/wBldutw97rrI2N7/5Ah1+umDMIAjYcfxqlSdmKWRF0LwtlmXB931++93ruPvXtVndhm6wOv97onysmADqByaBQxXUE/zWeN7vOhJZWdpmLaaiTWuFkHbELDQ6oQlF6baYWHIu4d/AoyBxlLpqNGtVE8YRGcZvCgr7dJT/zHqvoGJ7eybNgzPf5rm5n7DpyPF8ZbX1ueOdl+n00zgixByXH0zdgVHN1kWwHgbagmU9ft4CfB2Yoqrni8gkYIyqPtVns7OskPzk4Ct49PbHq7ZzYy6r7bwp775ZuUSZMX+UcO9zu1ec8ZvyEZRZcSdgkk6V8fNWFwo6KkWAEbjxIt/tUnbrSL9ZAV/gjpg9J0Y+nF3IVW0vwNUCwZ2lK5PmsVnvM3XkeC7ccne+vNr63PfBG8Rdl/1WXY/Vh4yocDGWbjS4zfs3mI/RTsD5mNzed2B8vy2Wmpjx4Is88bcZVdsNmziCQ847hN9dWJtZhZhXaMsG/EFxYzlOm2IKmSaXTNLNLT5l2yoYM4qH2Yokh8p6kYhW/tWsTqFsz2nV8RL7QqGdNZNkCcJqNeJLvrCvUJjOtUh4e2IGzmihWhhzPdpi+eIIU0eOZ+rI8RWuwFKVBhbeW6jqVBF5DkBV54tIvNpJFgvAG8+8w6XfvIqP3vikavi6N3woixODmP7T/yvbJvc9EsFvSYDngOsgfoB6xu0P17jzBY5Dqs0r8NUmADdlesnXlySnkWvo8ZENuolq0MUPiUwTOZt3VDvLxLsL6FxubV+RIHxIZMuYQV5oKwROgMRCq3taIJepUHLTHRVvZb4sIVN0Tx1g78nrlL1/lh7QwMI7LSLZH5CIyEhy+ckslvL89cq/8dvvXldT2+ToYWRa2tCglI9EBAE/mSAYkkATkY9xidJiQUyM4I4ecxQ/JiZjoBQubKobljUjYs4orlMp5Ir+FgTaBBTkz84+CPwEaLRKmCcExR4lDhCqQ0E8A02Re5DNypoRyJiqPYettwnf22wbXp43m2MfvrPAq+Sq7fdjRFMZv0RLj2hks8mVwJ3AKBG5CDgAOKdPZmVZIVBVTtr6bF5/8q2a2o/YYFUWLC39DSnWdoO2JjQZR2OVy40pZpGyZL1IV0l74LcIbtoM4MfACfLqsromejLbF5g2fhPdbeChQM+ZY8IyZNlIydLzC00lScH1BAeHlBrBXfIcT9l7lTW5cNtdGZI0En2bsZOZ8dWTePqzj1CFzUZPIOFaX4QVnXqCdG4SkRmY/LMA+6rq630zLcuKwHlfubSq4PaSMRgyBG1qLiu4AZMJUM3foCUBMc+k8UgF+M2COg4SaEntyE+WCdARIT1EwHUIkvn9BeHl0fJoWZ9tl5LpWnNaehBq4bFwr0/o3lfo9hckFG3KjzU4nuC4DbfgP5++x2Nz3ys557jrcsA66+cEd3T/NmMnlzzH0gvowPM2qTk8XkQOBD5W1V8Dw4CfiMjUPpuZpWFZOHcRv/v+9fz3rqcrtvOSMdwJ49Gm5oL0paUI2prxRwwiGNJiSpdlUZPKNYgJfsIhExcC8guRmSYHdUv33c0ckiVb6SYiuCFiAw/NztHnRLRNugX8ZuMdEsQUjZsUrRr9L6YFyaMAMqpsM2kVtps0uewXM1BlbPOgCnfK0mcMsPD4enKb/FBVF4vItsCuwPWYrIAWS46Zb33C4WucyJ1XVCmIlEjAuHH4ASUFd4G7HeSjGkugUWHrmDzbqVaXjpEeqcEugSPdBK2Srf9YeuxUs0kIpRj7th8Gamb9uE3xhcj31gnzlWSDaByjqQdNxtatCTWvuOK3BgQt3c0igQYkPJfdJq2B55Su3LDGkOGsNXRk2Xth6UMaWHhnUz58Efidqt5NbnnFYjE5uI9e7xSWLmyv7FHiOrhjR5OVXiqCxjw07qGOmIo0bU0ECQ9tipvcJI7T7buRX0yM7AyFeLrNMRVvXCFIhFXXyX+/utrCcPgSqAMag0wbpNogM8ho1IFjzCWBh0nP6kGQNC+Nk89PEgrlwCsS0KFglxJfdAFGNbey+pDhrNo2jFM23o5YUcm0VQcN5eZdDyl/Xy19hpDPb1LptTypZ1XjYxH5PaaA5iUikqA+4W9Zgels7+LcL19akHekFM7IEUhrS07bVgGa4nkTRTxGkDRCXJq66wYF3w+BzKBYN+1ZoFsIu8aUILSn+AnKm1IoWozMCmIn7/edC3cvch+EwmOC4DtB7kstCJ4Iw5LNrD56BE9/+jGugCMOCdfjmj32z92X76y/JbtOXIN/fPA6i1KdfHGVddh45LiSc7YsJxrY2+SrwB7Az1V1QZjO9bS+mZalUcikMzx446P89fK/0dWZKt9QBGfUSKS5qdBMokDGh7iJbZfwf+Vs4EEs1Mw9p7v7X9idXyJM3o9BV5vJge2Epo9uQTUCmSS5mpMlxw9Tsjo+BV/mIOurLXkPkqDFhOyrAr4Z77d77suOq07BEeGdBfN4etZMRjS18IWJk4m5haaS1QcP58QNtyk/Gcvyo5EjLFW1HfhrZHsWMKsvJmVpDBbNW8yxG5/G3E/mVa16406aAI7TTSgLoGkfvzVpvEUygSlNJtpNMAPGpt0caualBDCQbnbyVc4cU/xAY/kFSD+slqMOOCkjzFNt5BYiKdEnhPm2s37YsUiDbOg65q82+2hrYIzlmdCO4oHjCF+YvCpOOI/VhgxjtSHDKt43ywCil7xNwroIVwPrYz5BR6pq9XwRRVQV3iLymKpuKyKLKfwsC6Cq2lbvoJbG557f3c+vjvtDTW1lUGtJwZ1DFWIuqorGXOjKoK5TUjBnEg5+XMAV3C7N5ZcyniXQNdjk5pZ06KMdLQKce5tfwMy0YJI/lcxBYnTozODQvBM+U/ymAMk4ZvEyG4wjSjA0A/GcjcQ0dn1IOXh47DRpCp5jLY2NSi9q3lcA96nqAWGUenNPOqkqvEPBLcB6qvphTwaxrFjc+au/85uT/1hb40QcZ/iwyoE0sXyyKFCIOQSe4Cg5bUc9IYgZU0ngGcHuJ8glbeoY5hQUEPYTaiIay4wr5M8lFir7JZqmW0Hjmlvd0S5zdtASGFNIRlAngFa/ILIyPwhIXJkYb+On29sq7Q1NLwhvEWkDtge+CaCqKaCCvbE8NZlNVFVF5E5g054MYllxuOSbV/HgDY9UbZddmDSUj5pEIBgUCTgRQT0HjbtkYg6BA46vJnEUkIk7qKuIH5pBXEgnyeUlyXcjVb9r0XwlQRyCpOKkw1zfThgi76jRzBPhhLOZ/gTwwvdZj5cyzyfHgTu/fChDEsnSDSwDn9pdAUeIyDOR7elh/d0sU4A5wB9FZCNgBnCyqi6td0r1LFg+ISKbqWrlyAvLComqcukRV/HgDY9Wb+w4SEs+8EbNCiSqWpCeVZMxgpYE6rkE8VDb9hXpCkgNjuVSpPpe1mYdnhyA74Ib6itBTEoH21S6HigokhC4aooyJArbSRiNo9kVzlIVcar8nnbFodmrIdm4ZUBTo9lkrqpOq3DcA6YCJ6rqkyJyBXAG8MN651OP8N4R+LaIfAAsJW/z3rDeQS2NRaorzR9+cCMP1CK4XRd3zKicX3ZOWMddgmQc2juReAy/JYY4DqqQHhIPBaMpK0ZLuADoGM1b4xSGlrsmDD7TFGrdoTAtEN9RTamES18mPE+CcM1R6J4oitDuHfnWavEqKUAg3bIH5m6HCPtNWS9XFNjSuPRSePxMYKaqPhlu344R3nVTj/DesycDWBqbe6ffzxXH1rYwSXMzzqgRkIhD3Hy0Mp4DCQ9UCUTQIUPyoeViQttxQB0hcENTiG9MFepmq6kXe6gIgQOpwYQqhOCUsBpKxgTbQF6wBjEj9HEAH9q8GPtMW5dr334Wp8shWjsyl6Uv14caM0rWnzHEwWFYU5y5He2R/ebcL4ybwvmb71rb/bMMbHrB5q2qs0XkIxFZS1XfwOSKerUnfdW89K2qH5R69WRQS2Nw3x//VZvgFgHXwRk5HAkFty+C3xI3glvEaOJxk3JPndCu7TqmLFlM8BOCesYfO93mkBns4Gdt2SXINJO3czthuDqRl4SCW/KRmJlE6F0SfupHDm7h4bOPYXZiCZoEvzXI+WlnBXd2sTK33eJDPAjVMKUlFuPH236BILkEL+7nwifdmM+gtjQXbrUbSWsyaXxqCY2vXbifCNwkIi8CGwM/6cmUbN5IS0mqepQ4obBuDr2cRCARA881uUaaY/n9ITmPkUix33xIuZjQ8yIPkajpJUo3jTysIYka92rcUL6G4eyBa8bJ9ueIMG3SeI574B4e//ij3AKkPzj0IkkXBgqpq8ajRMJZucraQ0Zy3z5HcfmrD5IK0iSaINGULzoZoPzohTu4equjyt9HS0NQIgSgx6jq80Alu3hNWOFtKUBVOWHLM3nz6XcqtnMnjAPXjSxKAl1pcB2TvhW6Rz860i23tmAWHv2kmoXHIkLnQdJNoXztAg3oVnYs21gljHb0yKVtzSpEflO4EYBPwD/nvkXK8bvXgHTAiQttkuDQjTfi9289SUr9oiaSSxAVc9yCcaK8uOAD5nQuYmTShkM0PAMswrKelLAiIoeKyI/C7Ukisnkd518rIp+JyMuRfcNE5AEReSv8O7S+6Vt6k6WL2vli0yFVBbc0NxUIbohYejM+6pQukKCulNwP4cJhmQLAYDxD/CR0DTavwO3uCqgYwZ0ZBJ1DAtJDAlKDAjLNAanBGqZ0VdQLSA8L6JBMyeK9CIxtG8SjR3yLU7fcjk1Gjc0liXKcgNaWDoYNW4yfmMurCz9iz/HrU04va4k5vL7o45LHLI3FQEtMVU+412+ArYCDw+3FwK/rOP86TG6UKGcAD6nqGsBD9HDV1dI7HDv1NNKpTPWGLa0loyWze0QVtLCMWeBKvjp6GcQHSglTyBUCRsSUEIuYQaJ27nRTQGZQAEljgglawG8DTSqBE6AOpIdrgZtgMTHHYY8pazAoYfwGp+/4FbYfN4WEJ4wYvoSWlhRezGfG/Lc57qk/8P7S2UwdMZai2ZDwTBIVq3WvIAQ1vJYj9QjvLVT1eKATQFXnU0dKWFV9FJhXtHtfTF5wwr/71TEfSy/x4esz+dF+lzD73c+qNxZBmksHm6iA3xojnXTpGhIjNTRGV6tHV7NDx+gEfrJ7Wtf8uSYQByJeHhgx6Cco9OMODddB3JQoC2Lmrx9X/EHkA2aKox1j4QJkBRwRmrwYR2+YN0kOjie5ZqcDOGT9KcQcyf04UJTOIM1Fr9zOxsObGZLMkPDMqyWRoikG45uHsdYgmw2w4alB6x7IKWH7ogDx6DDBFao6S0RGLWN/ljq5/Zf/x+9Pu6E2e15zE87kCUhn2iwKOg4SmJSnCuAIqSFNkDA+zSoSVotxkUBRV1Bfu31qAgc6hju46TAgJsz8p44R3H6pZ0XoRSIR7RvJ+oSXmb9AECt9oeNbBrEkk2ab8ZP4webbM6ale7WaZ+e/i1/iI9+e6eLRuY8zqjnOZx0JPIkRIGwweBUu3OjgqlWCLA3CALN5N0wBYhE5BjgGYNKkSctr2BWaGQ++WLvgHj4Ud9xoU5FjRLJQE27vQv2A1KTB4AgqQuBJaJoI24UyL4gLEoD4JqlU4EGmxQHHMRo2YUrXMjEtSuj/nTB+3NkSIeqGRRIqyEkVLdnvpEGDefSQb1W9BUNizXzauaDknEQU1+lkXEsXE5sncfa6xzM8YcuVrUg0ZErYMDHVo5g4/J0xX5H9VPW1ZRz/UxEZG2rdY4Gyv9vD/ADTAaZNmzbAbmNjkUlnuPw707n/uodrE9wTxuIOHUwgAk2xbnlEtCWJ32Sy+RHmFFFXjVqcxVHUgdQgJ5eKNdZhVHY/WRSE41NQkSY3Dma/KV9m/Lg1EkATxLSsb2EuvL3o2IRBbdzz5W/UcBPg66tux09e/iudQbqg56Sbwc1VXFA+6fyIFs8WmVrhGGBSp57EVHep6qZAb1aMvwc4HLg4/Ht3L/ZtKcN1P7qFh//y36o5uHFdZNJ4pLWZXMIooZsZQAC301Rxz247mXzua7PT2DkCF3AEP6n4CeNgp54Uhh6Hiz/FAjzVajTswloOYfCMa/y71ewssEvn2oaCPum4/GDL7dlt8uqMHzS48j2IsMvoDblr5n08N28BIuaXQ7OXYlhTO8XLR8Vh9pYGR3stPL7XWG6JqUTkz8AOmKxbM4EfY4T2rSJyFPAhcGBP+rbURhAEzH7vM+6+6h90tZeKJxfcVSYBmg+4iebh9kq7AAIFWomAMWeodmufs4+LmDhG10FjiqTAUckpzl2t4RsntH2H0ZZ5U0kotB3wm9V8koMwJD6uBU4r6mGCdoDdJq/OD7fekQl1CO0s9876K4HzCusNEzr9GDHHJ+74KDA/ZX4OOAjrta1JwrWa9wpHI2reITuyDImpVPXgMod2rmMOlh5y2y/u4ZqzbsZP++UbqRrTR4tJ0aqRABwBAtfJpdzudqpX0lZRoDnnoilDxGSDMjlP4hD4pk3n6FBzD4NtCscxWraqcf+L2rCTcY8Hv3EEFz/xKH979w08x/xS8IOAPVZdgx9uvWPJhchaefDTfwDgOUprNJmKQtJRRJpocZs4bvXDejyGZWAiNKjNO8QmpmpQLjjolzx6Ww1VlhIJaE6EC3D5H/4KYc1IQRGclPn9GJXjmebuH6V8hKOR4unWwiCd7LmC8Tjxm0J/bkfzBYJL2bCztuuo4PY8Dll/Q8YNauPKXffmnKU78NCH7yLALpNXY0RTC8tKSkvnzBeBbUdOY5MhmzF16AZ4js0guELSqMLbJqFqPDqWdHDAqKNIdaarNxbBGT7MmEmKDwH4AfiKxh26hsXwlvo4GRPS7idc1HOKhH2YZzsAv0nIJEPBX9R34OV9udNtIGk1RRJccp4kxeTStIaCPe667Ln6mpy+zfa5NqNaWjl4nd7NVtzmDWZRZmHJYwdM2J/hiRG9Op5lYCFlAsj6i5qFdzYsvhhVPb/3pmPpLTKZDF8efgSZSmYSAM9DEgmcoYPxB7eWj9pSUzG9K+HgN7n4UU07UJyU5jQTPwaZVgc/IXQMJe+douAtDSuvE5pRQve+TMSDBMJzPHJO3Irm86jEFDcmeI7D97bchi+vsx7Dm3tUBrAuDp50ONPf/RVapIJtOHgTK7hXdHLBBAOHeswm0TI9SWBvYFldBS19wHP/eokz97yosn0bjLY9ZRXwXHzXgZY4dKS7fUgVjKcJ4CdLLFo6gp8MM/d5mPSvAh3DKPQHF8i0grMExAXcMAXsIPLh6pI1tIR5tSXv5rf/huuw6YRxPPLB+4xpbeXrG2zE6sOGL8Odqo9Nhm7Gd1b7Ln/+8HoWpBcQd+LsPGoPvjTuy8ttDpb+o2G9TVT1F9FtEfk5xtXPMoD43/89zY/3/Vn1hiLI4DaChActidy+IOHhdJr8JuoKqSFxMi0eEkCq1SSjckp+iIVMGMbu+JAuowirQGZoaFYpFw0poZ+4n3+fSLh8e/PNWH3YcL62fv8Vb9pwyFQ2HDK138a39B+NvGBZTDOmmKZlgPDwrf/looMvr63x0CHolHH5/NuEi4uuQ9ewJE4qQ9foJtQREzWJKSITRHJiZ8lGPXaMMm0l0Fy4er1omCubmKIxM1LMdThm082Xq5ZtsXSjUYW3iLxEfvouMBK4oC8mZamPrq4uDhx5FB1Lumo7YcoEGDXMLCwmXMh6dviKkwpwM0rHqCazPyLYwdirAzdvtwbj/rdkrOT6yXmKlCGXizuj4Emu85wteUwHgqCdxmvDaxHGj6rNpr0ks5iF6QWMTIwm7lhfa0sv0Q+Jp6pRj+a9d+R9BvhUVWvIH2rpS+bOns/B446p/YQxI43gFiFIuoWh7i4ESRfp9AsEdzHZcmUS+mUvGUf+AVABJfTdDiMhnQB88jUjHUfQMUuRuJpK82ESqS7g0hcf4oBVN8IpM6dUkOL696fzwoIZuOKhKF8cux+7j9m7ZHuLpW4GmPCuJyXscZHalR+rakZELumzmVmqsujzxRwy4du1NXZd3FVXgQmjjVB2pVuOEpMvGzTmVP6gCmHyKcg0CbiVP0bZhXq/CfxmI8ADT41fd5Ny6OYbceuRX2H0emkSgzLEYj7xuI9EVoiWZlIsTHWUHeOmD67lxQXPktEMXUEnqaCLv826i2fmPVn2HIulVrJBOgMpJWw9wrtUCWwbuNNPvPnsOxyx9snV85MAJOOwyVpkRg2C0GtEyynKImjMwckoxYURsomhVIRME3QOFbpaKB1xGXkFnvHhDuKExYLVREnGlKaYx15rrcHxT9/M/HS7CYEPX7FYkOvcFYfWWKLklDv9TmbMf5K0Fvqzp4Iu7ptt19QtvYMEWvVVc18irog8JyL39nQ+Vc0mIvId4DhgSljtOMsg4H89HdjSc46dehrvPP9+9wOeh8RiaDoFGR8cByaPQ0cONe8hL7jLfM4UE1wjAUhGTaHf0KyhYooeIJAaFEZDprtHQma79hN5gW32h0dcUM8I7v3WXofPdSF+UNoPy3UD4iQ5fI3NiJWJXOzw20uE/xgWpheUvlCLpR5638/7ZIyrdY/LLNVi874Z+AfwUwrLlC1W1eLKOJY+RFU5YMxRLJqzuPvBeBx33JicENX2doLxIyARR7KV2T2HQJX0YA9NOMQX+UZIZ/sP/wah/VqCMIdILLRxi+DHIdWWz2WicSXTJHid+Q7UhUwTZllbI0LbMe09x2GDUWM4bZvt2GL8BG5+7ynS2l14i4DnOBy22macsv4OZe/L4NgQEm6CdKYwfF0QVm9dq5Zba7FUpbf8vEVkAvBF4CLgez3tp6rwVtWFwELg4LBA8BqYIB0jFEx5M0sfs2j+Yg6ZeGzpbIAA6RT4ARIL/0lbWpB0gCaFTMLBb/EIBIJkvrJ7qk3w2n3clBGu6WYhnXTwm4SuNiFICG6Xol5YKKGMqSWIK+m4CYXP5R1ROHOH7RjTNogPFyzg46WLeXnubIY1NXPEJlPZbtLk3PmbDl+l5EJkkxvjks2/ws5j1654bxxx+OqEQ/nTh9eQCsz9ERwSTpx9x9tElZZeovc078uB0zHWix5Tj6vg0RhVfwLwPLAl8Diw07JMwFKdT96dzeGrn1i+gechg0N7toSLJyI4HWnSQ5rxWzzUMcK4YIHSETKtHmmMOaRriEMmGRbnDdtlsp+QgHxtyBBFTfWaXH/hfjURkYdN24SYWz1J09qDx7DzmLX51+zX6fCN3Trpxlh3yFh2GLNm1fMBNh++NYPjQ/nHrHv4PPUZq7WuyV5j9mNUcnRN51ss1ahxQXKEiDwT2Z4eFpIxfYjsDXymqjNEZIdlmU89roInA5sBT6jqjiKyNnDesgxuqc6NF9zGDT++texxGTYEGTc69L0LTRldaSTjA4qfcEA1Zwop2QfG7S/dGm5Fm4Y5SXLCO8zRnQ1ZzwwOjSKZwg5HDGmqSXBnuXjT/bl35kvc9v4M0oHPvhM34iuTp+JK7Wvqaw1ah7UGrVNze4ulZpRaFyTnquq0Cse3AfYRkb0wFow2EfmTqh5a75TqEd6dqtopIohIQlVfFxFrUOxDjt/iDN58+p3yDeIxZNxoxCkScIkY6vsEyRiCmKrsUqR1R1Agky3yWyZcHUdxuiDdYiIgg6aAzOAAAgfJOKinuSyA8bjDeTvVl6bdEYd9Jm7EPhM3qus8i2W50QtmE1U9EzgTINS8v98TwQ31Ce+ZIjIEuAt4QETmA5/0ZFBLZXzf58sjjqR9YXvFdjK4gsnM8/CHtRi56ysE2RSqhdI5+3nsHC5kkmGCqADcLhNEoyhBXCENHeMUbcuQrXBjOvDRTsXpcsGDKUOGcsa227PLlNV7dvEWywCkYYsxhAWIT1LVBcC5IvJvYDBwXx/ObaUkCAK+NOgbpKvl4E7ETfGEEtq0CvhDmtB4aLbIZmvN/i9SIUcFOocJXcOyQTvmQCYGXjtIBrpGqhHWTtDN7o0AyYBRsTZ+s+c+TB07bpmu32IZkGj3uIdl71IfBh7u6fl1FSAGNg23H+npgJbyvPPCexy7yemVGyUTMKwNGTqEoCmW8xQpRAia8v+06gAxQVJhcIxn8o+kk0KQMFp3QWX18G+mKfzAZvNql3E3aYnFuHjnXa3gtqzQNKTmHbJMBYgtlZnx4IucsVuVPF8TxsC4kSZ1axjanokp3tJCLd1v9nIh6wpkWsLMgQlz3pJxgt8kSBpiS/PFfbsRLkhm3wNm4bJoHVKhV8qMWSwDmgYW3jsCx4rI+/SgALGlPLf+/B7+cPqNlRu1NhvBHQrlvKwVOkcl8Tp8AlE6xiaItYObVvy40NXm4qaNZp3xYP46EqZ5BQJIDaV8tGXUtk3pdq4I41raWG+YdcmzrMAoiD+wpLctQNzPPHP/89UFtwi6xkRwpYyC7JAeGiMTg67hHl3RtNeqsETJJGDxJDHpWnP5XQkN390XM5Uwn3axfdsRmj0PR4RMEDClbRhX73RArkSZxbLCMrBkd13C+0Pg68AUVT1fRCYBY4AP+mRmKziqyvTTb+SOX0by0oiUXhRJxtGWpHH5q4Bbao1ThHQLqCOmPmSxjM1q100Z6PRyn091IWjKbZk/sYDJbUO470tH8tr8OQxOJJnSNqzKlVosKwaNbPP+DcbiuRNwPrAYuAMTuGOpkwdvfJR7f3e/iUYEnHFjIeYRzP4UUmlQRR1BRAjWnYx6LuKXlt5+3FRu1zLxLOqISSJVDgFGpyBIQYeLtruMaxnMHJaQ8gNUFCemJGIeF2+1J0kvxiYj7eKkZSWjUavHA1uo6lQReQ5AVeeLSK+UKgnt6IsxYR6ZKhFKDc1T9z3LhQddRsfiztw+d9IE8Mw/hTNhHNrRAV0pdFATOnww2pY0pcg8MdVnsggsmhyjc4RHYl5A4EImAU6aXJ3JbOtMMzgpCLrlKFGjdTtqSpgN8mkbHOPB/Y5kSTrF9W/M4JnPZrL64OEcsc5mVtO2rLQ0suadFpEwTxyIyEiMJt5b7Kiqc3uxvwHH97b/IS899np+RyKOM7gtmz4Pf3Az6jogg0HAjzlkWk21G69DIe6inpJJQqrVoXOER5Aw6nbnCId0E2RaAAe8JZCYZ96nWwAXnK5o0V+TPd6JBbStuhDxlMXtCTK+y+Kgk4TrkfRinLrx9sv9PlksA47eTwm7zNQjvK8E7gRGi8hFwAHAOX0yqxWQvVsPpas9X2NSWltwRgw3gtsR/KGtRvMNj6uCmwnoSsbAV1wPNKN0jnBZOs7rtkAoCLEOyLRiPEtajRnFCTV1dcFPGi8TRYk1p2ke005sUCq3TtnW0sn8Rc0MjbfYBUiLJYLJ/zOwpHfNwltVbxKRGUA2acV+qvpaL81DgftFRIHfR7NwZRGRY4BjACZNmtRLw/Y9QRCwu3dQ4U7HwRkxHHFMVRt/UFO3hUTjhwluZ4Df5JIaBEuHQ7rNMa5/gB9X0oNM4I3bAd4SwUlLzjTiNymyFLpGBohv/LpxwB2UYtCkhZTKG9WaUL691tZ9cCcslsZGGtXmLSJJYC9gO4y5JC4i76lqZ+Uza2IbVf1EREZh8qa8XpwnPBTo0wGmTZs2sO5iGebMnMshk77T/UBg7NM6tBWNGQlaUs9Vk5fED4Ny0kPyYZDp5oCuEeQiI/0kpNsUZ0mkNwc6xwc5bTv7u2/USKfkAqYAm40az5FrbbEsl22xrHgMQLNJPTUsbwDWw5hPrgLWAao4KNeGqn4S/v0MY5rZvDf67U/efv7d0oIbYNxIdPhgiLndqtgUINA1yMkV783u8z01gjuaZ8QJ3fua8z0pEHOd3D+yK0JLLMbpm+xCk9t9rbnZi/PttXa0JhOLpRuaz29S6bUcqcfmvZaqRvN1/ltEXljWCYhIC+Co6uLw/W4YV8SG5bWn3uSkLc8ufdARE+YeqbieLSkZKQNJ4EBqkMOiVVxEhOSc/AcjSFIax5Qsk07T0daTJnHFfnvx93ffZMbsj5kyZBgHrbMhI5uaeWzei8yY9y6dQVj8wImxwZBVmDp01WW8eotlxaSRvU2eE5EtVfUJABHZAvhvL8xhNHBnqO15wM2q2rDZCl/53xucsv0PyzdIJko+oQUIXPAFNCa0j/VYMj5mXASBjlEYR0pXC6V8t46UKSOHcOGuu7L5pAkAHLrexhy63sYFzS7Z5Bv87eMZ3PPxM6gqX5owjS+Nn2a1boulFA0eHr8FcJiIfBhuTwJeE5GXWIYcJ6r6LtDwGfiDIODLI49k6fylZocIMrgNXbiw0CaSSpvgm6LzFcg0OSxaNUnXYKC48o0AgaCeIr5J1WrKlUX7UGLDMuy+8eSc4C6H57jsO3Fz9p3Y8BYqi2X50KgLlsAefTaLBmfBvMUcOOLIgn0ydDDS1oZ2dKLpNBIEJrOfKqqmpliBeBZoHx0HMYUQ/ObiUQQHJeMpnaO1ZKi8NPkEiQyLU13dD1oslmVjYMnuulwFbQ6TEnz45kyOWvuU/A7HwVl1IngxJJ0h2HA1/HQXsmAxEovB6OFowiMTg8QiI4HVgSXj4yYgB+ObXSybVZSu1oDMMEBA46HtJJtYKqY4bWma3Ri7jK+taK/FYqmdRnYVnAacDawSnrfSp4R94MZH+NnhVxXunDIRf+RggoSLHxPSbTGQQcAIAJyUovgsHRdniW9cAYNYUX3Joux+Jq+2T6YZxHcgrSZUPmaiJCXu4yR9mr0YW49elW1G20VHi6XXaVThDdwEnAa8RO+GxTckZ+51Ec/c93xuWyaMRYa04Sc8/CaPdKtLEA89SiLC2E8I7SNCk4kr3aq6KxoWA5ZcWtbUmIxxAcwIstRhdEsr5+24I/d98iZvL5qD6yljm9vYb/IG7Dp+LbvoaLH0NsqAk3r1CO85qnpPn82kgfjt967LC27PxVlrNXAcEMFNB+jSNMFQr2R9SQESS2DJOIgvUkSz9STNU71rWEBqMMSWCumhPv6QILcoudHoMfxqu/2YNHgwALtPWauvL9VisWBUKQmWXXqLyERMzMwYzONguqpe0ZO+6hHePxaRq4GHgNyKmKr+tScDNyLtSzo4eMK3aV/Ukdsnq0wA1y1YfPQ6MsQWpEgPK+OQrdC1ZieZTiHxfgynUwialY6JaTIJBzIO/uhMwSnNXoxjN9giJ7gtFstypnfMJhngVFV9VkQGATNE5AFVfbXejuoR3kcAawMx8j8gFFgphPeCOQs4cPS38jtcB3/tVZBhg1FXEF9xl6ZxMoHRrueXFt4q0DFaURWC4T4dw/NLk6pAJ0jaJeF6qEIqyJD0Yuw0YTV2n2Q1bYulX+gls4mqzgJmhe8Xi8hrwHigT4X3Rqq6Qb0DrAg88+DznLnbRbltXWUsweTRJn0rmDJljpIZksBb2IWTDpAS/9CKyau9dJzAkhja7CNFCQrEUb6+7kZ8d7Ot+b/3X2NRqpPtxq3KJiPGWVu2xdKP9La3iYhMBjYBnuzJ+fVWj1+3J+p9I3PSNmfz2uNvgusgY0Yhw4aACL7rFArT8H2mNU5sfid+3CVwApzAybmHLpkASyeSz0mScSBeKOXjjscZW36B1nicI9ZZYWtSWCyNR23Ce4SIPBPZnl4mS2orphLZd1V1UU+mU4/w3hY4XETew9i8V3hXwe/vdC6vPf4mzvBhyPChBE0x0oMTBJ5TXgt2TX7uzvExFm4QkJgt+DHoGBOmas2imOo1EQS4aZeDaY33SoEii8XSa9SceGputUpgIhLDCO6blmXN0EZYliAIAs7c40JeePgViMeMuWNEM+mhxoatAl5nUDbiKjUsyZythK5RSscYH1niUuwQiGtemi3QLvDDTXZn2uiJfXptFoulByjQC7lNxGh91wCvqeovl6UvWz2+iCULlvDl4UfmCgOTSuO3LzGCO9S2BUg3CbEOLcg0phg/7gVTPLraAiAAT9EmHzoiebtdhXiGJi8FjhBzhaPW3JrD17S1nC2WgUov2by3Ab4BvCQiz4f7zlLVv9fbka0eH+Gpfz7P2XtehAxuwx0yGByHIOaQHtnULZFfEHPojCvJhXmbdecQl85hDl0jQVIOmgyPJRSNZ8CHRJMyeWgz7c4i4q5HKsiw17ipHLfWLsv1Wi0WS530gvBW1cconxO0LgZE9fiBwNVn3cQtF9+FjBiO0zYod3fdjNI8u52OWBxtzV+um4L2UR6dQxUnEIIwYUAQMxVtuiFKvFnYYOQY/rTDN5jbtYhZHfNZtXUUwxODlss1WiyWHqJA0Ljh8X1dPb7fuO0X93DLxXdBIo6MHAq+ohk//3hUSMxtp7PZ5NcG8+hsmuPTMcwhSBo7eHoQdI5WVMyLAMSBQfEEG44czdfX3IRdx6+F5ziMbx7G+OZh/XTFFoulPpZ/pZxq9KR6/KgVqXr88VucwZtvz4Wp66JxL/9w9QPcBUuRQE2ZyFQGyQQEcTdX+SaIwdKx4LdpvkxZmEjKiQt/3+dI1h42qj8uy2Kx9Da9EB7fm1QV3iLiqWqmqHq80LvV45c7sz6cw2GrHg9rrgqrTYSs+19W3RYHv60Jb0G7yboadwk8yDSZau0dI4SlY8RUZW9X8EDjAeoo64wfzi++sLcV3BbLikKDmk2eAqYCqOrrwOt9OqPlwAv/eZXv73AubLw2moiZqjfFjUQg7pkCCiiZIc0ESZc52/tkWsFZ7OIscQg8H3804Pl8Z6PN+cGmOy3367FYLH2NgjaY5k0vrYwOFE7c+gxeeX0ObLshxMLiBx0lytKEBHEXf2gz6bYYS8ZBppV8teDBaWKD0rQ2p9l67GQruC2WFZkGtHmPFJHvlTu4rI7my5NdnQMJJo2BqaubHaHftrqA3/0pFbhCaspgMs0u89cWuoaHB0QZtuoCvJh5En9p3DS+v+4+y+UaLBZLP9CgZhMXaKWBNXDf99lt1LfxpkxGYg4ZKKxWE3eRDj/ny23caWDR5ATpNpf2cUp6kCJNGcQJWGVEhu3GbciGQyax57hNaImVSf1qsVhWHBpQ856lquf3+Uz6iFeffo0TDplOfNhQVAQnE+DNXkRm1CCIZAUMmlykyycQ6Brm0TnCo2uo0DUywG3LMGr4YgYPWcoqgxdzxdSraPaaKg9ssVhWILTxvE1oYI17+42/T8Jpwh06GF8E6cogSztxOjPEZi8iPX5IQXv1hLkbxlDxaBm7hAlT5xBrziBi3AVXaWnhe2uebwW3xbKyoTSk8N65rychInsAV2BMNFer6sXL2udOG51FoqWw6owmPfxEK+7nS5C0j6R8NO6CKirw2WYeftwlMWoxukYnHe5g9h07lTFNbUwdsj5jmsYs67QsFkuj0mhmE1Wd15cTCKM2fw3sCswEnhaRe5Ylb/jkiQeyxsQNswPkDziOiZ5MxpBUBoIAxaVzhMO89V0ycWHs5IV8aZ0t+MLYNdhs+Oq4xdUSLBbLykmjCe/lwObA26r6LoCI/AXYlx6UBcqyxuh1zJtSObcdQWMu0pVm5u5G0w5iQqIpza4b+1yy6WkMjtlcIxaLJYo2pLdJXzMe+CiyPRPYoriRiBwDHAMwadKkyj2W05ZFzNMzE7BktRbc9oBJ4wdzzl4bM7Z5BGu0rmpLjVkslu4oqF8+HqQ/GAjCu5S07PaIC0sJTQeYNm1axUegn0rhxkosKqpJLrNkvMunOyW5+/DDWX/02J7N2mKxrFxYs0k3ZgLR8jETgE+WpcN/vfATdt0q9G7MatLhjZ/vL2H69OOZOmmVZRnCYrGsTOjAcxUcCKtxTwNriMiqYX7wrwH3LGunb73wEmT8nLZNELCwcwHPPP0zK7gtFkv9ZGVJpddypN81b1XNiMgJwD8xroLXquory9rv++23LfPcLBaLJYsOMM2734U3QFi/re4abhaLxbJ8aOxiDBaLxbJyosAA8zYZCDZvi8ViGdAooIFWfdWCiOwhIm+IyNsickZP52SFt8VisVRDw2IM1V5ViESU7wmsCxwsIuv2ZEpWeFssFksN9JLmnYsoV9UUkI0or5uGtHnPmDFjroh8UMcpI4C5fTWf5YCdf/9i59+/LOv8l9k3eDHz//lgcOuIGpomReSZyPb0MMAwS00R5bXQkMJbVUfW015EnlHVaX01n77Gzr9/sfPvXwbC/FV1j17qqqaI8lqwZhOLxWJZfvRaRLkV3haLxbL86LWI8oY0m/SA6dWbDGjs/PsXO//+pdHnn6M3I8pFB1jUkMVisViqY80mFovF0oBY4W2xWCwNyAovvHsrFLWvEJGJIvJvEXlNRF4RkZPD/cNE5AEReSv8OzRyzpnh9bwhIrv33+zziIgrIs+JyL3hdsPMX0SGiMjtIvJ6+O+wVYPN/5Tws/OyiPxZRJIDff4icq2IfCYiL0f21T1nEdlURF4Kj10pK1MpLFVdYV+YBYF3gClAHHgBWLe/51U0x7HA1PD9IOBNTNjsz4Azwv1nAJeE79cNryMBrBpenzsAruN7wM3AveF2w8wfuB44OnwfB4Y0yvwxQR/vAU3h9q3ANwf6/IHtganAy5F9dc8ZeArYCuM//Q9gz/78LC3P14quefdaKGpfoaqzVPXZ8P1i4DXMF3JfjFAh/Ltf+H5f4C+q2qWq7wFvY66z3xCRCcAXgasjuxti/iLShhEk1wCoakpVF9Ag8w/xgCYR8YBmjN/wgJ6/qj4KzCvaXdecRWQs0Kaqj6uR5DdEzlnhWdGFd6lQ1PH9NJeqiMhkYBPgSWC0qs4CI+CBUWGzgXhNlwOnA9HMPI0y/ynAHOCPodnnahFpoUHmr6ofAz8HPgRmAQtV9X4aZP5F1Dvn8eH74v0rBSu68O61UNS+RkRagTuA76rqokpNS+zrt2sSkb2Bz1R1Rq2nlNjXn/8mHubn+29VdRNgKeYnezkG1PxDu/C+GHPCOKBFRA6tdEqJfQPyOxGh3Jwb8Vp6jRVdePd6ceO+QERiGMF9k6r+Ndz9afizkPDvZ+H+gXZN2wD7iMj7GLPUTiLyJxpn/jOBmar6ZLh9O0aYN8r8dwHeU9U5qpoG/gpsTePMP0q9c54Zvi/ev1KwogvvPilu3JuEq+PXAK+p6i8jh+4BDg/fHw7cHdn/NRFJiMiqwBqYRZt+QVXPVNUJqjoZc3//paqH0jjznw18JCJrhbt2Bl6lQeaPMZdsKSLN4WdpZ8y6SaPMP0pdcw5NK4tFZMvw2g+LnLPi098rpn39AvbCeHC8A5zd3/MpMb9tMT/1XgSeD197AcOBh4C3wr/DIuecHV7PGwyg1XVgB/LeJg0zf2Bj4Jnw3+AuYGiDzf884HXgZeBGjFfGgJ4/8GeMjT6N0aCP6smcgWnhdb8DXEUYNb4yvGx4vMVisTQgK7rZxGKxWFZIrPC2WCyWBsQKb4vFYmlArPC2WCyWBsQKb4vFYmlArPC2WCyWBsQKb4tlgCAi+4nIH0TkbhHZrb/nYxnYWOG9EiEivog8H+Z9vk1EmsP9E0KB8ZaIvCMiV4QRqdnz9hcRFZG1K/S9pA/me66IfD98/7/e7r+G8SeLSIeIPB9uOyKyIHJ84/C+rBlut4rIx2GeGkTk9yKyTa3jqepdqvotTErXg0SkKfz3SonIiF68NMsKgBXeKxcdqrqxqq4PpIBjw7DivwJ3qeoawJpAK3BR5LyDgccw4e81Iwan3HY9qOrWPTmvF3hHVTcO5xAQXkZ47NuYXBpt4fYhwD2qmn2QbQE80YMxzwF+raod4dgrTb4OS+1Y4b3y8h9gdWAnoFNV/wigqj5wCnBkmC+jFZN86ihqEN6htvqaiPwGeBbYrmh7YtjuLhGZIaYCzDGR888Oq6U8CKwV2b8k8r7buZFx/xDuv19EmsJjh4nIiyLygojcGOnnUBF5KtRufy8ibg33bSmQvS/bAXdiimgAfAv4Xdj3OsCbquqHv3KuEpHHROQDEdlWRG4QkTdF5JrIfERELgH+oWGOd4ulHFZ4r4SISdq/J/ASsB5QkM5VTUraDzHCfT/gPlV9E5gnIlNrGGIt4AY1KVY/iG6r6gdhmyNVdVNMboqTRGS4iGyKeUBsAnwZ2KxM/93ODfevgdFY1wMWAF8RkfUweTF2UtWNgGyZuXWAg4BtQu3WB75ew7UtwgjrQ4BbgPlAm4hsAqRV9YWw3Z7AfeH7DYB3VXVbTJGBa4AfAOsDXxaRRNjuREyWwANE5Nga5mJZifH6ewKW5UpT1n6L0byvAb5D6RzIEu4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      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "temperature_difference = cell_temperature - df_tmy['DryBulb']\n", + "plt.scatter(tracker_poa, temperature_difference, c=df_tmy['Wspd'])\n", + "plt.colorbar()\n", + "# note you can use LaTeX math in matplotlib labels\n", + "# compare \\degree\" with the unicode symbol above\n", + "plt.ylabel('Temperature rise above ambient [$\\degree C$]')\n", + "plt.xlabel('POA Irradiance [$W/m^2$]');\n", + "plt.title('Cell temperature rise, colored by wind speed');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The main trend is a bigger temperature difference as incident irradiance increases. However, this plot shows that higher wind speed reduces the effect -- faster wind means more convective cooling, so a lower cell temperature than it would be in calm air.\n", + "\n", + "Note: the gap at the upper edge of the trend is an artifact of the low resolution of wind speed values in this TMY dataset; there are no values between 0 and 0.3 m/s." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Pop Quiz\n", + "Now it's your turn. There's another, older TMY3 file in the pvlib data folder: \"703165TY.csv\".\n", + "1. Create a path to the TMY3 file: \"703165TY.csv\" using `DATA_DIR` and the `/` operator\n", + "2. read the timeseries and metadata from the file\n", + "3. What is the name of the station in the metadata?\n", + "4. Assuming a glass polymer module on a horizontally flat rooftop, use the SAPM to calculate the cell temperature\n", + " - What is the plane of array irradiance incident on the horizontal rooftop module?\n", + " - What parameters should be used for a rooftop module?\n", + "5. In the same plot compare the first week of ambient temperature data with the calculated cell temperatures" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "mypath = DATA_DIR / 'path to TMY3 file goes here'\n", + "# now use pvlib.iotools.read_tmy3 to get the data, what station is it?\n" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "# make a plot of the 1st week ambient & calculated cell temperatures\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\"Creative
      This work is licensed under a Creative Commons Attribution 4.0 International License." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/_sources/Tutorial 4 - Model a Module's Performance.ipynb b/_sources/Tutorial 4 - Model a Module's Performance.ipynb new file mode 100644 index 0000000..f217792 --- /dev/null +++ b/_sources/Tutorial 4 - Model a Module's Performance.ipynb @@ -0,0 +1,913 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![tutorialpromo](images/tutorial_banner.PNG)\n", + "\n", + "# Tutorial 4 - PV Module Performance\n", + "\n", + "Now that we know how to obtain the plane of array (POA) irradiance and cell temperature, let's calculate a module's performance assuming a subset of irradiance and temperature conditions. The objectives for this tutorial are to use pvlib python to do the following:\n", + "\n", + "1. Retrieve a set of module CEC parameters from the latest [NREL System Advisor Model (SAM)](https://sam.nrel.gov/) library.\n", + "2. Calculate the single diode model (SDM) parameters at standard test conditions (STC) and for a set of PV module test conditions known as IEC61853.\n", + "3. Produce an IV curve for each of the IEC61853 test conditions.\n", + "4. Derive the California Energy Commission (CEC) model parameters based on standard CEC test measurements.\n", + "\n", + "![Overview](images/tutorial_4_overview.PNG)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## PV Concepts:\n", + "\n", + "- STC Parameters\n", + "- IV Curve\n", + "- PV module energy conversion models\n", + " - Point Models\n", + " - [PVWatts](https://pvwatts.nrel.gov/)\n", + " - [Sandia Array Performance Model (SAPM)](https://energy.sandia.gov/wp-content/gallery/uploads/043535.pdf)\n", + " - Continuous Models\n", + " - CEC\n", + " - [PVSyst](https://www.pvsyst.com/)\n", + " - [DeSoto](https://doi.org/10.1016/j.solener.2005.06.010)\n", + "- Low light and temperature module performance\n", + "- IEC 61853 standard \n", + "\n", + "## Python Concepts:\n", + "\n", + "- [`numpy.meshgrid`](https://numpy.org/doc/stable/reference/generated/numpy.meshgrid.html)\n", + "- `try: except` clauses to catch errors\n", + "- Transpose a Pandas dataframe\n", + "- [Pandas series and index string methods](https://pandas.pydata.org/pandas-docs/stable/user_guide/text.html#string-methods): _e.g._ `df.index.str.startswith('Canadian')` where `df` is a dataframe of PV modules." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Standard Test Conditions (STC)\n", + "\n", + "The most basic condition is called \"standard test conditions\" or STC, which is considered the reference for most PV modules. For example, all of the PV modules in the SAM CEC module database list their nameplate power at STC.\n", + "* irradiance: 1000-W/m²\n", + "* cell temperature: 25°C\n", + "* angle of incidence (AOI): 0°\n", + "* spectrum: AM1.5g (ASTM G-173)\n", + "\n", + "### Air mass (AM)\n", + "\n", + "The standard reference AM1.5g (ASTM G-173) is defined as the solar spectrum of global irradiance that passes through 1.5 atmospheres. For more information see [NREL Solar Spectra](https://www.nrel.gov/grid/solar-resource/spectra.html)." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## IEC 61853 test conditions\n", + "\n", + "Another common set of test conditions is the IEC 61853 standard which provides a PV module test matrix that covers the expected range of inicident irradiance and cell temperatures for PV modules assuming that the irradiance is normal and the solar spectrum is similar to AM1.5g.\n", + "\n", + "* irradiance (W/m²): 100, 200, 400, 600, 800, 1000, 1100\n", + "* module temperature (°C): 15, 25, 50, 75\n", + "* angle of incidence: 0°\n", + "* spectrum: AM1.5g (ASTM G-173)\n", + "\n", + "The figure below shows IEC 61853 test results performed at CFV labs:\n", + "\n", + "![Overview](images/t4_PANOverview.PNG)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Certain combinations are excluded because they're unlikely: (1100-W/m², 15°C), (400-W/m², 75°C), (200-W/m², 50°C), (200-W/m², 75°C), (100-W/m², 50°C), and (100-W/m², 75°C). The figure below shows SAM parametrs fit to IEC61853 test results for two different cell technologies. The white space shows combinations of irradiance and temperature which were intentionally excluded from testing.\n", + "\n", + "![Overview](images/t4_SingleDiodeParameterBehavior_to_TemperatureandIrradiance.PNG)\n", + "\n", + "Attribution: [NREL Dobos, Freeman 2019](https://www.nrel.gov/docs/fy19osti/68637.pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "# import pvlib and other useful python packages\n", + "import pvlib\n", + "import numpy as np\n", + "from matplotlib import pyplot as plt\n", + "import pandas as pd" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[array([[15, 25, 50, 75],\n", + " [15, 25, 50, 75],\n", + " [15, 25, 50, 75],\n", + " [15, 25, 50, 75],\n", + " [15, 25, 50, 75],\n", + " [15, 25, 50, 75],\n", + " [15, 25, 50, 75]]),\n", + " array([[ 100, 100, 100, 100],\n", + " [ 200, 200, 200, 200],\n", + " [ 400, 400, 400, 400],\n", + " [ 600, 600, 600, 600],\n", + " [ 800, 800, 800, 800],\n", + " [1000, 1000, 1000, 1000],\n", + " [1100, 1100, 1100, 1100]])]" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# set STC reference conditions\n", + "E0 = 1000 # W/m^2\n", + "T0 = 25 # degC\n", + "\n", + "# set the IEC61853 test matrix\n", + "E_IEC61853 = [100, 200, 400, 600, 800, 1000, 1100] # irradiances [W/m^2]\n", + "T_IEC61853 = [15, 25, 50, 75] # temperatures [degC]\n", + "\n", + "# create a meshgrid of temperatures and irradiances\n", + "# for all 28 combinations in the test matrix\n", + "IEC61853 = np.meshgrid(T_IEC61853, E_IEC61853)\n", + "\n", + "# meshgrid returns two 2-D arrays in the same order as the input arguments\n", + "# so the first item in the output is a 2-D array of temperatures and\n", + "# the second item is the mesh of irradiances\n", + "# display temperature and irradiance test matrices\n", + "IEC61853" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Single Diode Model (SDM) & IV Curve\n", + "\n", + "PV module performance can be modeled using *point* or *continuous* IV-curve models. \n", + "\n", + "Point models like PVWatts and The Sandia Array Performance Model (SAPM, _aka_ King model) yield the current (I), voltage (V), and power (P) at a single or discrete set of points. \n", + "PVWatts only yields the performance at the max power point (MPP) of the module, whereas the SAPM also yields the short circuit current (Isc), open circuit voltage (Voc).\n", + "\n", + "Continuous IV curve models like the CEC, PVsyst, and DeSoto models yield a relation between current and voltage called an IV curve, and therefore yield a continuous set of (V, I) points spanning from Isc to Voc and beyond. The domain of the IV curve is in quadrants 1, 2, and 4 where voltage is on the horizontal and current is on the vertical axis. The figure below from [PV Education PVCDROM](https://www.pveducation.org/pvcdrom/welcome-to-pvcdrom) shows an IV curve of an \"ideal\" cell.\n", + "\n", + "[![IV curve](https://www.pveducation.org/sites/default/files/PVCDROM/Modules/Images/NONIDEAL.gif)](https://www.pveducation.org/pvcdrom/modules-and-arrays/mismatch-effects)\n", + "\n", + "Attribution: [PV Education, UNSW, ASU, _et al._](https://www.pveducation.org/pvcdrom/modules-and-arrays/mismatch-effects)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The IV curve relationship is based on an electrical analog called the \"single diode model\" or SDM which is defined by 5 parameters: the light current ($I_L$), shunt resistance ($R_{sh}$), series resistance ($R_s$), diode saturation current ($I_o$ or $I_{sat}$), and the diode ideality factor ($n$). Other symbols for diode ideality factor are ($\\gamma$) used by PVsyst and ($a$) used by SAM, but ($\\gamma$) is also frequently used for power temperature coefficient. This \"ideal\" cell is described by the electrical schematic drawing below.\n", + "\n", + "[![single diode model](https://pvpmc.sandia.gov/wp-content/uploads/2012/04/Single-Diode-EC2.png)](https://pvpmc.sandia.gov/modeling-steps/2-dc-module-iv/diode-equivalent-circuit-models/)\n", + "\n", + "Attribution: [Sandia NL PV Performance Modeling Collaborative](https://pvpmc.sandia.gov/modeling-steps/2-dc-module-iv/diode-equivalent-circuit-models/)\n", + "\n", + "Combining the components in the SDM using Ohm's and Kirchhoff's laws yields the following equation, which is implicit because current (I) is on both sides of the equation, and cannot be solved explicitly:\n", + "\n", + "$$ I = I_L - I_o \\left( \\exp \\left( \\frac{V + I R_s}{n V_T} \\right) - 1 \\right) - \\frac{V + I R_s}{R_{sh}} $$\n", + "\n", + "with the diode voltage ($V_D = V + I R_s$), the diode current ($I_D$) given by the ideal diode equation:\n", + "\n", + "$$ I_D = I_o \\left( \\exp \\left( \\frac{V_D}{n V_T} \\right) - 1 \\right) $$\n", + "\n", + "the thermal voltage ($V_T = k_T / q_e$), elementary charge ($q_e$), Boltzmann constant ($k_T$), and the shunt current ($I_{sh} = V_D / R_{sh}$)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## CEC Model (_aka_ SAM or 6-parameter model)\n", + "\n", + "The California Energy Commision (CEC) contracted authorized testing labs to measure at STC the nameplate power (Pmp), Isc, Voc, and the MPP voltage and current (Vmp, Imp), as well as Isc and Voc temperature coefficients, the module dimensions, the number of series cells (Ns), parallel substrings (Np), module area in m² (Ac), and more. Tables of the CEC module parameters are available from the [Solar Equipment Lists](https://www.energy.ca.gov/programs-and-topics/programs/solar-equipment-lists). These measurements have been fit to the SDM by the NREL System Advisor Model (SAM) and stored in a CSV file that is bundled with SAM. You can access the [SAM library on GitHub](https://github.com/NREL/SAM/tree/develop/deploy/libraries). This SAM library of module coefficients derived from the CEC measurements are collectively called CEC modules and the SAM model that uses the derived SDM coefficients is called the CEC model. The CEC model used in SAM is sometimes also called the 6-parameter model because of the `Adjust` additional parameter which differentiates it from the DeSoto model.\n", + "\n", + "### pvlib python\n", + "\n", + "There are several functions we can use in pvlib python:\n", + "\n", + "* [`pvlib.pvsystem.retrieve_sam()`](https://pvlib-python.readthedocs.io/en/latest/generated/pvlib.pvsystem.retrieve_sam.html#pvlib.pvsystem.retrieve_sam)\n", + "* [`pvlib.pvsystem.calcparams_cec()`](https://pvlib-python.readthedocs.io/en/latest/generated/pvlib.pvsystem.calcparams_cec.html)\n", + "* [`pvlib.pvsystem.singlediode()`](https://pvlib-python.readthedocs.io/en/latest/generated/pvlib.pvsystem.singlediode.html)\n", + "* [`pvlib.ivtools.sdm.fit_cec_sam()`](https://pvlib-python.readthedocs.io/en/latest/generated/pvlib.ivtools.sdm.fit_cec_sam.html)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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      TechnologyBifacialSTCPTCA_cLengthWidthN_sI_sc_refV_oc_ref...a_refI_L_refI_o_refR_sR_sh_refAdjustgamma_rBIPVVersionDate
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      A10Green_Technology_A10J_S72_180Mono-c-Si0179.928155.71.31.5760.825725.3144.06...1.9884145.3161480.00.299919259.04794316.418983-0.5072NSAM 2018.11.11 r21/3/2019
      A10Green_Technology_A10J_S72_185Mono-c-Si0184.7016160.21.31.5760.825725.4344.14...1.9848175.4356760.00.311962298.42443815.688233-0.5072NSAM 2018.11.11 r21/3/2019
      A10Green_Technology_A10J_M60_220Multi-c-Si0219.876189.11.6241.6320.995607.9536.06...1.6730947.9590620.00.140393123.16840421.875164-0.5196NSAM 2018.11.11 r21/3/2019
      A10Green_Technology_A10J_M60_225Multi-c-Si0224.9856193.51.6241.6320.995608.0436.24...1.6717828.0472060.00.14737164.41947920.698376-0.5196NSAM 2018.11.11 r21/3/2019
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      " + ], + "text/plain": [ + " Technology Bifacial STC PTC A_c \\\n", + "A10Green_Technology_A10J_S72_175 Mono-c-Si 0 175.0914 151.2 1.3 \n", + "A10Green_Technology_A10J_S72_180 Mono-c-Si 0 179.928 155.7 1.3 \n", + "A10Green_Technology_A10J_S72_185 Mono-c-Si 0 184.7016 160.2 1.3 \n", + "A10Green_Technology_A10J_M60_220 Multi-c-Si 0 219.876 189.1 1.624 \n", + "A10Green_Technology_A10J_M60_225 Multi-c-Si 0 224.9856 193.5 1.624 \n", + "\n", + " Length Width N_s I_sc_ref V_oc_ref ... \\\n", + "A10Green_Technology_A10J_S72_175 1.576 0.825 72 5.17 43.99 ... \n", + "A10Green_Technology_A10J_S72_180 1.576 0.825 72 5.31 44.06 ... \n", + "A10Green_Technology_A10J_S72_185 1.576 0.825 72 5.43 44.14 ... \n", + "A10Green_Technology_A10J_M60_220 1.632 0.995 60 7.95 36.06 ... \n", + "A10Green_Technology_A10J_M60_225 1.632 0.995 60 8.04 36.24 ... \n", + "\n", + " a_ref I_L_ref I_o_ref R_s \\\n", + "A10Green_Technology_A10J_S72_175 1.981696 5.175703 0.0 0.316688 \n", + "A10Green_Technology_A10J_S72_180 1.988414 5.316148 0.0 0.299919 \n", + "A10Green_Technology_A10J_S72_185 1.984817 5.435676 0.0 0.311962 \n", + "A10Green_Technology_A10J_M60_220 1.673094 7.959062 0.0 0.140393 \n", + "A10Green_Technology_A10J_M60_225 1.671782 8.047206 0.0 0.14737 \n", + "\n", + " R_sh_ref Adjust gamma_r BIPV \\\n", + "A10Green_Technology_A10J_S72_175 287.102203 16.057121 -0.5072 N \n", + "A10Green_Technology_A10J_S72_180 259.047943 16.418983 -0.5072 N \n", + "A10Green_Technology_A10J_S72_185 298.424438 15.688233 -0.5072 N \n", + "A10Green_Technology_A10J_M60_220 123.168404 21.875164 -0.5196 N \n", + "A10Green_Technology_A10J_M60_225 164.419479 20.698376 -0.5196 N \n", + "\n", + " Version Date \n", + "A10Green_Technology_A10J_S72_175 SAM 2018.11.11 r2 1/3/2019 \n", + "A10Green_Technology_A10J_S72_180 SAM 2018.11.11 r2 1/3/2019 \n", + "A10Green_Technology_A10J_S72_185 SAM 2018.11.11 r2 1/3/2019 \n", + "A10Green_Technology_A10J_M60_220 SAM 2018.11.11 r2 1/3/2019 \n", + "A10Green_Technology_A10J_M60_225 SAM 2018.11.11 r2 1/3/2019 \n", + "\n", + "[5 rows x 25 columns]" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# use pvlib python to retrieve CEC module parameters from the SAM libraries\n", + "# with the \"name\" argument set to \"CECMod\"\n", + "CECMODS = pvlib.pvsystem.retrieve_sam(name='CECMod')\n", + "\n", + "# the CEC modules are a pandas DataFrame oriented as columns, transpose to arrange\n", + "# as indices\n", + "CECMODS.T.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### CEC modules library\n", + "\n", + "Periodically a static copy of CEC module parameters is copied from the SAM library to pvlib python. The modules are roughly named according the following scheme:\n", + "\n", + " \n", + "\n", + "Whitespace, dashes, and other non-alphanumerical characters are all replaced by underscores in pvlib python.\n", + "\n", + "EG: \"Canadian Solar Inc. CS6X-300M\" becomes\n", + "\n", + " Canadian_Solar_Inc__CS6X_300M\n", + " \n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The main CEC module parameters are defined as follows:\n", + "\n", + "| parameter | data type | description and units |\n", + "| ------------ | --------- | --------------------------------------------------------------------------------------------- |\n", + "| `Technology` | string | one of \"Mono-c-Si\", \"Multi-c-Si\", \"Thin Film\", \"CdTe\", or \"CIGS\" families of cells |\n", + "| `Bifacial` | boolean | is bifacial? |\n", + "| `STC` | float | nameplate in W at STC |\n", + "| `PTC` | float | nameplate in W at PVUSA test conditions (1-sun, 20° ambient temperature, 1-m/s windspeed) |\n", + "| `A_c` | float | module area in m² |\n", + "| `Length` | float | module length in m; |\n", + "| `Width` | float | module width in m; |\n", + "| `N_s` | int | number of cells in series |\n", + "| `I_sc_ref` | float | short circuit current in A at reference condition |\n", + "| `V_oc_ref` | float | open circuit voltage in V at reference condition |\n", + "| `I_mp_ref` | float | max power current in A at reference condition |\n", + "| `V_mp_ref` | float | max power voltage in V at reference condition |\n", + "| `alpha_sc` | float | short circuit current temperature coefficient in A/Δ°C |\n", + "| `beta_oc` | float | open circuit voltage temperature coefficient in V/Δ°C |\n", + "| `T_NOCT` | float | normal operating cell temperature in °C |\n", + "| `a_ref` | float | diode ideality factor |\n", + "| `I_L_ref` | float | light or photogenerated current at reference condition in A |\n", + "| `I_o_ref` | float | diode saturation current at reference condition in A |\n", + "| `R_s` | float | series resistance in Ω |\n", + "| `R_sh_ref` | float | shunt resistance at reference condition in Ω |\n", + "| `Adjust` | float | adjustment to short circuit temperature coefficient in % |\n", + "| `gamma_r` | float | power temperature coefficient at reference condition in %/Δ°C |\n", + "| `BIPV` | boolean | is building integrated PV? |" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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      TechnologyBifacialSTCPTCA_cLengthWidthN_sI_sc_refV_oc_ref...a_refI_L_refI_o_refR_sR_sh_refAdjustgamma_rBIPVVersionDate
      Canadian_Solar_Inc__CS5P_220MMono-c-Si0219.961200.11.71.6021.061965.159.4...2.6359265.114260.01.066023381.2544258.619516-0.476NSAM 2018.11.11 r21/3/2019
      Canadian_Solar_Inc__CS6P_220MMono-c-Si0219.775198.51.5491.6150.959607.9736.9...1.5155837.9807840.00.397651293.871094-3.311191-0.436NSAM 2018.11.11 r21/3/2019
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      " + ], + "text/plain": [ + " Technology Bifacial STC PTC A_c \\\n", + "Canadian_Solar_Inc__CS5P_220M Mono-c-Si 0 219.961 200.1 1.7 \n", + "Canadian_Solar_Inc__CS6P_220M Mono-c-Si 0 219.775 198.5 1.549 \n", + "\n", + " Length Width N_s I_sc_ref V_oc_ref ... \\\n", + "Canadian_Solar_Inc__CS5P_220M 1.602 1.061 96 5.1 59.4 ... \n", + "Canadian_Solar_Inc__CS6P_220M 1.615 0.959 60 7.97 36.9 ... \n", + "\n", + " a_ref I_L_ref I_o_ref R_s \\\n", + "Canadian_Solar_Inc__CS5P_220M 2.635926 5.11426 0.0 1.066023 \n", + "Canadian_Solar_Inc__CS6P_220M 1.515583 7.980784 0.0 0.397651 \n", + "\n", + " R_sh_ref Adjust gamma_r BIPV \\\n", + "Canadian_Solar_Inc__CS5P_220M 381.254425 8.619516 -0.476 N \n", + "Canadian_Solar_Inc__CS6P_220M 293.871094 -3.311191 -0.436 N \n", + "\n", + " Version Date \n", + "Canadian_Solar_Inc__CS5P_220M SAM 2018.11.11 r2 1/3/2019 \n", + "Canadian_Solar_Inc__CS6P_220M SAM 2018.11.11 r2 1/3/2019 \n", + "\n", + "[2 rows x 25 columns]" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# One trick to find the modules is to search the indices using string filters\n", + "# For example: find all Candian Solar 220-W mono-Si modules\n", + "cs_220m_mods = CECMODS.T.index.str.startswith('Canadian_Solar') & CECMODS.T.index.str.contains('220M')\n", + "CECMODS.T[cs_220m_mods]" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Technology Mono-c-Si\n", + "Bifacial 0\n", + "STC 219.961\n", + "PTC 200.1\n", + "A_c 1.7\n", + "Length 1.602\n", + "Width 1.061\n", + "N_s 96\n", + "I_sc_ref 5.1\n", + "V_oc_ref 59.4\n", + "I_mp_ref 4.69\n", + "V_mp_ref 46.9\n", + "alpha_sc 0.004539\n", + "beta_oc -0.222156\n", + "T_NOCT 42.4\n", + "a_ref 2.635926\n", + "I_L_ref 5.11426\n", + "I_o_ref 0.0\n", + "R_s 1.066023\n", + "R_sh_ref 381.254425\n", + "Adjust 8.619516\n", + "gamma_r -0.476\n", + "BIPV N\n", + "Version SAM 2018.11.11 r2\n", + "Date 1/3/2019\n", + "Name: Canadian_Solar_Inc__CS5P_220M, dtype: object" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# that was almost too easy, let's use the CS5P-220M\n", + "# NOTE: don't transpose CECMODS, get column with desired module \n", + "CS_220M = CECMODS['Canadian_Solar_Inc__CS5P_220M']\n", + "CS_220M" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Pop Quiz #1\n", + "\n", + "Get any CEC module from the `CECMODS` or pvfree.\n", + "\n", + "* Which module did you get?\n", + "* How did you get it?\n", + "* What is the module's nameplate power, Isc, Voc, Imp, and Vmp?\n", + "* Who is the manufacturer?\n", + "* What cell technology is it?\n", + "* How does it differ from CS5P-220M?" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "*** Sorry, 'your module goes here' wasn't found in CECMODS. Please try again. ***\n" + ] + } + ], + "source": [ + "# use this cell to search CECMODS.T or pvfree\n", + "your_mod = 'your module goes here'\n", + "try:\n", + " your_mod = CECMODS[your_mod]\n", + "except KeyError:\n", + " print(f\"*** Sorry, '{your_mod}' wasn't found in CECMODS. Please try again. ***\")\n", + "else:\n", + " # display your module\n", + " your_mod" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Calculate CEC Parameters\n", + "\n", + "The module parameters are given at the reference condition. Use [`pvlib.pvsystem.calcparams_cec()`](https://pvlib-python.readthedocs.io/en/latest/generated/pvlib.pvsystem.calcparams_cec.html) to generate the five SDM parameters at your desired irradiance and temperature to use with [`pvlib.pvsystem.singlediode()`](https://pvlib-python.readthedocs.io/en/latest/generated/pvlib.pvsystem.singlediode.html) to calculate the IV curve information.\n", + "\n", + "### `nNsVth`, what's this?\n", + "\n", + "The diode ideality factor (n) is combined with the number of cells (Ns) and the thermal voltage (Vth) to create a convenience parameter. This is [syntactic sugar](https://en.wikipedia.org/wiki/Syntactic_sugar)." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[0.50727824, 0.511426 , 0.5217954 , 0.5321648 ],\n", + " [1.01455648, 1.022852 , 1.0435908 , 1.0643296 ],\n", + " [2.02911296, 2.045704 , 2.0871816 , 2.1286592 ],\n", + " [3.04366944, 3.068556 , 3.1307724 , 3.19298881],\n", + " [4.05822592, 4.091408 , 4.1743632 , 4.25731841],\n", + " [5.0727824 , 5.11426 , 5.217954 , 5.32164801],\n", + " [5.58006064, 5.625686 , 5.7397494 , 5.85381281]])" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# finally this is the magic\n", + "temp_cell, effective_irradiance = IEC61853\n", + "cecparams = pvlib.pvsystem.calcparams_cec(\n", + " effective_irradiance=effective_irradiance,\n", + " temp_cell=temp_cell,\n", + " alpha_sc=CS_220M.alpha_sc,\n", + " a_ref=CS_220M.a_ref,\n", + " I_L_ref=CS_220M.I_L_ref,\n", + " I_o_ref=CS_220M.I_o_ref,\n", + " R_sh_ref=CS_220M.R_sh_ref,\n", + " R_s=CS_220M.R_s,\n", + " Adjust=CS_220M.Adjust,\n", + " EgRef=1.121,\n", + " dEgdT=-0.0002677)\n", + "IL, I0, Rs, Rsh, nNsVth = cecparams\n", + "# display the photogenerated current\n", + "IL" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## IV Curve Info\n", + "\n", + "Now that we have the 5 SDM parameters (`IL`, `Io`, `Rs`, `Rsh`, and `nNsVth`) corresponding to each of the test conditions in the IEC61853 test matrix, we can calculate the IV curve information for that irradiance and cell temperature." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 22.47343394, 21.33361989, 18.40248885, 15.37301683,\n", + " 46.09149166, 43.8742866 , 38.16845408, 32.26328096,\n", + " 93.53042326, 89.21121134, 78.09399194, 66.58417955,\n", + " 140.31155148, 133.92211282, 117.4814962 , 100.47025604,\n", + " 186.01690382, 177.57186861, 155.8544359 , 133.40606247,\n", + " 230.45392244, 219.96093865, 192.99618253, 165.16041729,\n", + " 252.16127408, 240.6459279 , 211.06605369, 180.55357125])" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# flatten the meshgrid to allow single diode to broadcast the output\n", + "curve_info = pvlib.pvsystem.singlediode(\n", + " photocurrent=IL.flatten(),\n", + " saturation_current=I0.flatten(),\n", + " resistance_series=Rs,\n", + " resistance_shunt=Rsh.flatten(),\n", + " nNsVth=nNsVth.flatten(),\n", + " ivcurve_pnts=101,\n", + " method='lambertw')\n", + "# display the max power points\n", + "curve_info['p_mp']" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# plot the calculated curves:\n", + "exclude = [(1100, 15), (400, 75), (200, 50), (200, 75), (100, 50), (100, 75)]\n", + "kolor = ['#1f77b4', '#2ca02c', '#8c564b', '#9467bd', '#d62728', '#e377c2', '#ff7f0e']\n", + "f, ax = plt.subplots(2, 2, figsize=(16, 10), sharex=True, sharey=True)\n", + "for m, irr in enumerate(E_IEC61853):\n", + " for n, tc in enumerate(T_IEC61853):\n", + " if (irr, tc) in exclude:\n", + " continue\n", + " i = n + 4*m\n", + " j = n // 2, n % 2\n", + " label = (\n", + " \"$G_{eff}$ \" + f\"{irr} $W/m^2$\"\n", + " )\n", + " ax[j].plot(curve_info['v'][i], curve_info['i'][i], label=label, c=kolor[m])\n", + " v_mp = curve_info['v_mp'][i]\n", + " i_mp = curve_info['i_mp'][i]\n", + " # mark the MPP\n", + " ax[j].plot(v_mp, i_mp, ls='', marker='o', c=kolor[m])\n", + " ax[j].vlines(v_mp, 0, i_mp, linestyle='dashed', color=kolor[m])\n", + " # just repeat this every time doesn't hurt anyone\n", + " ax[j].legend(loc='right')\n", + " if j[0] == 1:\n", + " ax[j].set_xlabel('Module voltage [V]')\n", + " if j[1] == 0:\n", + " ax[j].set_ylabel('Module current [A]')\n", + " ax[j].set_title(f\"{CS_220M.name}, \" + \"$T_{cell}$ \" + f\"{tc} \" + \"$^{\\circ}C$\")\n", + " ax[j].grid(True)\n", + " ax[j].set_xlim([0, 80])\n", + "\n", + "f.tight_layout()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Conclusions\n", + "\n", + "So is this what you expected? What do you notice about the relation between voltage and temperature? What about the relation between current and irradiance? What other patterns do you observe?" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\"Creative
      This work is licensed under a Creative Commons Attribution 4.0 International License." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/_sources/Tutorial 5 - Array Power.ipynb b/_sources/Tutorial 5 - Array Power.ipynb new file mode 100644 index 0000000..c0c9a99 --- /dev/null +++ b/_sources/Tutorial 5 - Array Power.ipynb @@ -0,0 +1,358 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![tutorialpromo](images/tutorial_banner.PNG)\n", + "\n", + "\n", + "# Tutorial 5 - Array Power\n", + "\n", + "This notebook shows how to use pvlib to model an array's output power given POA irradiance and cell temperature.\n", + "\n", + "The physics of a solar cell are fairly complex. Models of a cell's response to light and temperature range from high-level approximations that need only one or two coefficients, to electrical circuit models that require more detailed cell characteristics, to full physics-based semiconductor models. The level of detail should match the application -- first-order approximations can be surprisingly accurate but probably shouldn't be used for financial decisions, while physics-based semiconductor models are rarely practical outside of a laboratory setting.\n", + "\n", + "## Simple PVWatts array power\n", + "\n", + "Here we will demonstrate one of the more basic PV models implemented by pvlib. The PVWatts module model requires only two array parameters -- the array size (nameplate capacity) and the array's efficiency change with cell temperature. Typical array sizes range from a few kW for residential arrays to hundreds of MW for large utility-scale systems. The cell temperature response parameter, often called the module's temperature coefficient, determines the efficiency loss for a temperature increase. For example, a module that produces 100W at test conditions but only 95W when the cell temperature is increased by 10 degrees has a temperature coefficient of -0.5%/°C. Typical temperature coefficients range from -0.5%/°C to -0.2%/°C.\n", + "\n", + "We'll read in weather data, run the irradiance transposition, and model cell temperature as in previous tutorials:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.8.0\n" + ] + } + ], + "source": [ + "import pvlib\n", + "import pandas as pd # for data wrangling\n", + "import matplotlib.pyplot as plt # for visualization\n", + "import pathlib # for finding the example dataset\n", + "\n", + "print(pvlib.__version__)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "DATA_DIR = pathlib.Path(pvlib.__file__).parent / 'data'\n", + "df_tmy, metadata = pvlib.iotools.read_tmy3(DATA_DIR / '723170TYA.CSV', coerce_year=1990)\n", + "\n", + "location = pvlib.location.Location(latitude=metadata['latitude'],\n", + " longitude=metadata['longitude'])\n", + "\n", + "times = df_tmy.index - pd.Timedelta('30min')\n", + "solar_position = location.get_solarposition(times)\n", + "solar_position.index += pd.Timedelta('30min')\n", + "\n", + "tracker_data = pvlib.tracking.singleaxis(solar_position['apparent_zenith'],\n", + " solar_position['azimuth'],\n", + " axis_azimuth=180,\n", + " )\n", + "tilt = tracker_data['surface_tilt'].fillna(0)\n", + "azimuth = tracker_data['surface_azimuth'].fillna(0)\n", + "\n", + "df_poa_tracker = pvlib.irradiance.get_total_irradiance(surface_tilt=tilt,\n", + " surface_azimuth=azimuth,\n", + " dni=df_tmy['DNI'],\n", + " ghi=df_tmy['GHI'],\n", + " dhi=df_tmy['DHI'],\n", + " solar_zenith=solar_position['apparent_zenith'],\n", + " solar_azimuth=solar_position['azimuth'])\n", + "tracker_poa = df_poa_tracker['poa_global']\n", + "\n", + "parameters = pvlib.temperature.TEMPERATURE_MODEL_PARAMETERS['sapm']['open_rack_glass_polymer']\n", + "cell_temperature = pvlib.temperature.sapm_cell(tracker_poa,\n", + " df_tmy['DryBulb'],\n", + " df_tmy['Wspd'],\n", + " **parameters)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "For demonstration purposes, we'll assume a 1kW array with a temperature coefficient of -0.4%/°C:" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "gamma_pdc = -0.004 # divide by 100 to go from %/°C to 1/°C\n", + "nameplate = 1e3\n", + "\n", + "array_power = pvlib.pvsystem.pvwatts_dc(tracker_poa, cell_temperature, nameplate, gamma_pdc)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "array_power.head(24*7).plot()\n", + "plt.ylabel('Array Power [W]');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let's take a look at the array's response to irradiance and temperature:" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.scatter(tracker_poa, array_power, c=df_tmy['DryBulb'])\n", + "plt.colorbar()\n", + "plt.ylabel('Array Power [W]')\n", + "plt.xlabel('POA Irradiance [W/m^2]')\n", + "plt.title('Power vs POA, colored by amb. temp.');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This plot shows a strong, near-linear trend of power with POA irradiance. However, it also shows a performance change with temperature -- as ambient temperature increases, array output drops. The gradient is smoother if we color by cell temperature:" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.scatter(tracker_poa, array_power, c=cell_temperature)\n", + "plt.colorbar()\n", + "plt.ylabel('Array Power [W]')\n", + "plt.xlabel('POA Irradiance [W/m^2]')\n", + "plt.title('Power vs POA, colored by cell temp.');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can also compare with a hypothetical module with a smaller temperature coefficient, which shows a correspondingly smaller temperature effect:" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "array_power_low_tempco = pvlib.pvsystem.pvwatts_dc(tracker_poa, cell_temperature, nameplate, -0.002)\n", + "plt.scatter(tracker_poa, array_power_low_tempco, c=df_tmy['DryBulb'])\n", + "plt.colorbar()\n", + "plt.ylabel('Array Power [W]')\n", + "plt.xlabel('POA Irradiance [W/m^2]')\n", + "plt.title('Power vs POA, colored by amb. temp.');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Another way of viewing the temperature effect is to compare monthly energy production with monthly POA insolation, noticing how production dips relative to insolation in the summertime. Note that insolation and production happen to be about the same scale here; that's just a coincidence because of the array size we chose." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0, 0.5, 'Energy [Wh]')" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "df_plot = pd.DataFrame({\n", + " 'POA': tracker_poa,\n", + " 'Production': array_power,\n", + "})\n", + "# summing hourly power (W) gives (W h)\n", + "df_plot.resample('M').sum().plot.bar()\n", + "plt.ylabel('Energy [Wh]')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## AC/DC\n", + "PVWatts has a simplified inverter model. Use [`pvlib.inverter.pvwatts(pdc, pdc0)`](https://pvlib-python.readthedocs.io/en/stable/generated/pvlib.inverter.pvwatts.html) to return the AC output given DC output, `pdc`, and the DC limit, `pdc0` which is the AC rated power over the nominal inverter efficiency.\n", + "\n", + "Recall we assumed a 1kW array, so we'll continue the hypothetical case and assume an AC size of 800W, a DC/AC ratio of 1.2. The default PVWatts nominal inverter efficiency is 0.96 which we use to get `pdc0`." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "pdc0 = 800/0.96 # W\n", + "ac = pvlib.inverter.pvwatts(array_power, pdc0)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.rcParams['font.size'] = 14\n", + "ax = ac.resample('D').sum().plot(figsize=(15, 10), label='AC')\n", + "array_power.resample('D').sum().plot(ax=ax, label='DC')\n", + "plt.title('AC Power')\n", + "plt.ylabel('Output [Wh/day]')\n", + "plt.grid()\n", + "plt.legend()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\"Creative
      This work is licensed under a Creative Commons Attribution 4.0 International License." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/_sources/Tutorial A - Single Diode Model.ipynb b/_sources/Tutorial A - Single Diode Model.ipynb new file mode 100644 index 0000000..2123507 --- /dev/null +++ b/_sources/Tutorial A - Single Diode Model.ipynb @@ -0,0 +1,373 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![tutorialpromo](images/tutorial_banner.PNG)\n", + "\n", + "\n", + "# Tutorial A - Single Diode Model\n", + "\n", + "Let's put together what we know of modeling POA irradiance and cell temperature and calculate a module's performance.\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "# import pvlib and other useful python packages\n", + "import pvlib\n", + "import pandas as pd\n", + "from matplotlib import pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# a \"typical meteorological year\" or TMY is made of individual months\n", + "# cherry picked from several years, but to run a simulation we need\n", + "# to calculate solar positions for an actual year. EG: PVsyst defaults\n", + "# to 1990\n", + "YEAR = 1990\n", + "STARTDATE = '%d-01-01T00:00:00' % YEAR\n", + "ENDDATE = '%d-12-31T23:59:59' % YEAR\n", + "TIMES = pd.date_range(start=STARTDATE, end=ENDDATE, freq='H')" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# pvlib python can retrieve CEC module and inverter parameters from the\n", + "# SAM libraries\n", + "CECMODS = pvlib.pvsystem.retrieve_sam('CECMod')\n", + "INVERTERS = pvlib.pvsystem.retrieve_sam('CECInverter')\n", + "\n", + "# It can be tricky to find the modules you want so you can visit their\n", + "# GitHub page to search the CSV files manually, or use pvfree\n", + "# https://pvfree.herokuapp.com/cec_modules/ and ditto for inverters\n", + "# https://pvfree.herokuapp.com/pvinverters/\n", + "# NOTE: whitespace, hyphens, dashes, etc. are replaced by underscores\n", + "# These are some basic 300-W Canadian Solar poly and mono Si modules\n", + "CECMOD_POLY = CECMODS['Canadian_Solar_Inc__CS6X_300P']\n", + "CECMOD_MONO = CECMODS['Canadian_Solar_Inc__CS6X_300M']" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# here's a trick, transpose the database, and search the index using\n", + "# strings\n", + "INVERTERS.T[INVERTERS.T.index.str.startswith('SMA_America__STP')]\n", + "# Vac Pso Paco ... Mppt_high CEC_Date CEC_Type\n", + "# SMA_America__STP_33_US_41__480V_ 480 126.152641 33300.0 ... 800.0 NaN Utility Interactive\n", + "# SMA_America__STP_50_US_41__480V_ 480 111.328354 50010.0 ... 800.0 1/2/2019 Utility Interactive\n", + "# SMA_America__STP_60_US_10__400V_ 400 97.213982 59860.0 ... 800.0 NaN Utility Interactive\n", + "# SMA_America__STP_60_US_10__480V_ 480 116.969749 60000.0 ... 800.0 NaN Utility Interactive\n", + "# SMA_America__STP_62_US_41__480V_ 480 133.166687 62500.0 ... 800.0 NaN Utility Interactive\n", + "# SMA_America__STP12000TL_US_10__480V_ 480 56.013401 12000.0 ... 800.0 10/15/2018 Utility Interactive\n", + "# SMA_America__STP15000TL_US_10__480V_ 480 52.128044 15000.0 ... 800.0 10/15/2018 Utility Interactive\n", + "# SMA_America__STP20000TL_US_10__480V_ 480 46.517708 20000.0 ... 800.0 10/15/2018 Utility Interactive\n", + "# SMA_America__STP24000TL_US_10__480V_ 480 46.893803 24060.0 ... 800.0 10/15/2018 Utility Interactive\n", + "# SMA_America__STP30000TL_US_10__480V_ 480 62.93433 30010.0 ... 800.0 10/15/2018 Utility Interactive\n", + "# SMA_America__STP50_US_40__480V_ 480 125.080681 50072.0 ... 800.0 10/15/2018 Utility Interactive\n", + "\n", + "# that was almost too easy, let's use the 60-kW Sunny TriPower, it's a good inverter.\n", + "INVERTER_60K = INVERTERS['SMA_America__STP_60_US_10__480V_']" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "# I know we already did this in the other tutorials, but now we have\n", + "# to do it again, sorry. Think of it as a review or pop quiz\n", + "# we need to get:\n", + "# * weather\n", + "# * solar position\n", + "# * PV surface orientation, aoi, etc.\n", + "# * plane of array irradiance\n", + "# * module temperatures\n", + "# but first we need to know where in the world are we?\n", + "LATITUDE, LONGITUDE = 40.5137, -108.5449" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# now we can get some weather, before we used TMY,\n", + "# now we'll get some data from PVGIS\n", + "data, months, inputs, meta = pvlib.iotools.get_pvgis_tmy(lat=LATITUDE, lon=LONGITUDE)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "# get solar position\n", + "data.index = TIMES\n", + "sp = pvlib.solarposition.get_solarposition(\n", + " TIMES, LATITUDE, LONGITUDE)\n", + "solar_zenith = sp.apparent_zenith.values\n", + "solar_azimuth = sp.azimuth.values" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "# get tracker positions\n", + "tracker = pvlib.tracking.singleaxis(solar_zenith, solar_azimuth)\n", + "surface_tilt = tracker['surface_tilt']\n", + "surface_azimuth = tracker['surface_azimuth']\n", + "aoi = tracker['aoi']" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "# get irradiance\n", + "dni = data['Gb(n)'].values\n", + "ghi = data['G(h)'].values\n", + "dhi = data['Gd(h)'].values\n", + "surface_albedo = 0.25\n", + "temp_air = data['T2m'].values\n", + "dni_extra = pvlib.irradiance.get_extra_radiation(TIMES).values\n", + "\n", + "# we use the Hay Davies transposition model\n", + "poa_sky_diffuse = pvlib.irradiance.get_sky_diffuse(\n", + " surface_tilt, surface_azimuth, solar_zenith, solar_azimuth,\n", + " dni, ghi, dhi, dni_extra=dni_extra, model='haydavies')\n", + "poa_ground_diffuse = pvlib.irradiance.get_ground_diffuse(\n", + " surface_tilt, ghi, albedo=surface_albedo)\n", + "poa = pvlib.irradiance.poa_components(\n", + " aoi, dni, poa_sky_diffuse, poa_ground_diffuse)\n", + "poa_direct = poa['poa_direct']\n", + "poa_diffuse = poa['poa_diffuse']\n", + "poa_global = poa['poa_global']\n", + "iam = pvlib.iam.ashrae(aoi)\n", + "effective_irradiance = poa_direct*iam + poa_diffuse" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "# module temperature\n", + "temp_cell = pvlib.temperature.pvsyst_cell(poa_global, temp_air)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "# finally this is the magic\n", + "cecparams = pvlib.pvsystem.calcparams_cec(\n", + " effective_irradiance, temp_cell,\n", + " CECMOD_MONO.alpha_sc, CECMOD_MONO.a_ref,\n", + " CECMOD_MONO.I_L_ref, CECMOD_MONO.I_o_ref,\n", + " CECMOD_MONO.R_sh_ref, CECMOD_MONO.R_s, CECMOD_MONO.Adjust)\n", + "mpp = pvlib.pvsystem.max_power_point(*cecparams, method='newton')\n", + "mpp = pd.DataFrame(mpp, index=TIMES)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# the goods\n", + "mpp.p_mp.resample('D').sum().plot(title='Daily Energy')" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "# now your turn, do the same thing for the poly-Si module.\n", + "# how does it compare?\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## String Length\n", + "Before we can do the AC side we need to build up our array. The first thing is the string length, which is determined by the open circuit voltage, the lowest expected temperature at the site, and the open circuit temperature coefficient." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(52.2110052, 15, 783.165078, 4500.45, 17, 76507.65, 1.2751275)" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "temp_ref = 25.0 # degC\n", + "dc_ac = 1.3\n", + "# maximum open circuit voltage\n", + "MAX_VOC = CECMOD_MONO.V_oc_ref + CECMOD_MONO.beta_oc * (temp_air.min() - temp_ref)\n", + "STRING_LENGTH = int(INVERTER_60K['Vdcmax'] // MAX_VOC)\n", + "STRING_VOLTAGE = STRING_LENGTH * MAX_VOC\n", + "STRING_OUTPUT = CECMOD_MONO.STC * STRING_LENGTH\n", + "STRING_COUNT = int(dc_ac * INVERTER_60K['Paco'] // STRING_OUTPUT)\n", + "DC_CAPACITY = STRING_COUNT * STRING_OUTPUT\n", + "DCAC = DC_CAPACITY / INVERTER_60K['Paco']\n", + "MAX_VOC, STRING_LENGTH, STRING_VOLTAGE, STRING_OUTPUT, STRING_COUNT, DC_CAPACITY, DCAC" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## AC Output\n", + "The [Sandia grid inverter](https://energy.sandia.gov/wp-content/gallery/uploads/Performance-Model-for-Grid-Connected-Photovoltaic-Inverters.pdf) is a convenient model. The coefficients in the NREL SAM library are derived from California Energy Commision (CEC) testing (see [CEC Solar Equipment List](https://www.energy.ca.gov/programs-and-topics/programs/solar-equipment-lists)). Use [`pvlib.inverter.sandia`](https://pvlib-python.readthedocs.io/en/stable/generated/pvlib.inverter.sandia.html) to calculate AC output given DC voltage and power and the inverter parameters from the NREL SAM library which we downloaded earlier into `INVERTER_60K` for the SMA STP 60kW inverter." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "60000.0" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "EDAILY = mpp.p_mp * STRING_LENGTH * STRING_COUNT\n", + "AC_OUTPUT = pvlib.inverter.sandia(\n", + " mpp.v_mp * STRING_LENGTH,\n", + " mpp.p_mp * STRING_LENGTH * STRING_COUNT,\n", + " INVERTER_60K)\n", + "AC_OUTPUT.max()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# the goods\n", + "plt.rcParams['font.size'] = 14\n", + "ax = EDAILY.resample('D').sum().plot(figsize=(15, 10), label='DC', title='Daily Energy')\n", + "AC_OUTPUT.resample('D').sum().plot(ax=ax, label='AC')\n", + "plt.ylabel('Energy [Wh/day]')\n", + "plt.legend()\n", + "plt.grid()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\"Creative
      This work is licensed under a Creative Commons Attribution 4.0 International License." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/_sources/Tutorial B - pvfree.ipynb b/_sources/Tutorial B - pvfree.ipynb new file mode 100644 index 0000000..4043e6e --- /dev/null +++ b/_sources/Tutorial B - pvfree.ipynb @@ -0,0 +1,143 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![tutorialpromo](images/tutorial_banner.PNG)\n", + "\n", + "\n", + "# Tutorial B - pvfree\n", + "\n", + "Another option to get CEC module parameters is to use [pvfree](https://pvfree.herokuapp.com). \n", + "\n", + "\n", + "\n", + "You can search the table of the [CEC modules](https://pvfree.herokuapp.com/cec_modules/). Once you find the desired module, you can get a JSON dictionary of the CEC module parameters from the API. For example, [Canadian Solar Inc. CS5P-220M](https://pvfree.herokuapp.com/cec_modules/1733/) can be downloaded from the API here: https://pvfree.herokuapp.com/api/v1/cecmodule/1733/?format=json. You can copy and paste or use python to call the API. The API also has search filters you can use. For example: https://pvfree.herokuapp.com/api/v1/cecmodule/?format=json&Name__istartswith=canadian&STC__gt=219&STC__lt=221 searches for all modules starting with \"canadian\" and with nameplate between 219-W and 221-W which returns a list of 6 modules in a JSON dictionary. Limiting the short circuit currentl (Isc) to less than 6-A reduces this list to 2 modules." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Total count of Canadian Solar 220-W with Isc < 6A: 2\n" + ] + }, + { + "data": { + "text/plain": [ + "[{'A_c': 1.7,\n", + " 'Adjust': 8.619516,\n", + " 'BIPV': False,\n", + " 'Bifacial': False,\n", + " 'Date': '2018-11-04',\n", + " 'I_L_ref': 5.11426,\n", + " 'I_mp_ref': 4.69,\n", + " 'I_o_ref': 8.102508e-10,\n", + " 'I_sc_ref': 5.1,\n", + " 'Length': 1.602,\n", + " 'N_s': 96,\n", + " 'Name': 'Canadian Solar Inc. CS5P-220M',\n", + " 'PTC': 200.1,\n", + " 'R_s': 1.066023,\n", + " 'R_sh_ref': 381.254425,\n", + " 'STC': 219.961,\n", + " 'T_NOCT': 42.4,\n", + " 'Technology': 'Mono-c-Si',\n", + " 'V_mp_ref': 46.9,\n", + " 'V_oc_ref': 59.4,\n", + " 'Version': 'SAM 2018.10.29',\n", + " 'Width': 1.061,\n", + " 'a_ref': 2.635926,\n", + " 'alpha_sc': 0.004539,\n", + " 'beta_oc': -0.222156,\n", + " 'created_on': '2019-02-12',\n", + " 'gamma_r': -0.476,\n", + " 'id': 1733,\n", + " 'modified_on': '2019-02-12',\n", + " 'resource_uri': '/api/v1/cecmodule/1733/'},\n", + " {'A_c': 1.639,\n", + " 'Adjust': 2.227195,\n", + " 'BIPV': False,\n", + " 'Bifacial': False,\n", + " 'Date': '2018-11-04',\n", + " 'I_L_ref': 5.05607,\n", + " 'I_mp_ref': 4.73,\n", + " 'I_o_ref': 9.957448e-11,\n", + " 'I_sc_ref': 5.05,\n", + " 'Length': 1.579,\n", + " 'N_s': 96,\n", + " 'Name': 'Canadian Solar Inc. CS5P-220P',\n", + " 'PTC': 193.1,\n", + " 'R_s': 1.00467,\n", + " 'R_sh_ref': 835.904785,\n", + " 'STC': 220.418,\n", + " 'T_NOCT': 51.4,\n", + " 'Technology': 'Multi-c-Si',\n", + " 'V_mp_ref': 46.6,\n", + " 'V_oc_ref': 58.3,\n", + " 'Version': 'SAM 2018.10.29',\n", + " 'Width': 1.038,\n", + " 'a_ref': 2.366377,\n", + " 'alpha_sc': 0.0025,\n", + " 'beta_oc': -0.196588,\n", + " 'created_on': '2019-02-12',\n", + " 'gamma_r': -0.43,\n", + " 'id': 1734,\n", + " 'modified_on': '2019-02-12',\n", + " 'resource_uri': '/api/v1/cecmodule/1734/'}]" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import urllib, json\n", + "params = urllib.parse.urlencode({\n", + " 'Name__istartswith': 'canadian',\n", + " 'STC__gt': 219, 'STC__lt': 221,\n", + " 'I_sc_ref__lt': 6})\n", + "with urllib.request.urlopen(f'https://pvfree.herokuapp.com/api/v1/cecmodule/?{params}') as fp:\n", + " cs_220_mods = json.load(fp)\n", + "print(f\"Total count of Canadian Solar 220-W with Isc < 6A: {cs_220_mods['meta']['total_count']}\")\n", + "cs_220_mods['objects']" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/_static/__init__.py b/_static/__init__.py new file mode 100644 index 0000000..e69de29 diff --git a/_static/__pycache__/__init__.cpython-37.pyc b/_static/__pycache__/__init__.cpython-37.pyc new file mode 100644 index 0000000000000000000000000000000000000000..9186472cd9a09c482b8f0a3f01ea493591bfba10 GIT binary patch literal 190 zcmZ?b<>g`kg2iw4C4lJ1AOZ#$feZ&AE@lA|DGb33nv8xc8Hzx{2;x_|ettoTenx(A zNoq<-etu4JVsb{Ren4eOMt+{Yv7Wh}p@DvdnTdW*W|DpZSQIFzUz}Nzs#}nloSm4S zTC87Okdc{J5ucQwpB-P4k(!&TUtE${l9{X@AD@|*SrQ+wS5SG2!zMRBr8Fni4&;E( HK+FIDCQLJ` literal 0 HcmV?d00001 diff --git a/_static/basic.css b/_static/basic.css new file mode 100644 index 0000000..5d8ae08 --- /dev/null +++ b/_static/basic.css @@ -0,0 +1,861 @@ +/* + * basic.css + * ~~~~~~~~~ + * + * Sphinx stylesheet -- basic theme. + * + * :copyright: Copyright 2007-2021 by the Sphinx team, see AUTHORS. + * :license: BSD, see LICENSE for details. + * + */ + +/* -- main layout ----------------------------------------------------------- */ + +div.clearer { + clear: both; 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+ top: .2em; + right: .2em; + width: 1em; + height: 1em; + opacity: .3; + transition: opacity 0.5s; + border: none; + user-select: none; +} + +div.highlight { + position: relative; +} + +a.copybtn > img { + vertical-align: top; + margin: 0; + top: 0; + left: 0; + position: absolute; +} + +.highlight:hover .copybtn { + opacity: 1; +} + +/** + * A minimal CSS-only tooltip copied from: + * https://codepen.io/mildrenben/pen/rVBrpK + * + * To use, write HTML like the following: + * + *

      Short

      + */ + .o-tooltip--left { + position: relative; + } + + .o-tooltip--left:after { + opacity: 0; + visibility: hidden; + position: absolute; + content: attr(data-tooltip); + padding: 2px; + top: 0; + left: -.2em; + background: grey; + font-size: 1rem; + color: white; + white-space: nowrap; + z-index: 2; + border-radius: 2px; + transform: translateX(-102%) translateY(0); + transition: opacity 0.2s cubic-bezier(0.64, 0.09, 0.08, 1), transform 0.2s cubic-bezier(0.64, 0.09, 0.08, 1); +} + +.o-tooltip--left:hover:after { + display: block; + opacity: 1; + visibility: visible; + transform: translateX(-100%) translateY(0); + transition: opacity 0.2s cubic-bezier(0.64, 0.09, 0.08, 1), transform 0.2s cubic-bezier(0.64, 0.09, 0.08, 1); + transition-delay: .5s; +} diff --git a/_static/copybutton.js b/_static/copybutton.js new file mode 100644 index 0000000..65a5916 --- /dev/null +++ b/_static/copybutton.js @@ -0,0 +1,153 @@ +// Localization support +const messages = { + 'en': { + 'copy': 'Copy', + 'copy_to_clipboard': 'Copy to clipboard', + 'copy_success': 'Copied!', + 'copy_failure': 'Failed to copy', + }, + 'es' : { + 'copy': 'Copiar', + 'copy_to_clipboard': 'Copiar al portapapeles', + 'copy_success': '¡Copiado!', + 'copy_failure': 'Error al copiar', + }, + 'de' : { + 'copy': 'Kopieren', + 'copy_to_clipboard': 'In die Zwischenablage kopieren', + 'copy_success': 'Kopiert!', + 'copy_failure': 'Fehler beim Kopieren', + } +} + +let locale = 'en' +if( document.documentElement.lang !== undefined + && messages[document.documentElement.lang] !== undefined ) { + locale = document.documentElement.lang +} + +/** + * Set up copy/paste for code blocks + */ + +const runWhenDOMLoaded = cb => { + if (document.readyState != 'loading') { + cb() + } else if (document.addEventListener) { + document.addEventListener('DOMContentLoaded', cb) + } else { + document.attachEvent('onreadystatechange', function() { + if (document.readyState == 'complete') cb() + }) + } +} + +const codeCellId = index => `codecell${index}` + +// Clears selected text since ClipboardJS will select the text when copying +const clearSelection = () => { + if (window.getSelection) { + window.getSelection().removeAllRanges() + } else if (document.selection) { + document.selection.empty() + } +} + +// Changes tooltip text for two seconds, then changes it back +const temporarilyChangeTooltip = (el, newText) => { + const oldText = el.getAttribute('data-tooltip') + el.setAttribute('data-tooltip', newText) + setTimeout(() => el.setAttribute('data-tooltip', oldText), 2000) +} + +const addCopyButtonToCodeCells = () => { + // If ClipboardJS hasn't loaded, wait a bit and try again. This + // happens because we load ClipboardJS asynchronously. + if (window.ClipboardJS === undefined) { + setTimeout(addCopyButtonToCodeCells, 250) + return + } + + // Add copybuttons to all of our code cells + const codeCells = document.querySelectorAll('div.highlight pre') + codeCells.forEach((codeCell, index) => { + const id = codeCellId(index) + codeCell.setAttribute('id', id) + const pre_bg = getComputedStyle(codeCell).backgroundColor; + + const clipboardButton = id => + ` + ${messages[locale]['copy_to_clipboard']} + ` + codeCell.insertAdjacentHTML('afterend', clipboardButton(id)) + }) + +function escapeRegExp(string) { + return string.replace(/[.*+?^${}()|[\]\\]/g, '\\$&'); // $& means the whole matched string +} + +// Callback when a copy button is clicked. Will be passed the node that was clicked +// should then grab the text and replace pieces of text that shouldn't be used in output +function formatCopyText(textContent, copybuttonPromptText, isRegexp = false, onlyCopyPromptLines = true, removePrompts = true) { + + var regexp; + var match; + + // create regexp to capture prompt and remaining line + if (isRegexp) { + regexp = new RegExp('^(' + copybuttonPromptText + ')(.*)') + } else { + regexp = new RegExp('^(' + escapeRegExp(copybuttonPromptText) + ')(.*)') + } + + const outputLines = []; + var promptFound = false; + for (const line of textContent.split('\n')) { + match = line.match(regexp) + if (match) { + promptFound = true + if (removePrompts) { + outputLines.push(match[2]) + } else { + outputLines.push(line) + } + } else { + if (!onlyCopyPromptLines) { + outputLines.push(line) + } + } + } + + // If no lines with the prompt were found then just use original lines + if (promptFound) { + textContent = outputLines.join('\n'); + } + + // Remove a trailing newline to avoid auto-running when pasting + if (textContent.endsWith("\n")) { + textContent = textContent.slice(0, -1) + } + return textContent +} + + +var copyTargetText = (trigger) => { + var target = document.querySelector(trigger.attributes['data-clipboard-target'].value); + return formatCopyText(target.innerText, '', false, true, true) +} + + // Initialize with a callback so we can modify the text before copy + const clipboard = new ClipboardJS('.copybtn', {text: copyTargetText}) + + // Update UI with error/success messages + clipboard.on('success', event => { + clearSelection() + temporarilyChangeTooltip(event.trigger, messages[locale]['copy_success']) + }) + + clipboard.on('error', event => { + temporarilyChangeTooltip(event.trigger, messages[locale]['copy_failure']) + }) +} + +runWhenDOMLoaded(addCopyButtonToCodeCells) \ No newline at end of file diff --git a/_static/copybutton_funcs.js b/_static/copybutton_funcs.js new file mode 100644 index 0000000..57caa55 --- /dev/null +++ b/_static/copybutton_funcs.js @@ -0,0 +1,47 @@ +function escapeRegExp(string) { + return string.replace(/[.*+?^${}()|[\]\\]/g, '\\$&'); // $& means the whole matched string +} + +// Callback when a copy button is clicked. Will be passed the node that was clicked +// should then grab the text and replace pieces of text that shouldn't be used in output +export function formatCopyText(textContent, copybuttonPromptText, isRegexp = false, onlyCopyPromptLines = true, removePrompts = true) { + + var regexp; + var match; + + // create regexp to capture prompt and remaining line + if (isRegexp) { + regexp = new RegExp('^(' + copybuttonPromptText + ')(.*)') + } else { + regexp = new RegExp('^(' + escapeRegExp(copybuttonPromptText) + ')(.*)') + } + + const outputLines = []; + var promptFound = false; + for (const line of textContent.split('\n')) { + match = line.match(regexp) + if (match) { + promptFound = true + if (removePrompts) { + outputLines.push(match[2]) + } else { + outputLines.push(line) + } + } else { + if (!onlyCopyPromptLines) { + outputLines.push(line) + } + } + } + + // If no lines with the prompt were found then just use original lines + if (promptFound) { + textContent = outputLines.join('\n'); + } + + // Remove a trailing newline to avoid auto-running when pasting + if (textContent.endsWith("\n")) { + textContent = textContent.slice(0, -1) + } + return textContent +} diff --git a/_static/css/index.c5995385ac14fb8791e8eb36b4908be2.css b/_static/css/index.c5995385ac14fb8791e8eb36b4908be2.css new file mode 100644 index 0000000..655656d --- /dev/null +++ b/_static/css/index.c5995385ac14fb8791e8eb36b4908be2.css @@ -0,0 +1,6 @@ +/*! + * Bootstrap v4.5.0 (https://getbootstrap.com/) + * Copyright 2011-2020 The Bootstrap Authors + * Copyright 2011-2020 Twitter, Inc. + * Licensed under MIT (https://github.com/twbs/bootstrap/blob/master/LICENSE) + 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--pst-sidebar-caption-font-size: .9em; + + /***************************************************************************** + * Font family + **/ + /* These are adapted from https://systemfontstack.com/ */ + --pst-font-family-base-system: -apple-system, BlinkMacSystemFont, Segoe UI, "Helvetica Neue", + Arial, sans-serif, Apple Color Emoji, Segoe UI Emoji, Segoe UI Symbol; + --pst-font-family-monospace-system: "SFMono-Regular", Menlo, Consolas, Monaco, + Liberation Mono, Lucida Console, monospace; + + --pst-font-family-base: var(--pst-font-family-base-system); + --pst-font-family-heading: var(--pst-font-family-base); + --pst-font-family-monospace: var(--pst-font-family-monospace-system); + + /***************************************************************************** + * Color + * + * Colors are defined in rgb string way, "red, green, blue" + **/ + --pst-color-primary: 19, 6, 84; + --pst-color-success: 40, 167, 69; + --pst-color-info: 0, 123, 255; /*23, 162, 184;*/ + 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--pst-color-sidebar-link-hover: var(--pst-color-active-navigation); + --pst-color-sidebar-link-active: var(--pst-color-active-navigation); + --pst-color-sidebar-expander-background-hover: 244, 244, 244; + --pst-color-sidebar-caption: 77, 77, 77; + --pst-color-toc-link: 119, 117, 122; + --pst-color-toc-link-hover: var(--pst-color-active-navigation); + --pst-color-toc-link-active: var(--pst-color-active-navigation); + + /***************************************************************************** + * Icon + **/ + + /* font awesome icons*/ + --pst-icon-check-circle: '\f058'; + --pst-icon-info-circle: '\f05a'; + --pst-icon-exclamation-triangle: '\f071'; + --pst-icon-exclamation-circle: '\f06a'; + --pst-icon-times-circle: '\f057'; + --pst-icon-lightbulb: '\f0eb'; + + /***************************************************************************** + * Admonitions + **/ + + --pst-color-admonition-default: var(--pst-color-info); + --pst-color-admonition-note: var(--pst-color-info); + --pst-color-admonition-attention: var(--pst-color-warning); + --pst-color-admonition-caution: var(--pst-color-warning); + --pst-color-admonition-warning: var(--pst-color-warning); + --pst-color-admonition-danger: var(--pst-color-danger); + --pst-color-admonition-error: var(--pst-color-danger); + --pst-color-admonition-hint: var(--pst-color-success); + --pst-color-admonition-tip: var(--pst-color-success); + --pst-color-admonition-important: var(--pst-color-success); + + --pst-icon-admonition-default: var(--pst-icon-info-circle); + --pst-icon-admonition-note: var(--pst-icon-info-circle); + --pst-icon-admonition-attention: var(--pst-icon-exclamation-circle); + --pst-icon-admonition-caution: var(--pst-icon-exclamation-triangle); + --pst-icon-admonition-warning: var(--pst-icon-exclamation-triangle); + --pst-icon-admonition-danger: var(--pst-icon-exclamation-triangle); + --pst-icon-admonition-error: var(--pst-icon-times-circle); + --pst-icon-admonition-hint: var(--pst-icon-lightbulb); + --pst-icon-admonition-tip: var(--pst-icon-lightbulb); + --pst-icon-admonition-important: var(--pst-icon-exclamation-circle); + +} diff --git a/_static/doctools.js b/_static/doctools.js new file mode 100644 index 0000000..61ac9d2 --- /dev/null +++ b/_static/doctools.js @@ -0,0 +1,321 @@ +/* + * doctools.js + * ~~~~~~~~~~~ + * + * Sphinx JavaScript utilities for all documentation. + * + * :copyright: Copyright 2007-2021 by the Sphinx team, see AUTHORS. + * :license: BSD, see LICENSE for details. + * + */ + +/** + * select a different prefix for underscore + */ +$u = _.noConflict(); + +/** + * make the code below compatible with browsers without + * an installed firebug like debugger +if (!window.console || !console.firebug) { + var names = ["log", "debug", "info", "warn", "error", "assert", "dir", + "dirxml", "group", "groupEnd", "time", "timeEnd", "count", "trace", + "profile", "profileEnd"]; + window.console = {}; + for (var i = 0; i < names.length; ++i) + window.console[names[i]] = function() {}; +} + */ + +/** + * small helper function to urldecode strings + * + * See https://developer.mozilla.org/en-US/docs/Web/JavaScript/Reference/Global_Objects/decodeURIComponent#Decoding_query_parameters_from_a_URL + */ +jQuery.urldecode = function(x) { + if (!x) { + return x + } + return decodeURIComponent(x.replace(/\+/g, ' ')); +}; + +/** + * small helper function to urlencode strings + */ +jQuery.urlencode = encodeURIComponent; + +/** + * This function returns the parsed url parameters of the + * current request. Multiple values per key are supported, + * it will always return arrays of strings for the value parts. + */ +jQuery.getQueryParameters = function(s) { + if (typeof s === 'undefined') + s = document.location.search; + var parts = s.substr(s.indexOf('?') + 1).split('&'); + var result = {}; + for (var i = 0; i < parts.length; i++) { + var tmp = parts[i].split('=', 2); + var key = jQuery.urldecode(tmp[0]); + var value = jQuery.urldecode(tmp[1]); + if (key in result) + result[key].push(value); + else + result[key] = [value]; + } + return result; +}; + +/** + * highlight a given string on a jquery object by wrapping it in + * span elements with the given class name. + */ +jQuery.fn.highlightText = function(text, className) { + function highlight(node, addItems) { + if (node.nodeType === 3) { + var val = node.nodeValue; + var pos = val.toLowerCase().indexOf(text); + if (pos >= 0 && + !jQuery(node.parentNode).hasClass(className) && + !jQuery(node.parentNode).hasClass("nohighlight")) { + var span; + var isInSVG = jQuery(node).closest("body, svg, foreignObject").is("svg"); + if (isInSVG) { + span = document.createElementNS("http://www.w3.org/2000/svg", "tspan"); + } else { + span = document.createElement("span"); + span.className = className; + } + span.appendChild(document.createTextNode(val.substr(pos, text.length))); + node.parentNode.insertBefore(span, node.parentNode.insertBefore( + document.createTextNode(val.substr(pos + text.length)), + node.nextSibling)); + node.nodeValue = val.substr(0, pos); + if (isInSVG) { + var rect = document.createElementNS("http://www.w3.org/2000/svg", "rect"); + var bbox = node.parentElement.getBBox(); + rect.x.baseVal.value = bbox.x; + rect.y.baseVal.value = bbox.y; + rect.width.baseVal.value = bbox.width; + rect.height.baseVal.value = bbox.height; + rect.setAttribute('class', className); + addItems.push({ + "parent": node.parentNode, + "target": rect}); + } + } + } + else if (!jQuery(node).is("button, select, textarea")) { + jQuery.each(node.childNodes, function() { + highlight(this, addItems); + }); + } + } + var addItems = []; + var result = this.each(function() { + highlight(this, addItems); + }); + for (var i = 0; i < addItems.length; ++i) { + jQuery(addItems[i].parent).before(addItems[i].target); + } + return result; +}; + +/* + * backward compatibility for jQuery.browser + * This will be supported until firefox bug is fixed. + */ +if (!jQuery.browser) { + jQuery.uaMatch = function(ua) { + ua = ua.toLowerCase(); + + var match = /(chrome)[ \/]([\w.]+)/.exec(ua) || + /(webkit)[ \/]([\w.]+)/.exec(ua) || + /(opera)(?:.*version|)[ \/]([\w.]+)/.exec(ua) || + /(msie) ([\w.]+)/.exec(ua) || + ua.indexOf("compatible") < 0 && /(mozilla)(?:.*? rv:([\w.]+)|)/.exec(ua) || + []; + + return { + browser: match[ 1 ] || "", + version: match[ 2 ] || "0" + }; + }; + jQuery.browser = {}; + jQuery.browser[jQuery.uaMatch(navigator.userAgent).browser] = true; +} + +/** + * Small JavaScript module for the documentation. + */ +var Documentation = { + + init : function() { + this.fixFirefoxAnchorBug(); + this.highlightSearchWords(); + this.initIndexTable(); + if (DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS) { + this.initOnKeyListeners(); + } + }, + + /** + * i18n support + */ + TRANSLATIONS : {}, + PLURAL_EXPR : function(n) { return n === 1 ? 0 : 1; }, + LOCALE : 'unknown', + + // gettext and ngettext don't access this so that the functions + // can safely bound to a different name (_ = Documentation.gettext) + gettext : function(string) { + var translated = Documentation.TRANSLATIONS[string]; + if (typeof translated === 'undefined') + return string; + return (typeof translated === 'string') ? translated : translated[0]; + }, + + ngettext : function(singular, plural, n) { + var translated = Documentation.TRANSLATIONS[singular]; + if (typeof translated === 'undefined') + return (n == 1) ? singular : plural; + return translated[Documentation.PLURALEXPR(n)]; + }, + + addTranslations : function(catalog) { + for (var key in catalog.messages) + this.TRANSLATIONS[key] = catalog.messages[key]; + this.PLURAL_EXPR = new Function('n', 'return +(' + catalog.plural_expr + ')'); + this.LOCALE = catalog.locale; + }, + + /** + * add context elements like header anchor links + */ + addContextElements : function() { + $('div[id] > :header:first').each(function() { + $('\u00B6'). + attr('href', '#' + this.id). + attr('title', _('Permalink to this headline')). + appendTo(this); + }); + $('dt[id]').each(function() { + $('\u00B6'). + attr('href', '#' + this.id). + attr('title', _('Permalink to this definition')). + appendTo(this); + }); + }, + + /** + * workaround a firefox stupidity + * see: https://bugzilla.mozilla.org/show_bug.cgi?id=645075 + */ + fixFirefoxAnchorBug : function() { + if (document.location.hash && $.browser.mozilla) + window.setTimeout(function() { + document.location.href += ''; + }, 10); + }, + + /** + * highlight the search words provided in the url in the text + */ + highlightSearchWords : function() { + var params = $.getQueryParameters(); + var terms = (params.highlight) ? params.highlight[0].split(/\s+/) : []; + if (terms.length) { + var body = $('div.body'); + if (!body.length) { + body = $('body'); + } + window.setTimeout(function() { + $.each(terms, function() { + body.highlightText(this.toLowerCase(), 'highlighted'); + }); + }, 10); + $('') + .appendTo($('#searchbox')); + } + }, + + /** + * init the domain index toggle buttons + */ + initIndexTable : function() { + var togglers = $('img.toggler').click(function() { + var src = $(this).attr('src'); + var idnum = $(this).attr('id').substr(7); + $('tr.cg-' + idnum).toggle(); + if (src.substr(-9) === 'minus.png') + $(this).attr('src', src.substr(0, src.length-9) + 'plus.png'); + else + $(this).attr('src', src.substr(0, src.length-8) + 'minus.png'); + }).css('display', ''); + if (DOCUMENTATION_OPTIONS.COLLAPSE_INDEX) { + togglers.click(); + } + }, + + /** + * helper function to hide the search marks again + */ + hideSearchWords : function() { + $('#searchbox .highlight-link').fadeOut(300); + $('span.highlighted').removeClass('highlighted'); + }, + + /** + * make the url absolute + */ + makeURL : function(relativeURL) { + return DOCUMENTATION_OPTIONS.URL_ROOT + '/' + relativeURL; + }, + + /** + * get the current relative url + */ + getCurrentURL : function() { + var path = document.location.pathname; + var parts = path.split(/\//); + $.each(DOCUMENTATION_OPTIONS.URL_ROOT.split(/\//), function() { + if (this === '..') + parts.pop(); + }); + var url = parts.join('/'); + return path.substring(url.lastIndexOf('/') + 1, path.length - 1); + }, + + initOnKeyListeners: function() { + $(document).keydown(function(event) { + var activeElementType = document.activeElement.tagName; + // don't navigate when in search box, textarea, dropdown or button + if (activeElementType !== 'TEXTAREA' && activeElementType !== 'INPUT' && activeElementType !== 'SELECT' + && activeElementType !== 'BUTTON' && !event.altKey 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// For environments that do not have a `window` with a `document` + // (such as Node.js), expose a factory as module.exports. + // This accentuates the need for the creation of a real `window`. + // e.g. var jQuery = require("jquery")(window); + // See ticket #14549 for more info. + module.exports = global.document ? + factory( global, true ) : + function( w ) { + if ( !w.document ) { + throw new Error( "jQuery requires a window with a document" ); + } + return factory( w ); + }; + } else { + factory( global ); + } + +// Pass this if window is not defined yet +} )( typeof window !== "undefined" ? window : this, function( window, noGlobal ) { + +// Edge <= 12 - 13+, Firefox <=18 - 45+, IE 10 - 11, Safari 5.1 - 9+, iOS 6 - 9.1 +// throw exceptions when non-strict code (e.g., ASP.NET 4.5) accesses strict mode +// arguments.callee.caller (trac-13335). But as of jQuery 3.0 (2016), strict mode should be common +// enough that all such attempts are guarded in a try block. +"use strict"; + +var arr = []; + +var getProto = Object.getPrototypeOf; + +var slice = arr.slice; + +var flat = arr.flat ? function( array ) { + return arr.flat.call( array ); +} : function( array ) { + return arr.concat.apply( [], array ); +}; + + +var push = arr.push; + +var indexOf = arr.indexOf; + +var class2type = {}; + +var toString = class2type.toString; + +var hasOwn = class2type.hasOwnProperty; + +var fnToString = hasOwn.toString; + +var ObjectFunctionString = fnToString.call( Object ); + +var support = {}; + +var isFunction = function isFunction( obj ) { + + // Support: Chrome <=57, Firefox <=52 + // In some browsers, typeof returns "function" for HTML elements + // (i.e., `typeof document.createElement( "object" ) === "function"`). + // We don't want to classify *any* DOM node as a function. + return typeof obj === "function" && typeof obj.nodeType !== "number"; + }; + + +var isWindow = function isWindow( obj ) { + return obj != null && obj === obj.window; + }; + + +var document = window.document; + + + + var preservedScriptAttributes = { + type: true, + src: true, + nonce: true, + noModule: true + }; + + function DOMEval( code, node, doc ) { + doc = doc || document; + + var i, val, + script = doc.createElement( "script" ); + + script.text = code; + if ( node ) { + for ( i in preservedScriptAttributes ) { + + // Support: Firefox 64+, Edge 18+ + // Some browsers don't support the "nonce" property on scripts. + // On the other hand, just using `getAttribute` is not enough as + // the `nonce` attribute is reset to an empty string whenever it + // becomes browsing-context connected. + // See https://github.com/whatwg/html/issues/2369 + // See https://html.spec.whatwg.org/#nonce-attributes + // The `node.getAttribute` check was added for the sake of + // `jQuery.globalEval` so that it can fake a nonce-containing node + // via an object. + val = node[ i ] || node.getAttribute && node.getAttribute( i ); + if ( val ) { + script.setAttribute( i, val ); + } + } + } + doc.head.appendChild( script ).parentNode.removeChild( script ); + } + + +function toType( obj ) { + if ( obj == null ) { + return obj + ""; + } + + // Support: Android <=2.3 only (functionish RegExp) + return typeof obj === "object" || typeof obj === "function" ? + class2type[ toString.call( obj ) ] || "object" : + typeof obj; +} +/* global Symbol */ +// Defining this global in .eslintrc.json would create a danger of using the global +// unguarded in another place, it seems safer to define global only for this module + + + +var + version = "3.5.1", + + // Define a local copy of jQuery + jQuery = function( selector, context ) { + + // The jQuery object is actually just the init constructor 'enhanced' + // Need init if jQuery is called (just allow error to be thrown if not included) + return new jQuery.fn.init( selector, context ); + }; + +jQuery.fn = jQuery.prototype = { + + // The current version of jQuery being used + jquery: version, + + constructor: jQuery, + + // The default length of a jQuery object is 0 + length: 0, + + toArray: function() { + return slice.call( this ); + }, + + // Get the Nth element in the matched element set OR + // Get the whole matched element set as a clean array + get: function( num ) { + + // Return all the elements in a clean array + if ( num == null ) { + return slice.call( this ); + } + + // Return just the one element from the set + return num < 0 ? this[ num + this.length ] : this[ num ]; + }, + + // Take an array of elements and push it onto the stack + // (returning the new matched element set) + pushStack: function( elems ) { + + // Build a new jQuery matched element set + var ret = jQuery.merge( this.constructor(), elems ); + + // Add the old object onto the stack (as a reference) + ret.prevObject = this; + + // Return the newly-formed element set + return ret; + }, + + // Execute a callback for every element in the matched set. + each: function( callback ) { + return jQuery.each( this, callback ); + }, + + map: function( callback ) { + return this.pushStack( jQuery.map( this, function( elem, i ) { + return callback.call( elem, i, elem ); + } ) ); + }, + + slice: function() { + return this.pushStack( slice.apply( this, arguments ) ); + }, + + first: function() { + return this.eq( 0 ); + }, + + last: function() { + return this.eq( -1 ); + }, + + even: function() { + return this.pushStack( jQuery.grep( this, function( _elem, i ) { + return ( i + 1 ) % 2; + } ) ); + }, + + odd: function() { + return this.pushStack( jQuery.grep( this, function( _elem, i ) { + return i % 2; + } ) ); + }, + + eq: function( i ) { + var len = this.length, + j = +i + ( i < 0 ? len : 0 ); + return this.pushStack( j >= 0 && j < len ? [ this[ j ] ] : [] ); + }, + + end: function() { + return this.prevObject || this.constructor(); + }, + + // For internal use only. + // Behaves like an Array's method, not like a jQuery method. + push: push, + sort: arr.sort, + splice: arr.splice +}; + +jQuery.extend = jQuery.fn.extend = function() { + var options, name, src, copy, copyIsArray, clone, + target = arguments[ 0 ] || {}, + i = 1, + length = arguments.length, + deep = false; + + // Handle a deep copy situation + if ( typeof target === "boolean" ) { + deep = target; + + // Skip the boolean and the target + target = arguments[ i ] || {}; + i++; + } + + // Handle case when target is a string or something (possible in deep copy) + if ( typeof target !== "object" && !isFunction( target ) ) { + target = {}; + } + + // Extend jQuery itself if only one argument is passed + if ( i === length ) { + target = this; + i--; + } + + for ( ; i < length; i++ ) { + + // Only deal with non-null/undefined values + if ( ( options = arguments[ i ] ) != null ) { + + // Extend the base object + for ( name in options ) { + copy = options[ name ]; + + // Prevent Object.prototype pollution + // Prevent never-ending loop + if ( name === "__proto__" || target === copy ) { + continue; + } + + // Recurse if we're merging plain objects or arrays + if ( deep && copy && ( jQuery.isPlainObject( copy ) || + ( copyIsArray = Array.isArray( copy ) ) ) ) { + src = target[ name ]; + + // Ensure proper type for the source value + if ( copyIsArray && !Array.isArray( src ) ) { + clone = []; + } else if ( !copyIsArray && !jQuery.isPlainObject( src ) ) { + clone = {}; + } else { + clone = src; + } + copyIsArray = false; + + // Never move original objects, clone them + target[ name ] = jQuery.extend( deep, clone, copy ); + + // Don't bring in undefined values + } else if ( copy !== undefined ) { + target[ name ] = copy; + } + } + } + } + + // Return the modified object + return target; +}; + +jQuery.extend( { + + // Unique for each copy of jQuery on the page + expando: "jQuery" + ( version + Math.random() ).replace( /\D/g, "" ), + + // Assume jQuery is ready without the ready module + isReady: true, + + error: function( msg ) { + throw new Error( msg ); + }, + + noop: function() {}, + + isPlainObject: function( obj ) { + var proto, Ctor; + + // Detect obvious negatives + // Use toString instead of jQuery.type to catch host objects + if ( !obj || toString.call( obj ) !== "[object Object]" ) { + return false; + } + + proto = getProto( obj ); + + // Objects with no prototype (e.g., `Object.create( null )`) are plain + if ( !proto ) { + return true; + } + + // Objects with prototype are plain iff they were constructed by a global Object function + Ctor = hasOwn.call( proto, "constructor" ) && proto.constructor; + return typeof Ctor === "function" && fnToString.call( Ctor ) === ObjectFunctionString; + }, + + isEmptyObject: function( obj ) { + var name; + + for ( name in obj ) { + return false; + } + return true; + }, + + // Evaluates a script in a provided context; falls back to the global one + // if not specified. + globalEval: function( code, options, doc ) { + DOMEval( code, { nonce: options && options.nonce }, doc ); + }, + + each: function( obj, callback ) { + var length, i = 0; + + if ( isArrayLike( obj ) ) { + length = obj.length; + for ( ; i < length; i++ ) { + if ( callback.call( obj[ i ], i, obj[ i ] ) === false ) { + break; + } + } + } else { + for ( i in obj ) { + if ( callback.call( obj[ i ], i, obj[ i ] ) === false ) { + break; + } + } + } + + return obj; + }, + + // results is for internal usage only + makeArray: function( arr, results ) { + var ret = results || []; + + if ( arr != null ) { + if ( isArrayLike( Object( arr ) ) ) { + jQuery.merge( ret, + typeof arr === "string" ? + [ arr ] : arr + ); + } else { + push.call( ret, arr ); + } + } + + return ret; + }, + + inArray: function( elem, arr, i ) { + return arr == null ? -1 : indexOf.call( arr, elem, i ); + }, + + // Support: Android <=4.0 only, PhantomJS 1 only + // push.apply(_, arraylike) throws on ancient WebKit + merge: function( first, second ) { + var len = +second.length, + j = 0, + i = first.length; + + for ( ; j < len; j++ ) { + first[ i++ ] = second[ j ]; + } + + first.length = i; + + return first; + }, + + grep: function( elems, callback, invert ) { + var callbackInverse, + matches = [], + i = 0, + length = elems.length, + callbackExpect = !invert; + + // Go through the array, only saving the items + // that pass the validator function + for ( ; i < length; i++ ) { + callbackInverse = !callback( elems[ i ], i ); + if ( callbackInverse !== callbackExpect ) { + matches.push( elems[ i ] ); + } + } + + return matches; + }, + + // arg is for internal usage only + map: function( elems, callback, arg ) { + var length, value, + i = 0, + ret = []; + + // Go through the array, translating each of the items to their new values + if ( isArrayLike( elems ) ) { + length = elems.length; + for ( ; i < length; i++ ) { + value = callback( elems[ i ], i, arg ); + + if ( value != null ) { + ret.push( value ); + } + } + + // Go through every key on the object, + } else { + for ( i in elems ) { + value = callback( elems[ i ], i, arg ); + + if ( value != null ) { + ret.push( value ); + } + } + } + + // Flatten any nested arrays + return flat( ret ); + }, + + // A global GUID counter for objects + guid: 1, + + // jQuery.support is not used in Core but other projects attach their + // properties to it so it needs to exist. + support: support +} ); + +if ( typeof Symbol === "function" ) { + jQuery.fn[ Symbol.iterator ] = arr[ Symbol.iterator ]; +} + +// Populate the class2type map +jQuery.each( "Boolean Number String Function Array Date RegExp Object Error Symbol".split( " " ), +function( _i, name ) { + class2type[ "[object " + name + "]" ] = name.toLowerCase(); +} ); + +function isArrayLike( obj ) { + + // Support: real iOS 8.2 only (not reproducible in simulator) + // `in` check used to prevent JIT error (gh-2145) + // hasOwn isn't used here due to false negatives + // regarding Nodelist length in IE + var length = !!obj && "length" in obj && obj.length, + type = toType( obj ); + + if ( isFunction( obj ) || isWindow( obj ) ) { + return false; + } + + return type === "array" || length === 0 || + typeof length === "number" && length > 0 && ( length - 1 ) in obj; +} +var Sizzle = +/*! + * Sizzle CSS Selector Engine v2.3.5 + * https://sizzlejs.com/ + * + * Copyright JS Foundation and other contributors + * Released under the MIT license + * https://js.foundation/ + * + * Date: 2020-03-14 + */ +( function( window ) { +var i, + support, + Expr, + getText, + isXML, + tokenize, + compile, + select, + outermostContext, + sortInput, + hasDuplicate, + + // Local document vars + setDocument, + document, + docElem, + documentIsHTML, + rbuggyQSA, + rbuggyMatches, + matches, + contains, + + // Instance-specific data + expando = "sizzle" + 1 * new Date(), + preferredDoc = window.document, + dirruns = 0, + done = 0, + classCache = createCache(), + tokenCache = createCache(), + compilerCache = createCache(), + nonnativeSelectorCache = createCache(), + sortOrder = function( a, b ) { + if ( a === b ) { + hasDuplicate = true; + } + return 0; + }, + + // Instance methods + hasOwn = ( {} ).hasOwnProperty, + arr = [], + pop = arr.pop, + pushNative = arr.push, + push = arr.push, + slice = arr.slice, + + // Use a stripped-down indexOf as it's faster than native + // https://jsperf.com/thor-indexof-vs-for/5 + indexOf = function( list, elem ) { + var i = 0, + len = list.length; + for ( ; i < len; i++ ) { + if ( list[ i ] === elem ) { + return i; + } + } + return -1; + }, + + booleans = "checked|selected|async|autofocus|autoplay|controls|defer|disabled|hidden|" + + "ismap|loop|multiple|open|readonly|required|scoped", + + // Regular expressions + + // http://www.w3.org/TR/css3-selectors/#whitespace + whitespace = "[\\x20\\t\\r\\n\\f]", + + // https://www.w3.org/TR/css-syntax-3/#ident-token-diagram + identifier = "(?:\\\\[\\da-fA-F]{1,6}" + whitespace + + "?|\\\\[^\\r\\n\\f]|[\\w-]|[^\0-\\x7f])+", + + // Attribute selectors: http://www.w3.org/TR/selectors/#attribute-selectors + attributes = "\\[" + whitespace + "*(" + identifier + ")(?:" + whitespace + + + // Operator (capture 2) + "*([*^$|!~]?=)" + whitespace + + + // "Attribute values must be CSS identifiers [capture 5] + // or strings [capture 3 or capture 4]" + "*(?:'((?:\\\\.|[^\\\\'])*)'|\"((?:\\\\.|[^\\\\\"])*)\"|(" + identifier + "))|)" + + whitespace + "*\\]", + + pseudos = ":(" + identifier + ")(?:\\((" + + + // To reduce the number of selectors needing tokenize in the preFilter, prefer arguments: + // 1. quoted (capture 3; capture 4 or capture 5) + "('((?:\\\\.|[^\\\\'])*)'|\"((?:\\\\.|[^\\\\\"])*)\")|" + + + // 2. simple (capture 6) + "((?:\\\\.|[^\\\\()[\\]]|" + attributes + ")*)|" + + + // 3. anything else (capture 2) + ".*" + + ")\\)|)", + + // Leading and non-escaped trailing whitespace, capturing some non-whitespace characters preceding the latter + rwhitespace = new RegExp( whitespace + "+", "g" ), + rtrim = new RegExp( "^" + whitespace + "+|((?:^|[^\\\\])(?:\\\\.)*)" + + whitespace + "+$", "g" ), + + rcomma = new RegExp( "^" + whitespace + "*," + whitespace + "*" ), + rcombinators = new RegExp( "^" + whitespace + "*([>+~]|" + whitespace + ")" + whitespace + + "*" ), + rdescend = new RegExp( whitespace + "|>" ), + + rpseudo = new RegExp( pseudos ), + ridentifier = new RegExp( "^" + identifier + "$" ), + + matchExpr = { + "ID": new RegExp( "^#(" + identifier + ")" ), + "CLASS": new RegExp( "^\\.(" + identifier + ")" ), + "TAG": new RegExp( "^(" + identifier + "|[*])" ), + "ATTR": new RegExp( "^" + attributes ), + "PSEUDO": new RegExp( "^" + pseudos ), + "CHILD": new RegExp( "^:(only|first|last|nth|nth-last)-(child|of-type)(?:\\(" + + whitespace + "*(even|odd|(([+-]|)(\\d*)n|)" + whitespace + "*(?:([+-]|)" + + whitespace + "*(\\d+)|))" + whitespace + "*\\)|)", "i" ), + "bool": new RegExp( "^(?:" + booleans + ")$", "i" ), + + // For use in libraries implementing .is() + // We use this for POS matching in `select` + "needsContext": new RegExp( "^" + whitespace + + "*[>+~]|:(even|odd|eq|gt|lt|nth|first|last)(?:\\(" + whitespace + + "*((?:-\\d)?\\d*)" + whitespace + "*\\)|)(?=[^-]|$)", "i" ) + }, + + rhtml = /HTML$/i, + rinputs = /^(?:input|select|textarea|button)$/i, + rheader = /^h\d$/i, + + rnative = /^[^{]+\{\s*\[native \w/, + + // Easily-parseable/retrievable ID or TAG or CLASS selectors + rquickExpr = /^(?:#([\w-]+)|(\w+)|\.([\w-]+))$/, + + rsibling = /[+~]/, + + // CSS escapes + // http://www.w3.org/TR/CSS21/syndata.html#escaped-characters + runescape = new RegExp( "\\\\[\\da-fA-F]{1,6}" + whitespace + "?|\\\\([^\\r\\n\\f])", "g" ), + funescape = function( escape, nonHex ) { + var high = "0x" + escape.slice( 1 ) - 0x10000; + + return nonHex ? + + // Strip the backslash prefix from a non-hex escape sequence + nonHex : + + // Replace a hexadecimal escape sequence with the encoded Unicode code point + // Support: IE <=11+ + // For values outside the Basic Multilingual Plane (BMP), manually construct a + // surrogate pair + high < 0 ? + String.fromCharCode( high + 0x10000 ) : + String.fromCharCode( high >> 10 | 0xD800, high & 0x3FF | 0xDC00 ); + }, + + // CSS string/identifier serialization + // https://drafts.csswg.org/cssom/#common-serializing-idioms + rcssescape = /([\0-\x1f\x7f]|^-?\d)|^-$|[^\0-\x1f\x7f-\uFFFF\w-]/g, + fcssescape = function( ch, asCodePoint ) { + if ( asCodePoint ) { + + // U+0000 NULL becomes U+FFFD REPLACEMENT CHARACTER + if ( ch === "\0" ) { + return "\uFFFD"; + } + + // Control characters and (dependent upon position) numbers get escaped as code points + return ch.slice( 0, -1 ) + "\\" + + ch.charCodeAt( ch.length - 1 ).toString( 16 ) + " "; + } + + // Other potentially-special ASCII characters get backslash-escaped + return "\\" + ch; + }, + + // Used for iframes + // See setDocument() + // Removing the function wrapper causes a "Permission Denied" + // error in IE + unloadHandler = function() { + setDocument(); + }, + + inDisabledFieldset = addCombinator( + function( elem ) { + return elem.disabled === true && elem.nodeName.toLowerCase() === "fieldset"; + }, + { dir: "parentNode", next: "legend" } + ); + +// Optimize for push.apply( _, NodeList ) +try { + push.apply( + ( arr = slice.call( preferredDoc.childNodes ) ), + preferredDoc.childNodes + ); + + // Support: Android<4.0 + // Detect silently failing push.apply + // eslint-disable-next-line no-unused-expressions + arr[ preferredDoc.childNodes.length ].nodeType; +} catch ( e ) { + push = { apply: arr.length ? + + // Leverage slice if possible + function( target, els ) { + pushNative.apply( target, slice.call( els ) ); + } : + + // Support: IE<9 + // Otherwise append directly + function( target, els ) { + var j = target.length, + i = 0; + + // Can't trust NodeList.length + while ( ( target[ j++ ] = els[ i++ ] ) ) {} + target.length = j - 1; + } + }; +} + +function Sizzle( selector, context, results, seed ) { + var m, i, elem, nid, match, groups, newSelector, + newContext = context && context.ownerDocument, + + // nodeType defaults to 9, since context defaults to document + nodeType = context ? context.nodeType : 9; + + results = results || []; + + // Return early from calls with invalid selector or context + if ( typeof selector !== "string" || !selector || + nodeType !== 1 && nodeType !== 9 && nodeType !== 11 ) { + + return results; + } + + // Try to shortcut find operations (as opposed to filters) in HTML documents + if ( !seed ) { + setDocument( context ); + context = context || document; + + if ( documentIsHTML ) { + + // If the selector is sufficiently simple, try using a "get*By*" DOM method + // (excepting DocumentFragment context, where the methods don't exist) + if ( nodeType !== 11 && ( match = rquickExpr.exec( selector ) ) ) { + + // ID selector + if ( ( m = match[ 1 ] ) ) { + + // Document context + if ( nodeType === 9 ) { + if ( ( elem = context.getElementById( m ) ) ) { + + // Support: IE, Opera, Webkit + // TODO: identify versions + // getElementById can match elements by name instead of ID + if ( elem.id === m ) { + results.push( elem ); + return results; + } + } else { + return results; + } + + // Element context + } else { + + // Support: IE, Opera, Webkit + // TODO: identify versions + // getElementById can match elements by name instead of ID + if ( newContext && ( elem = newContext.getElementById( m ) ) && + contains( context, elem ) && + elem.id === m ) { + + results.push( elem ); + return results; + } + } + + // Type selector + } else if ( match[ 2 ] ) { + push.apply( results, context.getElementsByTagName( selector ) ); + return results; + + // Class selector + } else if ( ( m = match[ 3 ] ) && support.getElementsByClassName && + context.getElementsByClassName ) { + + push.apply( results, context.getElementsByClassName( m ) ); + return results; + } + } + + // Take advantage of querySelectorAll + if ( support.qsa && + !nonnativeSelectorCache[ selector + " " ] && + ( !rbuggyQSA || !rbuggyQSA.test( selector ) ) && + + // Support: IE 8 only + // Exclude object elements + ( nodeType !== 1 || context.nodeName.toLowerCase() !== "object" ) ) { + + newSelector = selector; + newContext = context; + + // qSA considers elements outside a scoping root when evaluating child or + // descendant combinators, which is not what we want. + // In such cases, we work around the behavior by prefixing every selector in the + // list with an ID selector referencing the scope context. + // The technique has to be used as well when a leading combinator is used + // as such selectors are not recognized by querySelectorAll. + // Thanks to Andrew Dupont for this technique. + if ( nodeType === 1 && + ( rdescend.test( selector ) || rcombinators.test( selector ) ) ) { + + // Expand context for sibling selectors + newContext = rsibling.test( selector ) && testContext( context.parentNode ) || + context; + + // We can use :scope instead of the ID hack if the browser + // supports it & if we're not changing the context. + if ( newContext !== context || !support.scope ) { + + // Capture the context ID, setting it first if necessary + if ( ( nid = context.getAttribute( "id" ) ) ) { + nid = nid.replace( rcssescape, fcssescape ); + } else { + context.setAttribute( "id", ( nid = expando ) ); + } + } + + // Prefix every selector in the list + groups = tokenize( selector ); + i = groups.length; + while ( i-- ) { + groups[ i ] = ( nid ? "#" + nid : ":scope" ) + " " + + toSelector( groups[ i ] ); + } + newSelector = groups.join( "," ); + } + + try { + push.apply( results, + newContext.querySelectorAll( newSelector ) + ); + return results; + } catch ( qsaError ) { + nonnativeSelectorCache( selector, true ); + } finally { + if ( nid === expando ) { + context.removeAttribute( "id" ); + } + } + } + } + } + + // All others + return select( selector.replace( rtrim, "$1" ), context, results, seed ); +} + +/** + * Create key-value caches of limited size + * @returns {function(string, object)} Returns the Object data after storing it on itself with + * property name the (space-suffixed) string and (if the cache is larger than Expr.cacheLength) + * deleting the oldest entry + */ +function createCache() { + var keys = []; + + function cache( key, value ) { + + // Use (key + " ") to avoid collision with native prototype properties (see Issue #157) + if ( keys.push( key + " " ) > Expr.cacheLength ) { + + // Only keep the most recent entries + delete cache[ keys.shift() ]; + } + return ( cache[ key + " " ] = value ); + } + return cache; +} + +/** + * Mark a function for special use by Sizzle + * @param {Function} fn The function to mark + */ +function markFunction( fn ) { + fn[ expando ] = true; + return fn; +} + +/** + * Support testing using an element + * @param {Function} fn Passed the created element and returns a boolean result + */ +function assert( fn ) { + var el = document.createElement( "fieldset" ); + + try { + return !!fn( el ); + } catch ( e ) { + return false; + } finally { + + // Remove from its parent by default + if ( el.parentNode ) { + el.parentNode.removeChild( el ); + } + + // release memory in IE + el = null; + } +} + +/** + * Adds the same handler for all of the specified attrs + * @param {String} attrs Pipe-separated list of attributes + * @param {Function} handler The method that will be applied + */ +function addHandle( attrs, handler ) { + var arr = attrs.split( "|" ), + i = arr.length; + + while ( i-- ) { + Expr.attrHandle[ arr[ i ] ] = handler; + } +} + +/** + * Checks document order of two siblings + * @param {Element} a + * @param {Element} b + * @returns {Number} Returns less than 0 if a precedes b, greater than 0 if a follows b + */ +function siblingCheck( a, b ) { + var cur = b && a, + diff = cur && a.nodeType === 1 && b.nodeType === 1 && + a.sourceIndex - b.sourceIndex; + + // Use IE sourceIndex if available on both nodes + if ( diff ) { + return diff; + } + + // Check if b follows a + if ( cur ) { + while ( ( cur = cur.nextSibling ) ) { + if ( cur === b ) { + return -1; + } + } + } + + return a ? 1 : -1; +} + +/** + * Returns a function to use in pseudos for input types + * @param {String} type + */ +function createInputPseudo( type ) { + return function( elem ) { + var name = elem.nodeName.toLowerCase(); + return name === "input" && elem.type === type; + }; +} + +/** + * Returns a function to use in pseudos for buttons + * @param {String} type + */ +function createButtonPseudo( type ) { + return function( elem ) { + var name = elem.nodeName.toLowerCase(); + return ( name === "input" || name === "button" ) && elem.type === type; + }; +} + +/** + * Returns a function to use in pseudos for :enabled/:disabled + * @param {Boolean} disabled true for :disabled; false for :enabled + */ +function createDisabledPseudo( disabled ) { + + // Known :disabled false positives: fieldset[disabled] > legend:nth-of-type(n+2) :can-disable + return function( elem ) { + + // Only certain elements can match :enabled or :disabled + // https://html.spec.whatwg.org/multipage/scripting.html#selector-enabled + // https://html.spec.whatwg.org/multipage/scripting.html#selector-disabled + if ( "form" in elem ) { + + // Check for inherited disabledness on relevant non-disabled elements: + // * listed form-associated elements in a disabled fieldset + // https://html.spec.whatwg.org/multipage/forms.html#category-listed + // https://html.spec.whatwg.org/multipage/forms.html#concept-fe-disabled + // * option elements in a disabled optgroup + // https://html.spec.whatwg.org/multipage/forms.html#concept-option-disabled + // All such elements have a "form" property. + if ( elem.parentNode && elem.disabled === false ) { + + // Option elements defer to a parent optgroup if present + if ( "label" in elem ) { + if ( "label" in elem.parentNode ) { + return elem.parentNode.disabled === disabled; + } else { + return elem.disabled === disabled; + } + } + + // Support: IE 6 - 11 + // Use the isDisabled shortcut property to check for disabled fieldset ancestors + return elem.isDisabled === disabled || + + // Where there is no isDisabled, check manually + /* jshint -W018 */ + elem.isDisabled !== !disabled && + inDisabledFieldset( elem ) === disabled; + } + + return elem.disabled === disabled; + + // Try to winnow out elements that can't be disabled before trusting the disabled property. + // Some victims get caught in our net (label, legend, menu, track), but it shouldn't + // even exist on them, let alone have a boolean value. + } else if ( "label" in elem ) { + return elem.disabled === disabled; + } + + // Remaining elements are neither :enabled nor :disabled + return false; + }; +} + +/** + * Returns a function to use in pseudos for positionals + * @param {Function} fn + */ +function createPositionalPseudo( fn ) { + return markFunction( function( argument ) { + argument = +argument; + return markFunction( function( seed, matches ) { + var j, + matchIndexes = fn( [], seed.length, argument ), + i = matchIndexes.length; + + // Match elements found at the specified indexes + while ( i-- ) { + if ( seed[ ( j = matchIndexes[ i ] ) ] ) { + seed[ j ] = !( matches[ j ] = seed[ j ] ); + } + } + } ); + } ); +} + +/** + * Checks a node for validity as a Sizzle context + * @param {Element|Object=} context + * @returns {Element|Object|Boolean} The input node if acceptable, otherwise a falsy value + */ +function testContext( context ) { + return context && typeof context.getElementsByTagName !== "undefined" && context; +} + +// Expose support vars for convenience +support = Sizzle.support = {}; + +/** + * Detects XML nodes + * @param {Element|Object} elem An element or a document + * @returns {Boolean} True iff elem is a non-HTML XML node + */ +isXML = Sizzle.isXML = function( elem ) { + var namespace = elem.namespaceURI, + docElem = ( elem.ownerDocument || elem ).documentElement; + + // Support: IE <=8 + // Assume HTML when documentElement doesn't yet exist, such as inside loading iframes + // https://bugs.jquery.com/ticket/4833 + return !rhtml.test( namespace || docElem && docElem.nodeName || "HTML" ); +}; + +/** + * Sets document-related variables once based on the current document + * @param {Element|Object} [doc] An element or document object to use to set the document + * @returns {Object} Returns the current document + */ +setDocument = Sizzle.setDocument = function( node ) { + var hasCompare, subWindow, + doc = node ? node.ownerDocument || node : preferredDoc; + + // Return early if doc is invalid or already selected + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + if ( doc == document || doc.nodeType !== 9 || !doc.documentElement ) { + return document; + } + + // Update global variables + document = doc; + docElem = document.documentElement; + documentIsHTML = !isXML( document ); + + // Support: IE 9 - 11+, Edge 12 - 18+ + // Accessing iframe documents after unload throws "permission denied" errors (jQuery #13936) + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + if ( preferredDoc != document && + ( subWindow = document.defaultView ) && subWindow.top !== subWindow ) { + + // Support: IE 11, Edge + if ( subWindow.addEventListener ) { + subWindow.addEventListener( "unload", unloadHandler, false ); + + // Support: IE 9 - 10 only + } else if ( subWindow.attachEvent ) { + subWindow.attachEvent( "onunload", unloadHandler ); + } + } + + // Support: IE 8 - 11+, Edge 12 - 18+, Chrome <=16 - 25 only, Firefox <=3.6 - 31 only, + // Safari 4 - 5 only, Opera <=11.6 - 12.x only + // IE/Edge & older browsers don't support the :scope pseudo-class. + // Support: Safari 6.0 only + // Safari 6.0 supports :scope but it's an alias of :root there. + support.scope = assert( function( el ) { + docElem.appendChild( el ).appendChild( document.createElement( "div" ) ); + return typeof el.querySelectorAll !== "undefined" && + !el.querySelectorAll( ":scope fieldset div" ).length; + } ); + + /* Attributes + ---------------------------------------------------------------------- */ + + // Support: IE<8 + // Verify that getAttribute really returns attributes and not properties + // (excepting IE8 booleans) + support.attributes = assert( function( el ) { + el.className = "i"; + return !el.getAttribute( "className" ); + } ); + + /* getElement(s)By* + ---------------------------------------------------------------------- */ + + // Check if getElementsByTagName("*") returns only elements + support.getElementsByTagName = assert( function( el ) { + el.appendChild( document.createComment( "" ) ); + return !el.getElementsByTagName( "*" ).length; + } ); + + // Support: IE<9 + support.getElementsByClassName = rnative.test( document.getElementsByClassName ); + + // Support: IE<10 + // Check if getElementById returns elements by name + // The broken getElementById methods don't pick up programmatically-set names, + // so use a roundabout getElementsByName test + support.getById = assert( function( el ) { + docElem.appendChild( el ).id = expando; + return !document.getElementsByName || !document.getElementsByName( expando ).length; + } ); + + // ID filter and find + if ( support.getById ) { + Expr.filter[ "ID" ] = function( id ) { + var attrId = id.replace( runescape, funescape ); + return function( elem ) { + return elem.getAttribute( "id" ) === attrId; + }; + }; + Expr.find[ "ID" ] = function( id, context ) { + if ( typeof context.getElementById !== "undefined" && documentIsHTML ) { + var elem = context.getElementById( id ); + return elem ? [ elem ] : []; + } + }; + } else { + Expr.filter[ "ID" ] = function( id ) { + var attrId = id.replace( runescape, funescape ); + return function( elem ) { + var node = typeof elem.getAttributeNode !== "undefined" && + elem.getAttributeNode( "id" ); + return node && node.value === attrId; + }; + }; + + // Support: IE 6 - 7 only + // getElementById is not reliable as a find shortcut + Expr.find[ "ID" ] = function( id, context ) { + if ( typeof context.getElementById !== "undefined" && documentIsHTML ) { + var node, i, elems, + elem = context.getElementById( id ); + + if ( elem ) { + + // Verify the id attribute + node = elem.getAttributeNode( "id" ); + if ( node && node.value === id ) { + return [ elem ]; + } + + // Fall back on getElementsByName + elems = context.getElementsByName( id ); + i = 0; + while ( ( elem = elems[ i++ ] ) ) { + node = elem.getAttributeNode( "id" ); + if ( node && node.value === id ) { + return [ elem ]; + } + } + } + + return []; + } + }; + } + + // Tag + Expr.find[ "TAG" ] = support.getElementsByTagName ? + function( tag, context ) { + if ( typeof context.getElementsByTagName !== "undefined" ) { + return context.getElementsByTagName( tag ); + + // DocumentFragment nodes don't have gEBTN + } else if ( support.qsa ) { + return context.querySelectorAll( tag ); + } + } : + + function( tag, context ) { + var elem, + tmp = [], + i = 0, + + // By happy coincidence, a (broken) gEBTN appears on DocumentFragment nodes too + results = context.getElementsByTagName( tag ); + + // Filter out possible comments + if ( tag === "*" ) { + while ( ( elem = results[ i++ ] ) ) { + if ( elem.nodeType === 1 ) { + tmp.push( elem ); + } + } + + return tmp; + } + return results; + }; + + // Class + Expr.find[ "CLASS" ] = support.getElementsByClassName && function( className, context ) { + if ( typeof context.getElementsByClassName !== "undefined" && documentIsHTML ) { + return context.getElementsByClassName( className ); + } + }; + + /* QSA/matchesSelector + ---------------------------------------------------------------------- */ + + // QSA and matchesSelector support + + // matchesSelector(:active) reports false when true (IE9/Opera 11.5) + rbuggyMatches = []; + + // qSa(:focus) reports false when true (Chrome 21) + // We allow this because of a bug in IE8/9 that throws an error + // whenever `document.activeElement` is accessed on an iframe + // So, we allow :focus to pass through QSA all the time to avoid the IE error + // See https://bugs.jquery.com/ticket/13378 + rbuggyQSA = []; + + if ( ( support.qsa = rnative.test( document.querySelectorAll ) ) ) { + + // Build QSA regex + // Regex strategy adopted from Diego Perini + assert( function( el ) { + + var input; + + // Select is set to empty string on purpose + // This is to test IE's treatment of not explicitly + // setting a boolean content attribute, + // since its presence should be enough + // https://bugs.jquery.com/ticket/12359 + docElem.appendChild( el ).innerHTML = "" + + ""; + + // Support: IE8, Opera 11-12.16 + // Nothing should be selected when empty strings follow ^= or $= or *= + // The test attribute must be unknown in Opera but "safe" for WinRT + // https://msdn.microsoft.com/en-us/library/ie/hh465388.aspx#attribute_section + if ( el.querySelectorAll( "[msallowcapture^='']" ).length ) { + rbuggyQSA.push( "[*^$]=" + whitespace + "*(?:''|\"\")" ); + } + + // Support: IE8 + // Boolean attributes and "value" are not treated correctly + if ( !el.querySelectorAll( "[selected]" ).length ) { + rbuggyQSA.push( "\\[" + whitespace + "*(?:value|" + booleans + ")" ); + } + + // Support: Chrome<29, Android<4.4, Safari<7.0+, iOS<7.0+, PhantomJS<1.9.8+ + if ( !el.querySelectorAll( "[id~=" + expando + "-]" ).length ) { + rbuggyQSA.push( "~=" ); + } + + // Support: IE 11+, Edge 15 - 18+ + // IE 11/Edge don't find elements on a `[name='']` query in some cases. + // Adding a temporary attribute to the document before the selection works + // around the issue. + // Interestingly, IE 10 & older don't seem to have the issue. + input = document.createElement( "input" ); + input.setAttribute( "name", "" ); + el.appendChild( input ); + if ( !el.querySelectorAll( "[name='']" ).length ) { + rbuggyQSA.push( "\\[" + whitespace + "*name" + whitespace + "*=" + + whitespace + "*(?:''|\"\")" ); + } + + // Webkit/Opera - :checked should return selected option elements + // http://www.w3.org/TR/2011/REC-css3-selectors-20110929/#checked + // IE8 throws error here and will not see later tests + if ( !el.querySelectorAll( ":checked" ).length ) { + rbuggyQSA.push( ":checked" ); + } + + // Support: Safari 8+, iOS 8+ + // https://bugs.webkit.org/show_bug.cgi?id=136851 + // In-page `selector#id sibling-combinator selector` fails + if ( !el.querySelectorAll( "a#" + expando + "+*" ).length ) { + rbuggyQSA.push( ".#.+[+~]" ); + } + + // Support: Firefox <=3.6 - 5 only + // Old Firefox doesn't throw on a badly-escaped identifier. + el.querySelectorAll( "\\\f" ); + rbuggyQSA.push( "[\\r\\n\\f]" ); + } ); + + assert( function( el ) { + el.innerHTML = "" + + ""; + + // Support: Windows 8 Native Apps + // The type and name attributes are restricted during .innerHTML assignment + var input = document.createElement( "input" ); + input.setAttribute( "type", "hidden" ); + el.appendChild( input ).setAttribute( "name", "D" ); + + // Support: IE8 + // Enforce case-sensitivity of name attribute + if ( el.querySelectorAll( "[name=d]" ).length ) { + rbuggyQSA.push( "name" + whitespace + "*[*^$|!~]?=" ); + } + + // FF 3.5 - :enabled/:disabled and hidden elements (hidden elements are still enabled) + // IE8 throws error here and will not see later tests + if ( el.querySelectorAll( ":enabled" ).length !== 2 ) { + rbuggyQSA.push( ":enabled", ":disabled" ); + } + + // Support: IE9-11+ + // IE's :disabled selector does not pick up the children of disabled fieldsets + docElem.appendChild( el ).disabled = true; + if ( el.querySelectorAll( ":disabled" ).length !== 2 ) { + rbuggyQSA.push( ":enabled", ":disabled" ); + } + + // Support: Opera 10 - 11 only + // Opera 10-11 does not throw on post-comma invalid pseudos + el.querySelectorAll( "*,:x" ); + rbuggyQSA.push( ",.*:" ); + } ); + } + + if ( ( support.matchesSelector = rnative.test( ( matches = docElem.matches || + docElem.webkitMatchesSelector || + docElem.mozMatchesSelector || + docElem.oMatchesSelector || + docElem.msMatchesSelector ) ) ) ) { + + assert( function( el ) { + + // Check to see if it's possible to do matchesSelector + // on a disconnected node (IE 9) + support.disconnectedMatch = matches.call( el, "*" ); + + // This should fail with an exception + // Gecko does not error, returns false instead + matches.call( el, "[s!='']:x" ); + rbuggyMatches.push( "!=", pseudos ); + } ); + } + + rbuggyQSA = rbuggyQSA.length && new RegExp( rbuggyQSA.join( "|" ) ); + rbuggyMatches = rbuggyMatches.length && new RegExp( rbuggyMatches.join( "|" ) ); + + /* Contains + ---------------------------------------------------------------------- */ + hasCompare = rnative.test( docElem.compareDocumentPosition ); + + // Element contains another + // Purposefully self-exclusive + // As in, an element does not contain itself + contains = hasCompare || rnative.test( docElem.contains ) ? + function( a, b ) { + var adown = a.nodeType === 9 ? a.documentElement : a, + bup = b && b.parentNode; + return a === bup || !!( bup && bup.nodeType === 1 && ( + adown.contains ? + adown.contains( bup ) : + a.compareDocumentPosition && a.compareDocumentPosition( bup ) & 16 + ) ); + } : + function( a, b ) { + if ( b ) { + while ( ( b = b.parentNode ) ) { + if ( b === a ) { + return true; + } + } + } + return false; + }; + + /* Sorting + ---------------------------------------------------------------------- */ + + // Document order sorting + sortOrder = hasCompare ? + function( a, b ) { + + // Flag for duplicate removal + if ( a === b ) { + hasDuplicate = true; + return 0; + } + + // Sort on method existence if only one input has compareDocumentPosition + var compare = !a.compareDocumentPosition - !b.compareDocumentPosition; + if ( compare ) { + return compare; + } + + // Calculate position if both inputs belong to the same document + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + compare = ( a.ownerDocument || a ) == ( b.ownerDocument || b ) ? + a.compareDocumentPosition( b ) : + + // Otherwise we know they are disconnected + 1; + + // Disconnected nodes + if ( compare & 1 || + ( !support.sortDetached && b.compareDocumentPosition( a ) === compare ) ) { + + // Choose the first element that is related to our preferred document + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + if ( a == document || a.ownerDocument == preferredDoc && + contains( preferredDoc, a ) ) { + return -1; + } + + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + if ( b == document || b.ownerDocument == preferredDoc && + contains( preferredDoc, b ) ) { + return 1; + } + + // Maintain original order + return sortInput ? + ( indexOf( sortInput, a ) - indexOf( sortInput, b ) ) : + 0; + } + + return compare & 4 ? -1 : 1; + } : + function( a, b ) { + + // Exit early if the nodes are identical + if ( a === b ) { + hasDuplicate = true; + return 0; + } + + var cur, + i = 0, + aup = a.parentNode, + bup = b.parentNode, + ap = [ a ], + bp = [ b ]; + + // Parentless nodes are either documents or disconnected + if ( !aup || !bup ) { + + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + /* eslint-disable eqeqeq */ + return a == document ? -1 : + b == document ? 1 : + /* eslint-enable eqeqeq */ + aup ? -1 : + bup ? 1 : + sortInput ? + ( indexOf( sortInput, a ) - indexOf( sortInput, b ) ) : + 0; + + // If the nodes are siblings, we can do a quick check + } else if ( aup === bup ) { + return siblingCheck( a, b ); + } + + // Otherwise we need full lists of their ancestors for comparison + cur = a; + while ( ( cur = cur.parentNode ) ) { + ap.unshift( cur ); + } + cur = b; + while ( ( cur = cur.parentNode ) ) { + bp.unshift( cur ); + } + + // Walk down the tree looking for a discrepancy + while ( ap[ i ] === bp[ i ] ) { + i++; + } + + return i ? + + // Do a sibling check if the nodes have a common ancestor + siblingCheck( ap[ i ], bp[ i ] ) : + + // Otherwise nodes in our document sort first + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + /* eslint-disable eqeqeq */ + ap[ i ] == preferredDoc ? -1 : + bp[ i ] == preferredDoc ? 1 : + /* eslint-enable eqeqeq */ + 0; + }; + + return document; +}; + +Sizzle.matches = function( expr, elements ) { + return Sizzle( expr, null, null, elements ); +}; + +Sizzle.matchesSelector = function( elem, expr ) { + setDocument( elem ); + + if ( support.matchesSelector && documentIsHTML && + !nonnativeSelectorCache[ expr + " " ] && + ( !rbuggyMatches || !rbuggyMatches.test( expr ) ) && + ( !rbuggyQSA || !rbuggyQSA.test( expr ) ) ) { + + try { + var ret = matches.call( elem, expr ); + + // IE 9's matchesSelector returns false on disconnected nodes + if ( ret || support.disconnectedMatch || + + // As well, disconnected nodes are said to be in a document + // fragment in IE 9 + elem.document && elem.document.nodeType !== 11 ) { + return ret; + } + } catch ( e ) { + nonnativeSelectorCache( expr, true ); + } + } + + return Sizzle( expr, document, null, [ elem ] ).length > 0; +}; + +Sizzle.contains = function( context, elem ) { + + // Set document vars if needed + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + if ( ( context.ownerDocument || context ) != document ) { + setDocument( context ); + } + return contains( context, elem ); +}; + +Sizzle.attr = function( elem, name ) { + + // Set document vars if needed + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + if ( ( elem.ownerDocument || elem ) != document ) { + setDocument( elem ); + } + + var fn = Expr.attrHandle[ name.toLowerCase() ], + + // Don't get fooled by Object.prototype properties (jQuery #13807) + val = fn && hasOwn.call( Expr.attrHandle, name.toLowerCase() ) ? + fn( elem, name, !documentIsHTML ) : + undefined; + + return val !== undefined ? + val : + support.attributes || !documentIsHTML ? + elem.getAttribute( name ) : + ( val = elem.getAttributeNode( name ) ) && val.specified ? + val.value : + null; +}; + +Sizzle.escape = function( sel ) { + return ( sel + "" ).replace( rcssescape, fcssescape ); +}; + +Sizzle.error = function( msg ) { + throw new Error( "Syntax error, unrecognized expression: " + msg ); +}; + +/** + * Document sorting and removing duplicates + * @param {ArrayLike} results + */ +Sizzle.uniqueSort = function( results ) { + var elem, + duplicates = [], + j = 0, + i = 0; + + // Unless we *know* we can detect duplicates, assume their presence + hasDuplicate = !support.detectDuplicates; + sortInput = !support.sortStable && results.slice( 0 ); + results.sort( sortOrder ); + + if ( hasDuplicate ) { + while ( ( elem = results[ i++ ] ) ) { + if ( elem === results[ i ] ) { + j = duplicates.push( i ); + } + } + while ( j-- ) { + results.splice( duplicates[ j ], 1 ); + } + } + + // Clear input after sorting to release objects + // See https://github.com/jquery/sizzle/pull/225 + sortInput = null; + + return results; +}; + +/** + * Utility function for retrieving the text value of an array of DOM nodes + * @param {Array|Element} elem + */ +getText = Sizzle.getText = function( elem ) { + var node, + ret = "", + i = 0, + nodeType = elem.nodeType; + + if ( !nodeType ) { + + // If no nodeType, this is expected to be an array + while ( ( node = elem[ i++ ] ) ) { + + // Do not traverse comment nodes + ret += getText( node ); + } + } else if ( nodeType === 1 || nodeType === 9 || nodeType === 11 ) { + + // Use textContent for elements + // innerText usage removed for consistency of new lines (jQuery #11153) + if ( typeof elem.textContent === "string" ) { + return elem.textContent; + } else { + + // Traverse its children + for ( elem = elem.firstChild; elem; elem = elem.nextSibling ) { + ret += getText( elem ); + } + } + } else if ( nodeType === 3 || nodeType === 4 ) { + return elem.nodeValue; + } + + // Do not include comment or processing instruction nodes + + return ret; +}; + +Expr = Sizzle.selectors = { + + // Can be adjusted by the user + cacheLength: 50, + + createPseudo: markFunction, + + match: matchExpr, + + attrHandle: {}, + + find: {}, + + relative: { + ">": { dir: "parentNode", first: true }, + " ": { dir: "parentNode" }, + "+": { dir: "previousSibling", first: true }, + "~": { dir: "previousSibling" } + }, + + preFilter: { + "ATTR": function( match ) { + match[ 1 ] = match[ 1 ].replace( runescape, funescape ); + + // Move the given value to match[3] whether quoted or unquoted + match[ 3 ] = ( match[ 3 ] || match[ 4 ] || + match[ 5 ] || "" ).replace( runescape, funescape ); + + if ( match[ 2 ] === "~=" ) { + match[ 3 ] = " " + match[ 3 ] + " "; + } + + return match.slice( 0, 4 ); + }, + + "CHILD": function( match ) { + + /* matches from matchExpr["CHILD"] + 1 type (only|nth|...) + 2 what (child|of-type) + 3 argument (even|odd|\d*|\d*n([+-]\d+)?|...) + 4 xn-component of xn+y argument ([+-]?\d*n|) + 5 sign of xn-component + 6 x of xn-component + 7 sign of y-component + 8 y of y-component + */ + match[ 1 ] = match[ 1 ].toLowerCase(); + + if ( match[ 1 ].slice( 0, 3 ) === "nth" ) { + + // nth-* requires argument + if ( !match[ 3 ] ) { + Sizzle.error( match[ 0 ] ); + } + + // numeric x and y parameters for Expr.filter.CHILD + // remember that false/true cast respectively to 0/1 + match[ 4 ] = +( match[ 4 ] ? + match[ 5 ] + ( match[ 6 ] || 1 ) : + 2 * ( match[ 3 ] === "even" || match[ 3 ] === "odd" ) ); + match[ 5 ] = +( ( match[ 7 ] + match[ 8 ] ) || match[ 3 ] === "odd" ); + + // other types prohibit arguments + } else if ( match[ 3 ] ) { + Sizzle.error( match[ 0 ] ); + } + + return match; + }, + + "PSEUDO": function( match ) { + var excess, + unquoted = !match[ 6 ] && match[ 2 ]; + + if ( matchExpr[ "CHILD" ].test( match[ 0 ] ) ) { + return null; + } + + // Accept quoted arguments as-is + if ( match[ 3 ] ) { + match[ 2 ] = match[ 4 ] || match[ 5 ] || ""; + + // Strip excess characters from unquoted arguments + } else if ( unquoted && rpseudo.test( unquoted ) && + + // Get excess from tokenize (recursively) + ( excess = tokenize( unquoted, true ) ) && + + // advance to the next closing parenthesis + ( excess = unquoted.indexOf( ")", unquoted.length - excess ) - unquoted.length ) ) { + + // excess is a negative index + match[ 0 ] = match[ 0 ].slice( 0, excess ); + match[ 2 ] = unquoted.slice( 0, excess ); + } + + // Return only captures needed by the pseudo filter method (type and argument) + return match.slice( 0, 3 ); + } + }, + + filter: { + + "TAG": function( nodeNameSelector ) { + var nodeName = nodeNameSelector.replace( runescape, funescape ).toLowerCase(); + return nodeNameSelector === "*" ? + function() { + return true; + } : + function( elem ) { + return elem.nodeName && elem.nodeName.toLowerCase() === nodeName; + }; + }, + + "CLASS": function( className ) { + var pattern = classCache[ className + " " ]; + + return pattern || + ( pattern = new RegExp( "(^|" + whitespace + + ")" + className + "(" + whitespace + "|$)" ) ) && classCache( + className, function( elem ) { + return pattern.test( + typeof elem.className === "string" && elem.className || + typeof elem.getAttribute !== "undefined" && + elem.getAttribute( "class" ) || + "" + ); + } ); + }, + + "ATTR": function( name, operator, check ) { + return function( elem ) { + var result = Sizzle.attr( elem, name ); + + if ( result == null ) { + return operator === "!="; + } + if ( !operator ) { + return true; + } + + result += ""; + + /* eslint-disable max-len */ + + return operator === "=" ? result === check : + operator === "!=" ? result !== check : + operator === "^=" ? check && result.indexOf( check ) === 0 : + operator === "*=" ? check && result.indexOf( check ) > -1 : + operator === "$=" ? check && result.slice( -check.length ) === check : + operator === "~=" ? ( " " + result.replace( rwhitespace, " " ) + " " ).indexOf( check ) > -1 : + operator === "|=" ? result === check || result.slice( 0, check.length + 1 ) === check + "-" : + false; + /* eslint-enable max-len */ + + }; + }, + + "CHILD": function( type, what, _argument, first, last ) { + var simple = type.slice( 0, 3 ) !== "nth", + forward = type.slice( -4 ) !== "last", + ofType = what === "of-type"; + + return first === 1 && last === 0 ? + + // Shortcut for :nth-*(n) + function( elem ) { + return !!elem.parentNode; + } : + + function( elem, _context, xml ) { + var cache, uniqueCache, outerCache, node, nodeIndex, start, + dir = simple !== forward ? "nextSibling" : "previousSibling", + parent = elem.parentNode, + name = ofType && elem.nodeName.toLowerCase(), + useCache = !xml && !ofType, + diff = false; + + if ( parent ) { + + // :(first|last|only)-(child|of-type) + if ( simple ) { + while ( dir ) { + node = elem; + while ( ( node = node[ dir ] ) ) { + if ( ofType ? + node.nodeName.toLowerCase() === name : + node.nodeType === 1 ) { + + return false; + } + } + + // Reverse direction for :only-* (if we haven't yet done so) + start = dir = type === "only" && !start && "nextSibling"; + } + return true; + } + + start = [ forward ? parent.firstChild : parent.lastChild ]; + + // non-xml :nth-child(...) stores cache data on `parent` + if ( forward && useCache ) { + + // Seek `elem` from a previously-cached index + + // ...in a gzip-friendly way + node = parent; + outerCache = node[ expando ] || ( node[ expando ] = {} ); + + // Support: IE <9 only + // Defend against cloned attroperties (jQuery gh-1709) + uniqueCache = outerCache[ node.uniqueID ] || + ( outerCache[ node.uniqueID ] = {} ); + + cache = uniqueCache[ type ] || []; + nodeIndex = cache[ 0 ] === dirruns && cache[ 1 ]; + diff = nodeIndex && cache[ 2 ]; + node = nodeIndex && parent.childNodes[ nodeIndex ]; + + while ( ( node = ++nodeIndex && node && node[ dir ] || + + // Fallback to seeking `elem` from the start + ( diff = nodeIndex = 0 ) || start.pop() ) ) { + + // When found, cache indexes on `parent` and break + if ( node.nodeType === 1 && ++diff && node === elem ) { + uniqueCache[ type ] = [ dirruns, nodeIndex, diff ]; + break; + } + } + + } else { + + // Use previously-cached element index if available + if ( useCache ) { + + // ...in a gzip-friendly way + node = elem; + outerCache = node[ expando ] || ( node[ expando ] = {} ); + + // Support: IE <9 only + // Defend against cloned attroperties (jQuery gh-1709) + uniqueCache = outerCache[ node.uniqueID ] || + ( outerCache[ node.uniqueID ] = {} ); + + cache = uniqueCache[ type ] || []; + nodeIndex = cache[ 0 ] === dirruns && cache[ 1 ]; + diff = nodeIndex; + } + + // xml :nth-child(...) + // or :nth-last-child(...) or :nth(-last)?-of-type(...) + if ( diff === false ) { + + // Use the same loop as above to seek `elem` from the start + while ( ( node = ++nodeIndex && node && node[ dir ] || + ( diff = nodeIndex = 0 ) || start.pop() ) ) { + + if ( ( ofType ? + node.nodeName.toLowerCase() === name : + node.nodeType === 1 ) && + ++diff ) { + + // Cache the index of each encountered element + if ( useCache ) { + outerCache = node[ expando ] || + ( node[ expando ] = {} ); + + // Support: IE <9 only + // Defend against cloned attroperties (jQuery gh-1709) + uniqueCache = outerCache[ node.uniqueID ] || + ( outerCache[ node.uniqueID ] = {} ); + + uniqueCache[ type ] = [ dirruns, diff ]; + } + + if ( node === elem ) { + break; + } + } + } + } + } + + // Incorporate the offset, then check against cycle size + diff -= last; + return diff === first || ( diff % first === 0 && diff / first >= 0 ); + } + }; + }, + + "PSEUDO": function( pseudo, argument ) { + + // pseudo-class names are case-insensitive + // http://www.w3.org/TR/selectors/#pseudo-classes + // Prioritize by case sensitivity in case custom pseudos are added with uppercase letters + // Remember that setFilters inherits from pseudos + var args, + fn = Expr.pseudos[ pseudo ] || Expr.setFilters[ pseudo.toLowerCase() ] || + Sizzle.error( "unsupported pseudo: " + pseudo ); + + // The user may use createPseudo to indicate that + // arguments are needed to create the filter function + // just as Sizzle does + if ( fn[ expando ] ) { + return fn( argument ); + } + + // But maintain support for old signatures + if ( fn.length > 1 ) { + args = [ pseudo, pseudo, "", argument ]; + return Expr.setFilters.hasOwnProperty( pseudo.toLowerCase() ) ? + markFunction( function( seed, matches ) { + var idx, + matched = fn( seed, argument ), + i = matched.length; + while ( i-- ) { + idx = indexOf( seed, matched[ i ] ); + seed[ idx ] = !( matches[ idx ] = matched[ i ] ); + } + } ) : + function( elem ) { + return fn( elem, 0, args ); + }; + } + + return fn; + } + }, + + pseudos: { + + // Potentially complex pseudos + "not": markFunction( function( selector ) { + + // Trim the selector passed to compile + // to avoid treating leading and trailing + // spaces as combinators + var input = [], + results = [], + matcher = compile( selector.replace( rtrim, "$1" ) ); + + return matcher[ expando ] ? + markFunction( function( seed, matches, _context, xml ) { + var elem, + unmatched = matcher( seed, null, xml, [] ), + i = seed.length; + + // Match elements unmatched by `matcher` + while ( i-- ) { + if ( ( elem = unmatched[ i ] ) ) { + seed[ i ] = !( matches[ i ] = elem ); + } + } + } ) : + function( elem, _context, xml ) { + input[ 0 ] = elem; + matcher( input, null, xml, results ); + + // Don't keep the element (issue #299) + input[ 0 ] = null; + return !results.pop(); + }; + } ), + + "has": markFunction( function( selector ) { + return function( elem ) { + return Sizzle( selector, elem ).length > 0; + }; + } ), + + "contains": markFunction( function( text ) { + text = text.replace( runescape, funescape ); + return function( elem ) { + return ( elem.textContent || getText( elem ) ).indexOf( text ) > -1; + }; + } ), + + // "Whether an element is represented by a :lang() selector + // is based solely on the element's language value + // being equal to the identifier C, + // or beginning with the identifier C immediately followed by "-". + // The matching of C against the element's language value is performed case-insensitively. + // The identifier C does not have to be a valid language name." + // http://www.w3.org/TR/selectors/#lang-pseudo + "lang": markFunction( function( lang ) { + + // lang value must be a valid identifier + if ( !ridentifier.test( lang || "" ) ) { + Sizzle.error( "unsupported lang: " + lang ); + } + lang = lang.replace( runescape, funescape ).toLowerCase(); + return function( elem ) { + var elemLang; + do { + if ( ( elemLang = documentIsHTML ? + elem.lang : + elem.getAttribute( "xml:lang" ) || elem.getAttribute( "lang" ) ) ) { + + elemLang = elemLang.toLowerCase(); + return elemLang === lang || elemLang.indexOf( lang + "-" ) === 0; + } + } while ( ( elem = elem.parentNode ) && elem.nodeType === 1 ); + return false; + }; + } ), + + // Miscellaneous + "target": function( elem ) { + var hash = window.location && window.location.hash; + return hash && hash.slice( 1 ) === elem.id; + }, + + "root": function( elem ) { + return elem === docElem; + }, + + "focus": function( elem ) { + return elem === document.activeElement && + ( !document.hasFocus || document.hasFocus() ) && + !!( elem.type || elem.href || ~elem.tabIndex ); + }, + + // Boolean properties + "enabled": createDisabledPseudo( false ), + "disabled": createDisabledPseudo( true ), + + "checked": function( elem ) { + + // In CSS3, :checked should return both checked and selected elements + // http://www.w3.org/TR/2011/REC-css3-selectors-20110929/#checked + var nodeName = elem.nodeName.toLowerCase(); + return ( nodeName === "input" && !!elem.checked ) || + ( nodeName === "option" && !!elem.selected ); + }, + + "selected": function( elem ) { + + // Accessing this property makes selected-by-default + // options in Safari work properly + if ( elem.parentNode ) { + // eslint-disable-next-line no-unused-expressions + elem.parentNode.selectedIndex; + } + + return elem.selected === true; + }, + + // Contents + "empty": function( elem ) { + + // http://www.w3.org/TR/selectors/#empty-pseudo + // :empty is negated by element (1) or content nodes (text: 3; cdata: 4; entity ref: 5), + // but not by others (comment: 8; processing instruction: 7; etc.) + // nodeType < 6 works because attributes (2) do not appear as children + for ( elem = elem.firstChild; elem; elem = elem.nextSibling ) { + if ( elem.nodeType < 6 ) { + return false; + } + } + return true; + }, + + "parent": function( elem ) { + return !Expr.pseudos[ "empty" ]( elem ); + }, + + // Element/input types + "header": function( elem ) { + return rheader.test( elem.nodeName ); + }, + + "input": function( elem ) { + return rinputs.test( elem.nodeName ); + }, + + "button": function( elem ) { + var name = elem.nodeName.toLowerCase(); + return name === "input" && elem.type === "button" || name === "button"; + }, + + "text": function( elem ) { + var attr; + return elem.nodeName.toLowerCase() === "input" && + elem.type === "text" && + + // Support: IE<8 + // New HTML5 attribute values (e.g., "search") appear with elem.type === "text" + ( ( attr = elem.getAttribute( "type" ) ) == null || + attr.toLowerCase() === "text" ); + }, + + // Position-in-collection + "first": createPositionalPseudo( function() { + return [ 0 ]; + } ), + + "last": createPositionalPseudo( function( _matchIndexes, length ) { + return [ length - 1 ]; + } ), + + "eq": createPositionalPseudo( function( _matchIndexes, length, argument ) { + return [ argument < 0 ? argument + length : argument ]; + } ), + + "even": createPositionalPseudo( function( matchIndexes, length ) { + var i = 0; + for ( ; i < length; i += 2 ) { + matchIndexes.push( i ); + } + return matchIndexes; + } ), + + "odd": createPositionalPseudo( function( matchIndexes, length ) { + var i = 1; + for ( ; i < length; i += 2 ) { + matchIndexes.push( i ); + } + return matchIndexes; + } ), + + "lt": createPositionalPseudo( function( matchIndexes, length, argument ) { + var i = argument < 0 ? + argument + length : + argument > length ? + length : + argument; + for ( ; --i >= 0; ) { + matchIndexes.push( i ); + } + return matchIndexes; + } ), + + "gt": createPositionalPseudo( function( matchIndexes, length, argument ) { + var i = argument < 0 ? argument + length : argument; + for ( ; ++i < length; ) { + matchIndexes.push( i ); + } + return matchIndexes; + } ) + } +}; + +Expr.pseudos[ "nth" ] = Expr.pseudos[ "eq" ]; + +// Add button/input type pseudos +for ( i in { radio: true, checkbox: true, file: true, password: true, image: true } ) { + Expr.pseudos[ i ] = createInputPseudo( i ); +} +for ( i in { submit: true, reset: true } ) { + Expr.pseudos[ i ] = createButtonPseudo( i ); +} + +// Easy API for creating new setFilters +function setFilters() {} +setFilters.prototype = Expr.filters = Expr.pseudos; +Expr.setFilters = new setFilters(); + +tokenize = Sizzle.tokenize = function( selector, parseOnly ) { + var matched, match, tokens, type, + soFar, groups, preFilters, + cached = tokenCache[ selector + " " ]; + + if ( cached ) { + return parseOnly ? 0 : cached.slice( 0 ); + } + + soFar = selector; + groups = []; + preFilters = Expr.preFilter; + + while ( soFar ) { + + // Comma and first run + if ( !matched || ( match = rcomma.exec( soFar ) ) ) { + if ( match ) { + + // Don't consume trailing commas as valid + soFar = soFar.slice( match[ 0 ].length ) || soFar; + } + groups.push( ( tokens = [] ) ); + } + + matched = false; + + // Combinators + if ( ( match = rcombinators.exec( soFar ) ) ) { + matched = match.shift(); + tokens.push( { + value: matched, + + // Cast descendant combinators to space + type: match[ 0 ].replace( rtrim, " " ) + } ); + soFar = soFar.slice( matched.length ); + } + + // Filters + for ( type in Expr.filter ) { + if ( ( match = matchExpr[ type ].exec( soFar ) ) && ( !preFilters[ type ] || + ( match = preFilters[ type ]( match ) ) ) ) { + matched = match.shift(); + tokens.push( { + value: matched, + type: type, + matches: match + } ); + soFar = soFar.slice( matched.length ); + } + } + + if ( !matched ) { + break; + } + } + + // Return the length of the invalid excess + // if we're just parsing + // Otherwise, throw an error or return tokens + return parseOnly ? + soFar.length : + soFar ? + Sizzle.error( selector ) : + + // Cache the tokens + tokenCache( selector, groups ).slice( 0 ); +}; + +function toSelector( tokens ) { + var i = 0, + len = tokens.length, + selector = ""; + for ( ; i < len; i++ ) { + selector += tokens[ i ].value; + } + return selector; +} + +function addCombinator( matcher, combinator, base ) { + var dir = combinator.dir, + skip = combinator.next, + key = skip || dir, + checkNonElements = base && key === "parentNode", + doneName = done++; + + return combinator.first ? + + // Check against closest ancestor/preceding element + function( elem, context, xml ) { + while ( ( elem = elem[ dir ] ) ) { + if ( elem.nodeType === 1 || checkNonElements ) { + return matcher( elem, context, xml ); + } + } + return false; + } : + + // Check against all ancestor/preceding elements + function( elem, context, xml ) { + var oldCache, uniqueCache, outerCache, + newCache = [ dirruns, doneName ]; + + // We can't set arbitrary data on XML nodes, so they don't benefit from combinator caching + if ( xml ) { + while ( ( elem = elem[ dir ] ) ) { + if ( elem.nodeType === 1 || checkNonElements ) { + if ( matcher( elem, context, xml ) ) { + return true; + } + } + } + } else { + while ( ( elem = elem[ dir ] ) ) { + if ( elem.nodeType === 1 || checkNonElements ) { + outerCache = elem[ expando ] || ( elem[ expando ] = {} ); + + // Support: IE <9 only + // Defend against cloned attroperties (jQuery gh-1709) + uniqueCache = outerCache[ elem.uniqueID ] || + ( outerCache[ elem.uniqueID ] = {} ); + + if ( skip && skip === elem.nodeName.toLowerCase() ) { + elem = elem[ dir ] || elem; + } else if ( ( oldCache = uniqueCache[ key ] ) && + oldCache[ 0 ] === dirruns && oldCache[ 1 ] === doneName ) { + + // Assign to newCache so results back-propagate to previous elements + return ( newCache[ 2 ] = oldCache[ 2 ] ); + } else { + + // Reuse newcache so results back-propagate to previous elements + uniqueCache[ key ] = newCache; + + // A match means we're done; a fail means we have to keep checking + if ( ( newCache[ 2 ] = matcher( elem, context, xml ) ) ) { + return true; + } + } + } + } + } + return false; + }; +} + +function elementMatcher( matchers ) { + return matchers.length > 1 ? + function( elem, context, xml ) { + var i = matchers.length; + while ( i-- ) { + if ( !matchers[ i ]( elem, context, xml ) ) { + return false; + } + } + return true; + } : + matchers[ 0 ]; +} + +function multipleContexts( selector, contexts, results ) { + var i = 0, + len = contexts.length; + for ( ; i < len; i++ ) { + Sizzle( selector, contexts[ i ], results ); + } + return results; +} + +function condense( unmatched, map, filter, context, xml ) { + var elem, + newUnmatched = [], + i = 0, + len = unmatched.length, + mapped = map != null; + + for ( ; i < len; i++ ) { + if ( ( elem = unmatched[ i ] ) ) { + if ( !filter || filter( elem, context, xml ) ) { + newUnmatched.push( elem ); + if ( mapped ) { + map.push( i ); + } + } + } + } + + return newUnmatched; +} + +function setMatcher( preFilter, selector, matcher, postFilter, postFinder, postSelector ) { + if ( postFilter && !postFilter[ expando ] ) { + postFilter = setMatcher( postFilter ); + } + if ( postFinder && !postFinder[ expando ] ) { + postFinder = setMatcher( postFinder, postSelector ); + } + return markFunction( function( seed, results, context, xml ) { + var temp, i, elem, + preMap = [], + postMap = [], + preexisting = results.length, + + // Get initial elements from seed or context + elems = seed || multipleContexts( + selector || "*", + context.nodeType ? [ context ] : context, + [] + ), + + // Prefilter to get matcher input, preserving a map for seed-results synchronization + matcherIn = preFilter && ( seed || !selector ) ? + condense( elems, preMap, preFilter, context, xml ) : + elems, + + matcherOut = matcher ? + + // If we have a postFinder, or filtered seed, or non-seed postFilter or preexisting results, + postFinder || ( seed ? preFilter : preexisting || postFilter ) ? + + // ...intermediate processing is necessary + [] : + + // ...otherwise use results directly + results : + matcherIn; + + // Find primary matches + if ( matcher ) { + matcher( matcherIn, matcherOut, context, xml ); + } + + // Apply postFilter + if ( postFilter ) { + temp = condense( matcherOut, postMap ); + postFilter( temp, [], context, xml ); + + // Un-match failing elements by moving them back to matcherIn + i = temp.length; + while ( i-- ) { + if ( ( elem = temp[ i ] ) ) { + matcherOut[ postMap[ i ] ] = !( matcherIn[ postMap[ i ] ] = elem ); + } + } + } + + if ( seed ) { + if ( postFinder || preFilter ) { + if ( postFinder ) { + + // Get the final matcherOut by condensing this intermediate into postFinder contexts + temp = []; + i = matcherOut.length; + while ( i-- ) { + if ( ( elem = matcherOut[ i ] ) ) { + + // Restore matcherIn since elem is not yet a final match + temp.push( ( matcherIn[ i ] = elem ) ); + } + } + postFinder( null, ( matcherOut = [] ), temp, xml ); + } + + // Move matched elements from seed to results to keep them synchronized + i = matcherOut.length; + while ( i-- ) { + if ( ( elem = matcherOut[ i ] ) && + ( temp = postFinder ? indexOf( seed, elem ) : preMap[ i ] ) > -1 ) { + + seed[ temp ] = !( results[ temp ] = elem ); + } + } + } + + // Add elements to results, through postFinder if defined + } else { + matcherOut = condense( + matcherOut === results ? + matcherOut.splice( preexisting, matcherOut.length ) : + matcherOut + ); + if ( postFinder ) { + postFinder( null, results, matcherOut, xml ); + } else { + push.apply( results, matcherOut ); + } + } + } ); +} + +function matcherFromTokens( tokens ) { + var checkContext, matcher, j, + len = tokens.length, + leadingRelative = Expr.relative[ tokens[ 0 ].type ], + implicitRelative = leadingRelative || Expr.relative[ " " ], + i = leadingRelative ? 1 : 0, + + // The foundational matcher ensures that elements are reachable from top-level context(s) + matchContext = addCombinator( function( elem ) { + return elem === checkContext; + }, implicitRelative, true ), + matchAnyContext = addCombinator( function( elem ) { + return indexOf( checkContext, elem ) > -1; + }, implicitRelative, true ), + matchers = [ function( elem, context, xml ) { + var ret = ( !leadingRelative && ( xml || context !== outermostContext ) ) || ( + ( checkContext = context ).nodeType ? + matchContext( elem, context, xml ) : + matchAnyContext( elem, context, xml ) ); + + // Avoid hanging onto element (issue #299) + checkContext = null; + return ret; + } ]; + + for ( ; i < len; i++ ) { + if ( ( matcher = Expr.relative[ tokens[ i ].type ] ) ) { + matchers = [ addCombinator( elementMatcher( matchers ), matcher ) ]; + } else { + matcher = Expr.filter[ tokens[ i ].type ].apply( null, tokens[ i ].matches ); + + // Return special upon seeing a positional matcher + if ( matcher[ expando ] ) { + + // Find the next relative operator (if any) for proper handling + j = ++i; + for ( ; j < len; j++ ) { + if ( Expr.relative[ tokens[ j ].type ] ) { + break; + } + } + return setMatcher( + i > 1 && elementMatcher( matchers ), + i > 1 && toSelector( + + // If the preceding token was a descendant combinator, insert an implicit any-element `*` + tokens + .slice( 0, i - 1 ) + .concat( { value: tokens[ i - 2 ].type === " " ? "*" : "" } ) + ).replace( rtrim, "$1" ), + matcher, + i < j && matcherFromTokens( tokens.slice( i, j ) ), + j < len && matcherFromTokens( ( tokens = tokens.slice( j ) ) ), + j < len && toSelector( tokens ) + ); + } + matchers.push( matcher ); + } + } + + return elementMatcher( matchers ); +} + +function matcherFromGroupMatchers( elementMatchers, setMatchers ) { + var bySet = setMatchers.length > 0, + byElement = elementMatchers.length > 0, + superMatcher = function( seed, context, xml, results, outermost ) { + var elem, j, matcher, + matchedCount = 0, + i = "0", + unmatched = seed && [], + setMatched = [], + contextBackup = outermostContext, + + // We must always have either seed elements or outermost context + elems = seed || byElement && Expr.find[ "TAG" ]( "*", outermost ), + + // Use integer dirruns iff this is the outermost matcher + dirrunsUnique = ( dirruns += contextBackup == null ? 1 : Math.random() || 0.1 ), + len = elems.length; + + if ( outermost ) { + + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + outermostContext = context == document || context || outermost; + } + + // Add elements passing elementMatchers directly to results + // Support: IE<9, Safari + // Tolerate NodeList properties (IE: "length"; Safari: ) matching elements by id + for ( ; i !== len && ( elem = elems[ i ] ) != null; i++ ) { + if ( byElement && elem ) { + j = 0; + + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + if ( !context && elem.ownerDocument != document ) { + setDocument( elem ); + xml = !documentIsHTML; + } + while ( ( matcher = elementMatchers[ j++ ] ) ) { + if ( matcher( elem, context || document, xml ) ) { + results.push( elem ); + break; + } + } + if ( outermost ) { + dirruns = dirrunsUnique; + } + } + + // Track unmatched elements for set filters + if ( bySet ) { + + // They will have gone through all possible matchers + if ( ( elem = !matcher && elem ) ) { + matchedCount--; + } + + // Lengthen the array for every element, matched or not + if ( seed ) { + unmatched.push( elem ); + } + } + } + + // `i` is now the count of elements visited above, and adding it to `matchedCount` + // makes the latter nonnegative. + matchedCount += i; + + // Apply set filters to unmatched elements + // NOTE: This can be skipped if there are no unmatched elements (i.e., `matchedCount` + // equals `i`), unless we didn't visit _any_ elements in the above loop because we have + // no element matchers and no seed. + // Incrementing an initially-string "0" `i` allows `i` to remain a string only in that + // case, which will result in a "00" `matchedCount` that differs from `i` but is also + // numerically zero. + if ( bySet && i !== matchedCount ) { + j = 0; + while ( ( matcher = setMatchers[ j++ ] ) ) { + matcher( unmatched, setMatched, context, xml ); + } + + if ( seed ) { + + // Reintegrate element matches to eliminate the need for sorting + if ( matchedCount > 0 ) { + while ( i-- ) { + if ( !( unmatched[ i ] || setMatched[ i ] ) ) { + setMatched[ i ] = pop.call( results ); + } + } + } + + // Discard index placeholder values to get only actual matches + setMatched = condense( setMatched ); + } + + // Add matches to results + push.apply( results, setMatched ); + + // Seedless set matches succeeding multiple successful matchers stipulate sorting + if ( outermost && !seed && setMatched.length > 0 && + ( matchedCount + setMatchers.length ) > 1 ) { + + Sizzle.uniqueSort( results ); + } + } + + // Override manipulation of globals by nested matchers + if ( outermost ) { + dirruns = dirrunsUnique; + outermostContext = contextBackup; + } + + return unmatched; + }; + + return bySet ? + markFunction( superMatcher ) : + superMatcher; +} + +compile = Sizzle.compile = function( selector, match /* Internal Use Only */ ) { + var i, + setMatchers = [], + elementMatchers = [], + cached = compilerCache[ selector + " " ]; + + if ( !cached ) { + + // Generate a function of recursive functions that can be used to check each element + if ( !match ) { + match = tokenize( selector ); + } + i = match.length; + while ( i-- ) { + cached = matcherFromTokens( match[ i ] ); + if ( cached[ expando ] ) { + setMatchers.push( cached ); + } else { + elementMatchers.push( cached ); + } + } + + // Cache the compiled function + cached = compilerCache( + selector, + matcherFromGroupMatchers( elementMatchers, setMatchers ) + ); + + // Save selector and tokenization + cached.selector = selector; + } + return cached; +}; + +/** + * A low-level selection function that works with Sizzle's compiled + * selector functions + * @param {String|Function} selector A selector or a pre-compiled + * selector function built with Sizzle.compile + * @param {Element} context + * @param {Array} [results] + * @param {Array} [seed] A set of elements to match against + */ +select = Sizzle.select = function( selector, context, results, seed ) { + var i, tokens, token, type, find, + compiled = typeof selector === "function" && selector, + match = !seed && tokenize( ( selector = compiled.selector || selector ) ); + + results = results || []; + + // Try to minimize operations if there is only one selector in the list and no seed + // (the latter of which guarantees us context) + if ( match.length === 1 ) { + + // Reduce context if the leading compound selector is an ID + tokens = match[ 0 ] = match[ 0 ].slice( 0 ); + if ( tokens.length > 2 && ( token = tokens[ 0 ] ).type === "ID" && + context.nodeType === 9 && documentIsHTML && Expr.relative[ tokens[ 1 ].type ] ) { + + context = ( Expr.find[ "ID" ]( token.matches[ 0 ] + .replace( runescape, funescape ), context ) || [] )[ 0 ]; + if ( !context ) { + return results; + + // Precompiled matchers will still verify ancestry, so step up a level + } else if ( compiled ) { + context = context.parentNode; + } + + selector = selector.slice( tokens.shift().value.length ); + } + + // Fetch a seed set for right-to-left matching + i = matchExpr[ "needsContext" ].test( selector ) ? 0 : tokens.length; + while ( i-- ) { + token = tokens[ i ]; + + // Abort if we hit a combinator + if ( Expr.relative[ ( type = token.type ) ] ) { + break; + } + if ( ( find = Expr.find[ type ] ) ) { + + // Search, expanding context for leading sibling combinators + if ( ( seed = find( + token.matches[ 0 ].replace( runescape, funescape ), + rsibling.test( tokens[ 0 ].type ) && testContext( context.parentNode ) || + context + ) ) ) { + + // If seed is empty or no tokens remain, we can return early + tokens.splice( i, 1 ); + selector = seed.length && toSelector( tokens ); + if ( !selector ) { + push.apply( results, seed ); + return results; + } + + break; + } + } + } + } + + // Compile and execute a filtering function if one is not provided + // Provide `match` to avoid retokenization if we modified the selector above + ( compiled || compile( selector, match ) )( + seed, + context, + !documentIsHTML, + results, + !context || rsibling.test( selector ) && testContext( context.parentNode ) || context + ); + return results; +}; + +// One-time assignments + +// Sort stability +support.sortStable = expando.split( "" ).sort( sortOrder ).join( "" ) === expando; + +// Support: Chrome 14-35+ +// Always assume duplicates if they aren't passed to the comparison function +support.detectDuplicates = !!hasDuplicate; + +// Initialize against the default document +setDocument(); + +// Support: Webkit<537.32 - Safari 6.0.3/Chrome 25 (fixed in Chrome 27) +// Detached nodes confoundingly follow *each other* +support.sortDetached = assert( function( el ) { + + // Should return 1, but returns 4 (following) + return el.compareDocumentPosition( document.createElement( "fieldset" ) ) & 1; +} ); + +// Support: IE<8 +// Prevent attribute/property "interpolation" +// https://msdn.microsoft.com/en-us/library/ms536429%28VS.85%29.aspx +if ( !assert( function( el ) { + el.innerHTML = ""; + return el.firstChild.getAttribute( "href" ) === "#"; +} ) ) { + addHandle( "type|href|height|width", function( elem, name, isXML ) { + if ( !isXML ) { + return elem.getAttribute( name, name.toLowerCase() === "type" ? 1 : 2 ); + } + } ); +} + +// Support: IE<9 +// Use defaultValue in place of getAttribute("value") +if ( !support.attributes || !assert( function( el ) { + el.innerHTML = ""; + el.firstChild.setAttribute( "value", "" ); + return el.firstChild.getAttribute( "value" ) === ""; +} ) ) { + addHandle( "value", function( elem, _name, isXML ) { + if ( !isXML && elem.nodeName.toLowerCase() === "input" ) { + return elem.defaultValue; + } + } ); +} + +// Support: IE<9 +// Use getAttributeNode to fetch booleans when getAttribute lies +if ( !assert( function( el ) { + return el.getAttribute( "disabled" ) == null; +} ) ) { + addHandle( booleans, function( elem, name, isXML ) { + var val; + if ( !isXML ) { + return elem[ name ] === true ? name.toLowerCase() : + ( val = elem.getAttributeNode( name ) ) && val.specified ? + val.value : + null; + } + } ); +} + +return Sizzle; + +} )( window ); + + + +jQuery.find = Sizzle; +jQuery.expr = Sizzle.selectors; + +// Deprecated +jQuery.expr[ ":" ] = jQuery.expr.pseudos; +jQuery.uniqueSort = jQuery.unique = Sizzle.uniqueSort; +jQuery.text = Sizzle.getText; +jQuery.isXMLDoc = Sizzle.isXML; +jQuery.contains = Sizzle.contains; +jQuery.escapeSelector = Sizzle.escape; + + + + +var dir = function( elem, dir, until ) { + var matched = [], + truncate = until !== undefined; + + while ( ( elem = elem[ dir ] ) && elem.nodeType !== 9 ) { + if ( elem.nodeType === 1 ) { + if ( truncate && jQuery( elem ).is( until ) ) { + break; + } + matched.push( elem ); + } + } + return matched; +}; + + +var siblings = function( n, elem ) { + var matched = []; + + for ( ; n; n = n.nextSibling ) { + if ( n.nodeType === 1 && n !== elem ) { + matched.push( n ); + } + } + + return matched; +}; + + +var rneedsContext = jQuery.expr.match.needsContext; + + + +function nodeName( elem, name ) { + + return elem.nodeName && elem.nodeName.toLowerCase() === name.toLowerCase(); + +}; +var rsingleTag = ( /^<([a-z][^\/\0>:\x20\t\r\n\f]*)[\x20\t\r\n\f]*\/?>(?:<\/\1>|)$/i ); + + + +// Implement the identical functionality for filter and not +function winnow( elements, qualifier, not ) { + if ( isFunction( qualifier ) ) { + return jQuery.grep( elements, function( elem, i ) { + return !!qualifier.call( elem, i, elem ) !== not; + } ); + } + + // Single element + if ( qualifier.nodeType ) { + return jQuery.grep( elements, function( elem ) { + return ( elem === qualifier ) !== not; + } ); + } + + // Arraylike of elements (jQuery, arguments, Array) + if ( typeof qualifier !== "string" ) { + return jQuery.grep( elements, function( elem ) { + return ( indexOf.call( qualifier, elem ) > -1 ) !== not; + } ); + } + + // Filtered directly for both simple and complex selectors + return jQuery.filter( qualifier, elements, not ); +} + +jQuery.filter = function( expr, elems, not ) { + var elem = elems[ 0 ]; + + if ( not ) { + expr = ":not(" + expr + ")"; + } + + if ( elems.length === 1 && elem.nodeType === 1 ) { + return jQuery.find.matchesSelector( elem, expr ) ? [ elem ] : []; + } + + return jQuery.find.matches( expr, jQuery.grep( elems, function( elem ) { + return elem.nodeType === 1; + } ) ); +}; + +jQuery.fn.extend( { + find: function( selector ) { + var i, ret, + len = this.length, + self = this; + + if ( typeof selector !== "string" ) { + return this.pushStack( jQuery( selector ).filter( function() { + for ( i = 0; i < len; i++ ) { + if ( jQuery.contains( self[ i ], this ) ) { + return true; + } + } + } ) ); + } + + ret = this.pushStack( [] ); + + for ( i = 0; i < len; i++ ) { + jQuery.find( selector, self[ i ], ret ); + } + + return len > 1 ? jQuery.uniqueSort( ret ) : ret; + }, + filter: function( selector ) { + return this.pushStack( winnow( this, selector || [], false ) ); + }, + not: function( selector ) { + return this.pushStack( winnow( this, selector || [], true ) ); + }, + is: function( selector ) { + return !!winnow( + this, + + // If this is a positional/relative selector, check membership in the returned set + // so $("p:first").is("p:last") won't return true for a doc with two "p". + typeof selector === "string" && rneedsContext.test( selector ) ? + jQuery( selector ) : + selector || [], + false + ).length; + } +} ); + + +// Initialize a jQuery object + + +// A central reference to the root jQuery(document) +var rootjQuery, + + // A simple way to check for HTML strings + // Prioritize #id over to avoid XSS via location.hash (#9521) + // Strict HTML recognition (#11290: must start with <) + // Shortcut simple #id case for speed + rquickExpr = /^(?:\s*(<[\w\W]+>)[^>]*|#([\w-]+))$/, + + init = jQuery.fn.init = function( selector, context, root ) { + var match, elem; + + // HANDLE: $(""), $(null), $(undefined), $(false) + if ( !selector ) { + return this; + } + + // Method init() accepts an alternate rootjQuery + // so migrate can support jQuery.sub (gh-2101) + root = root || rootjQuery; + + // Handle HTML strings + if ( typeof selector === "string" ) { + if ( selector[ 0 ] === "<" && + selector[ selector.length - 1 ] === ">" && + selector.length >= 3 ) { + + // Assume that strings that start and end with <> are HTML and skip the regex check + match = [ null, selector, null ]; + + } else { + match = rquickExpr.exec( selector ); + } + + // Match html or make sure no context is specified for #id + if ( match && ( match[ 1 ] || !context ) ) { + + // HANDLE: $(html) -> $(array) + if ( match[ 1 ] ) { + context = context instanceof jQuery ? context[ 0 ] : context; + + // Option to run scripts is true for back-compat + // Intentionally let the error be thrown if parseHTML is not present + jQuery.merge( this, jQuery.parseHTML( + match[ 1 ], + context && context.nodeType ? context.ownerDocument || context : document, + true + ) ); + + // HANDLE: $(html, props) + if ( rsingleTag.test( match[ 1 ] ) && jQuery.isPlainObject( context ) ) { + for ( match in context ) { + + // Properties of context are called as methods if possible + if ( isFunction( this[ match ] ) ) { + this[ match ]( context[ match ] ); + + // ...and otherwise set as attributes + } else { + this.attr( match, context[ match ] ); + } + } + } + + return this; + + // HANDLE: $(#id) + } else { + elem = document.getElementById( match[ 2 ] ); + + if ( elem ) { + + // Inject the element directly into the jQuery object + this[ 0 ] = elem; + this.length = 1; + } + return this; + } + + // HANDLE: $(expr, $(...)) + } else if ( !context || context.jquery ) { + return ( context || root ).find( selector ); + + // HANDLE: $(expr, context) + // (which is just equivalent to: $(context).find(expr) + } else { + return this.constructor( context ).find( selector ); + } + + // HANDLE: $(DOMElement) + } else if ( selector.nodeType ) { + this[ 0 ] = selector; + this.length = 1; + return this; + + // HANDLE: $(function) + // Shortcut for document ready + } else if ( isFunction( selector ) ) { + return root.ready !== undefined ? + root.ready( selector ) : + + // Execute immediately if ready is not present + selector( jQuery ); + } + + return jQuery.makeArray( selector, this ); + }; + +// Give the init function the jQuery prototype for later instantiation +init.prototype = jQuery.fn; + +// Initialize central reference +rootjQuery = jQuery( document ); + + +var rparentsprev = /^(?:parents|prev(?:Until|All))/, + + // Methods guaranteed to produce a unique set when starting from a unique set + guaranteedUnique = { + children: true, + contents: true, + next: true, + prev: true + }; + +jQuery.fn.extend( { + has: function( target ) { + var targets = jQuery( target, this ), + l = targets.length; + + return this.filter( function() { + var i = 0; + for ( ; i < l; i++ ) { + if ( jQuery.contains( this, targets[ i ] ) ) { + return true; + } + } + } ); + }, + + closest: function( selectors, context ) { + var cur, + i = 0, + l = this.length, + matched = [], + targets = typeof selectors !== "string" && jQuery( selectors ); + + // Positional selectors never match, since there's no _selection_ context + if ( !rneedsContext.test( selectors ) ) { + for ( ; i < l; i++ ) { + for ( cur = this[ i ]; cur && cur !== context; cur = cur.parentNode ) { + + // Always skip document fragments + if ( cur.nodeType < 11 && ( targets ? + targets.index( cur ) > -1 : + + // Don't pass non-elements to Sizzle + cur.nodeType === 1 && + jQuery.find.matchesSelector( cur, selectors ) ) ) { + + matched.push( cur ); + break; + } + } + } + } + + return this.pushStack( matched.length > 1 ? jQuery.uniqueSort( matched ) : matched ); + }, + + // Determine the position of an element within the set + index: function( elem ) { + + // No argument, return index in parent + if ( !elem ) { + return ( this[ 0 ] && this[ 0 ].parentNode ) ? this.first().prevAll().length : -1; + } + + // Index in selector + if ( typeof elem === "string" ) { + return indexOf.call( jQuery( elem ), this[ 0 ] ); + } + + // Locate the position of the desired element + return indexOf.call( this, + + // If it receives a jQuery object, the first element is used + elem.jquery ? elem[ 0 ] : elem + ); + }, + + add: function( selector, context ) { + return this.pushStack( + jQuery.uniqueSort( + jQuery.merge( this.get(), jQuery( selector, context ) ) + ) + ); + }, + + addBack: function( selector ) { + return this.add( selector == null ? + this.prevObject : this.prevObject.filter( selector ) + ); + } +} ); + +function sibling( cur, dir ) { + while ( ( cur = cur[ dir ] ) && cur.nodeType !== 1 ) {} + return cur; +} + +jQuery.each( { + parent: function( elem ) { + var parent = elem.parentNode; + return parent && parent.nodeType !== 11 ? parent : null; + }, + parents: function( elem ) { + return dir( elem, "parentNode" ); + }, + parentsUntil: function( elem, _i, until ) { + return dir( elem, "parentNode", until ); + }, + next: function( elem ) { + return sibling( elem, "nextSibling" ); + }, + prev: function( elem ) { + return sibling( elem, "previousSibling" ); + }, + nextAll: function( elem ) { + return dir( elem, "nextSibling" ); + }, + prevAll: function( elem ) { + return dir( elem, "previousSibling" ); + }, + nextUntil: function( elem, _i, until ) { + return dir( elem, "nextSibling", until ); + }, + prevUntil: function( elem, _i, until ) { + return dir( elem, "previousSibling", until ); + }, + siblings: function( elem ) { + return siblings( ( elem.parentNode || {} ).firstChild, elem ); + }, + children: function( elem ) { + return siblings( elem.firstChild ); + }, + contents: function( elem ) { + if ( elem.contentDocument != null && + + // Support: IE 11+ + // elements with no `data` attribute has an object + // `contentDocument` with a `null` prototype. + getProto( elem.contentDocument ) ) { + + return elem.contentDocument; + } + + // Support: IE 9 - 11 only, iOS 7 only, Android Browser <=4.3 only + // Treat the template element as a regular one in browsers that + // don't support it. + if ( nodeName( elem, "template" ) ) { + elem = elem.content || elem; + } + + return jQuery.merge( [], elem.childNodes ); + } +}, function( name, fn ) { + jQuery.fn[ name ] = function( until, selector ) { + var matched = jQuery.map( this, fn, until ); + + if ( name.slice( -5 ) !== "Until" ) { + selector = until; + } + + if ( selector && typeof selector === "string" ) { + matched = jQuery.filter( selector, matched ); + } + + if ( this.length > 1 ) { + + // Remove duplicates + if ( !guaranteedUnique[ name ] ) { + jQuery.uniqueSort( matched ); + } + + // Reverse order for parents* and prev-derivatives + if ( rparentsprev.test( name ) ) { + matched.reverse(); + } + } + + return this.pushStack( matched ); + }; +} ); +var rnothtmlwhite = ( /[^\x20\t\r\n\f]+/g ); + + + +// Convert String-formatted options into Object-formatted ones +function createOptions( options ) { + var object = {}; + jQuery.each( options.match( rnothtmlwhite ) || [], function( _, flag ) { + object[ flag ] = true; + } ); + return object; +} + +/* + * Create a callback list using the following parameters: + * + * options: an optional list of space-separated options that will change how + * the callback list behaves or a more traditional option object + * + * By default a callback list will act like an event callback list and can be + * "fired" multiple times. + * + * Possible options: + * + * once: will ensure the callback list can only be fired once (like a Deferred) + * + * memory: will keep track of previous values and will call any callback added + * after the list has been fired right away with the latest "memorized" + * values (like a Deferred) + * + * unique: will ensure a callback can only be added once (no duplicate in the list) + * + * stopOnFalse: interrupt callings when a callback returns false + * + */ +jQuery.Callbacks = function( options ) { + + // Convert options from String-formatted to Object-formatted if needed + // (we check in cache first) + options = typeof options === "string" ? + createOptions( options ) : + jQuery.extend( {}, options ); + + var // Flag to know if list is currently firing + firing, + + // Last fire value for non-forgettable lists + memory, + + // Flag to know if list was already fired + fired, + + // Flag to prevent firing + locked, + + // Actual callback list + list = [], + + // Queue of execution data for repeatable lists + queue = [], + + // Index of currently firing callback (modified by add/remove as needed) + firingIndex = -1, + + // Fire callbacks + fire = function() { + + // Enforce single-firing + locked = locked || options.once; + + // Execute callbacks for all pending executions, + // respecting firingIndex overrides and runtime changes + fired = firing = true; + for ( ; queue.length; firingIndex = -1 ) { + memory = queue.shift(); + while ( ++firingIndex < list.length ) { + + // Run callback and check for early termination + if ( list[ firingIndex ].apply( memory[ 0 ], memory[ 1 ] ) === false && + options.stopOnFalse ) { + + // Jump to end and forget the data so .add doesn't re-fire + firingIndex = list.length; + memory = false; + } + } + } + + // Forget the data if we're done with it + if ( !options.memory ) { + memory = false; + } + + firing = false; + + // Clean up if we're done firing for good + if ( locked ) { + + // Keep an empty list if we have data for future add calls + if ( memory ) { + list = []; + + // Otherwise, this object is spent + } else { + list = ""; + } + } + }, + + // Actual Callbacks object + self = { + + // Add a callback or a collection of callbacks to the list + add: function() { + if ( list ) { + + // If we have memory from a past run, we should fire after adding + if ( memory && !firing ) { + firingIndex = list.length - 1; + queue.push( memory ); + } + + ( function add( args ) { + jQuery.each( args, function( _, arg ) { + if ( isFunction( arg ) ) { + if ( !options.unique || !self.has( arg ) ) { + list.push( arg ); + } + } else if ( arg && arg.length && toType( arg ) !== "string" ) { + + // Inspect recursively + add( arg ); + } + } ); + } )( arguments ); + + if ( memory && !firing ) { + fire(); + } + } + return this; + }, + + // Remove a callback from the list + remove: function() { + jQuery.each( arguments, function( _, arg ) { + var index; + while ( ( index = jQuery.inArray( arg, list, index ) ) > -1 ) { + list.splice( index, 1 ); + + // Handle firing indexes + if ( index <= firingIndex ) { + firingIndex--; + } + } + } ); + return this; + }, + + // Check if a given callback is in the list. + // If no argument is given, return whether or not list has callbacks attached. + has: function( fn ) { + return fn ? + jQuery.inArray( fn, list ) > -1 : + list.length > 0; + }, + + // Remove all callbacks from the list + empty: function() { + if ( list ) { + list = []; + } + return this; + }, + + // Disable .fire and .add + // Abort any current/pending executions + // Clear all callbacks and values + disable: function() { + locked = queue = []; + list = memory = ""; + return this; + }, + disabled: function() { + return !list; + }, + + // Disable .fire + // Also disable .add unless we have memory (since it would have no effect) + // Abort any pending executions + lock: function() { + locked = queue = []; + if ( !memory && !firing ) { + list = memory = ""; + } + return this; + }, + locked: function() { + return !!locked; + }, + + // Call all callbacks with the given context and arguments + fireWith: function( context, args ) { + if ( !locked ) { + args = args || []; + args = [ context, args.slice ? args.slice() : args ]; + queue.push( args ); + if ( !firing ) { + fire(); + } + } + return this; + }, + + // Call all the callbacks with the given arguments + fire: function() { + self.fireWith( this, arguments ); + return this; + }, + + // To know if the callbacks have already been called at least once + fired: function() { + return !!fired; + } + }; + + return self; +}; + + +function Identity( v ) { + return v; +} +function Thrower( ex ) { + throw ex; +} + +function adoptValue( value, resolve, reject, noValue ) { + var method; + + try { + + // Check for promise aspect first to privilege synchronous behavior + if ( value && isFunction( ( method = value.promise ) ) ) { + method.call( value ).done( resolve ).fail( reject ); + + // Other thenables + } else if ( value && isFunction( ( method = value.then ) ) ) { + method.call( value, resolve, reject ); + + // Other non-thenables + } else { + + // Control `resolve` arguments by letting Array#slice cast boolean `noValue` to integer: + // * false: [ value ].slice( 0 ) => resolve( value ) + // * true: [ value ].slice( 1 ) => resolve() + resolve.apply( undefined, [ value ].slice( noValue ) ); + } + + // For Promises/A+, convert exceptions into rejections + // Since jQuery.when doesn't unwrap thenables, we can skip the extra checks appearing in + // Deferred#then to conditionally suppress rejection. + } catch ( value ) { + + // Support: Android 4.0 only + // Strict mode functions invoked without .call/.apply get global-object context + reject.apply( undefined, [ value ] ); + } +} + +jQuery.extend( { + + Deferred: function( func ) { + var tuples = [ + + // action, add listener, callbacks, + // ... .then handlers, argument index, [final state] + [ "notify", "progress", jQuery.Callbacks( "memory" ), + jQuery.Callbacks( "memory" ), 2 ], + [ "resolve", "done", jQuery.Callbacks( "once memory" ), + jQuery.Callbacks( "once memory" ), 0, "resolved" ], + [ "reject", "fail", jQuery.Callbacks( "once memory" ), + jQuery.Callbacks( "once memory" ), 1, "rejected" ] + ], + state = "pending", + promise = { + state: function() { + return state; + }, + always: function() { + deferred.done( arguments ).fail( arguments ); + return this; + }, + "catch": function( fn ) { + return promise.then( null, fn ); + }, + + // Keep pipe for back-compat + pipe: function( /* fnDone, fnFail, fnProgress */ ) { + var fns = arguments; + + return jQuery.Deferred( function( newDefer ) { + jQuery.each( tuples, function( _i, tuple ) { + + // Map tuples (progress, done, fail) to arguments (done, fail, progress) + var fn = isFunction( fns[ tuple[ 4 ] ] ) && fns[ tuple[ 4 ] ]; + + // deferred.progress(function() { bind to newDefer or newDefer.notify }) + // deferred.done(function() { bind to newDefer or newDefer.resolve }) + // deferred.fail(function() { bind to newDefer or newDefer.reject }) + deferred[ tuple[ 1 ] ]( function() { + var returned = fn && fn.apply( this, arguments ); + if ( returned && isFunction( returned.promise ) ) { + returned.promise() + .progress( newDefer.notify ) + .done( newDefer.resolve ) + .fail( newDefer.reject ); + } else { + newDefer[ tuple[ 0 ] + "With" ]( + this, + fn ? [ returned ] : arguments + ); + } + } ); + } ); + fns = null; + } ).promise(); + }, + then: function( onFulfilled, onRejected, onProgress ) { + var maxDepth = 0; + function resolve( depth, deferred, handler, special ) { + return function() { + var that = this, + args = arguments, + mightThrow = function() { + var returned, then; + + // Support: Promises/A+ section 2.3.3.3.3 + // https://promisesaplus.com/#point-59 + // Ignore double-resolution attempts + if ( depth < maxDepth ) { + return; + } + + returned = handler.apply( that, args ); + + // Support: Promises/A+ section 2.3.1 + // https://promisesaplus.com/#point-48 + if ( returned === deferred.promise() ) { + throw new TypeError( "Thenable self-resolution" ); + } + + // Support: Promises/A+ sections 2.3.3.1, 3.5 + // https://promisesaplus.com/#point-54 + // https://promisesaplus.com/#point-75 + // Retrieve `then` only once + then = returned && + + // Support: Promises/A+ section 2.3.4 + // https://promisesaplus.com/#point-64 + // Only check objects and functions for thenability + ( typeof returned === "object" || + typeof returned === "function" ) && + returned.then; + + // Handle a returned thenable + if ( isFunction( then ) ) { + + // Special processors (notify) just wait for resolution + if ( special ) { + then.call( + returned, + resolve( maxDepth, deferred, Identity, special ), + resolve( maxDepth, deferred, Thrower, special ) + ); + + // Normal processors (resolve) also hook into progress + } else { + + // ...and disregard older resolution values + maxDepth++; + + then.call( + returned, + resolve( maxDepth, deferred, Identity, special ), + resolve( maxDepth, deferred, Thrower, special ), + resolve( maxDepth, deferred, Identity, + deferred.notifyWith ) + ); + } + + // Handle all other returned values + } else { + + // Only substitute handlers pass on context + // and multiple values (non-spec behavior) + if ( handler !== Identity ) { + that = undefined; + args = [ returned ]; + } + + // Process the value(s) + // Default process is resolve + ( special || deferred.resolveWith )( that, args ); + } + }, + + // Only normal processors (resolve) catch and reject exceptions + process = special ? + mightThrow : + function() { + try { + mightThrow(); + } catch ( e ) { + + if ( jQuery.Deferred.exceptionHook ) { + jQuery.Deferred.exceptionHook( e, + process.stackTrace ); + } + + // Support: Promises/A+ section 2.3.3.3.4.1 + // https://promisesaplus.com/#point-61 + // Ignore post-resolution exceptions + if ( depth + 1 >= maxDepth ) { + + // Only substitute handlers pass on context + // and multiple values (non-spec behavior) + if ( handler !== Thrower ) { + that = undefined; + args = [ e ]; + } + + deferred.rejectWith( that, args ); + } + } + }; + + // Support: Promises/A+ section 2.3.3.3.1 + // https://promisesaplus.com/#point-57 + // Re-resolve promises immediately to dodge false rejection from + // subsequent errors + if ( depth ) { + process(); + } else { + + // Call an optional hook to record the stack, in case of exception + // since it's otherwise lost when execution goes async + if ( jQuery.Deferred.getStackHook ) { + process.stackTrace = jQuery.Deferred.getStackHook(); + } + window.setTimeout( process ); + } + }; + } + + return jQuery.Deferred( function( newDefer ) { + + // progress_handlers.add( ... ) + tuples[ 0 ][ 3 ].add( + resolve( + 0, + newDefer, + isFunction( onProgress ) ? + onProgress : + Identity, + newDefer.notifyWith + ) + ); + + // fulfilled_handlers.add( ... ) + tuples[ 1 ][ 3 ].add( + resolve( + 0, + newDefer, + isFunction( onFulfilled ) ? + onFulfilled : + Identity + ) + ); + + // rejected_handlers.add( ... ) + tuples[ 2 ][ 3 ].add( + resolve( + 0, + newDefer, + isFunction( onRejected ) ? + onRejected : + Thrower + ) + ); + } ).promise(); + }, + + // Get a promise for this deferred + // If obj is provided, the promise aspect is added to the object + promise: function( obj ) { + return obj != null ? jQuery.extend( obj, promise ) : promise; + } + }, + deferred = {}; + + // Add list-specific methods + jQuery.each( tuples, function( i, tuple ) { + var list = tuple[ 2 ], + stateString = tuple[ 5 ]; + + // promise.progress = list.add + // promise.done = list.add + // promise.fail = list.add + promise[ tuple[ 1 ] ] = list.add; + + // Handle state + if ( stateString ) { + list.add( + function() { + + // state = "resolved" (i.e., fulfilled) + // state = "rejected" + state = stateString; + }, + + // rejected_callbacks.disable + // fulfilled_callbacks.disable + tuples[ 3 - i ][ 2 ].disable, + + // rejected_handlers.disable + // fulfilled_handlers.disable + tuples[ 3 - i ][ 3 ].disable, + + // progress_callbacks.lock + tuples[ 0 ][ 2 ].lock, + + // progress_handlers.lock + tuples[ 0 ][ 3 ].lock + ); + } + + // progress_handlers.fire + // fulfilled_handlers.fire + // rejected_handlers.fire + list.add( tuple[ 3 ].fire ); + + // deferred.notify = function() { deferred.notifyWith(...) } + // deferred.resolve = function() { deferred.resolveWith(...) } + // deferred.reject = function() { deferred.rejectWith(...) } + deferred[ tuple[ 0 ] ] = function() { + deferred[ tuple[ 0 ] + "With" ]( this === deferred ? undefined : this, arguments ); + return this; + }; + + // deferred.notifyWith = list.fireWith + // deferred.resolveWith = list.fireWith + // deferred.rejectWith = list.fireWith + deferred[ tuple[ 0 ] + "With" ] = list.fireWith; + } ); + + // Make the deferred a promise + promise.promise( deferred ); + + // Call given func if any + if ( func ) { + func.call( deferred, deferred ); + } + + // All done! + return deferred; + }, + + // Deferred helper + when: function( singleValue ) { + var + + // count of uncompleted subordinates + remaining = arguments.length, + + // count of unprocessed arguments + i = remaining, + + // subordinate fulfillment data + resolveContexts = Array( i ), + resolveValues = slice.call( arguments ), + + // the master Deferred + master = jQuery.Deferred(), + + // subordinate callback factory + updateFunc = function( i ) { + return function( value ) { + resolveContexts[ i ] = this; + resolveValues[ i ] = arguments.length > 1 ? slice.call( arguments ) : value; + if ( !( --remaining ) ) { + master.resolveWith( resolveContexts, resolveValues ); + } + }; + }; + + // Single- and empty arguments are adopted like Promise.resolve + if ( remaining <= 1 ) { + adoptValue( singleValue, master.done( updateFunc( i ) ).resolve, master.reject, + !remaining ); + + // Use .then() to unwrap secondary thenables (cf. gh-3000) + if ( master.state() === "pending" || + isFunction( resolveValues[ i ] && resolveValues[ i ].then ) ) { + + return master.then(); + } + } + + // Multiple arguments are aggregated like Promise.all array elements + while ( i-- ) { + adoptValue( resolveValues[ i ], updateFunc( i ), master.reject ); + } + + return master.promise(); + } +} ); + + +// These usually indicate a programmer mistake during development, +// warn about them ASAP rather than swallowing them by default. +var rerrorNames = /^(Eval|Internal|Range|Reference|Syntax|Type|URI)Error$/; + +jQuery.Deferred.exceptionHook = function( error, stack ) { + + // Support: IE 8 - 9 only + // Console exists when dev tools are open, which can happen at any time + if ( window.console && window.console.warn && error && rerrorNames.test( error.name ) ) { + window.console.warn( "jQuery.Deferred exception: " + error.message, error.stack, stack ); + } +}; + + + + +jQuery.readyException = function( error ) { + window.setTimeout( function() { + throw error; + } ); +}; + + + + +// The deferred used on DOM ready +var readyList = jQuery.Deferred(); + +jQuery.fn.ready = function( fn ) { + + readyList + .then( fn ) + + // Wrap jQuery.readyException in a function so that the lookup + // happens at the time of error handling instead of callback + // registration. + .catch( function( error ) { + jQuery.readyException( error ); + } ); + + return this; +}; + +jQuery.extend( { + + // Is the DOM ready to be used? Set to true once it occurs. + isReady: false, + + // A counter to track how many items to wait for before + // the ready event fires. See #6781 + readyWait: 1, + + // Handle when the DOM is ready + ready: function( wait ) { + + // Abort if there are pending holds or we're already ready + if ( wait === true ? --jQuery.readyWait : jQuery.isReady ) { + return; + } + + // Remember that the DOM is ready + jQuery.isReady = true; + + // If a normal DOM Ready event fired, decrement, and wait if need be + if ( wait !== true && --jQuery.readyWait > 0 ) { + return; + } + + // If there are functions bound, to execute + readyList.resolveWith( document, [ jQuery ] ); + } +} ); + +jQuery.ready.then = readyList.then; + +// The ready event handler and self cleanup method +function completed() { + document.removeEventListener( "DOMContentLoaded", completed ); + window.removeEventListener( "load", completed ); + jQuery.ready(); +} + +// Catch cases where $(document).ready() is called +// after the browser event has already occurred. +// Support: IE <=9 - 10 only +// Older IE sometimes signals "interactive" too soon +if ( document.readyState === "complete" || + ( document.readyState !== "loading" && !document.documentElement.doScroll ) ) { + + // Handle it asynchronously to allow scripts the opportunity to delay ready + window.setTimeout( jQuery.ready ); + +} else { + + // Use the handy event callback + document.addEventListener( "DOMContentLoaded", completed ); + + // A fallback to window.onload, that will always work + window.addEventListener( "load", completed ); +} + + + + +// Multifunctional method to get and set values of a collection +// The value/s can optionally be executed if it's a function +var access = function( elems, fn, key, value, chainable, emptyGet, raw ) { + var i = 0, + len = elems.length, + bulk = key == null; + + // Sets many values + if ( toType( key ) === "object" ) { + chainable = true; + for ( i in key ) { + access( elems, fn, i, key[ i ], true, emptyGet, raw ); + } + + // Sets one value + } else if ( value !== undefined ) { + chainable = true; + + if ( !isFunction( value ) ) { + raw = true; + } + + if ( bulk ) { + + // Bulk operations run against the entire set + if ( raw ) { + fn.call( elems, value ); + fn = null; + + // ...except when executing function values + } else { + bulk = fn; + fn = function( elem, _key, value ) { + return bulk.call( jQuery( elem ), value ); + }; + } + } + + if ( fn ) { + for ( ; i < len; i++ ) { + fn( + elems[ i ], key, raw ? + value : + value.call( elems[ i ], i, fn( elems[ i ], key ) ) + ); + } + } + } + + if ( chainable ) { + return elems; + } + + // Gets + if ( bulk ) { + return fn.call( elems ); + } + + return len ? fn( elems[ 0 ], key ) : emptyGet; +}; + + +// Matches dashed string for camelizing +var rmsPrefix = /^-ms-/, + rdashAlpha = /-([a-z])/g; + +// Used by camelCase as callback to replace() +function fcamelCase( _all, letter ) { + return letter.toUpperCase(); +} + +// Convert dashed to camelCase; used by the css and data modules +// Support: IE <=9 - 11, Edge 12 - 15 +// Microsoft forgot to hump their vendor prefix (#9572) +function camelCase( string ) { + return string.replace( rmsPrefix, "ms-" ).replace( rdashAlpha, fcamelCase ); +} +var acceptData = function( owner ) { + + // Accepts only: + // - Node + // - Node.ELEMENT_NODE + // - Node.DOCUMENT_NODE + // - Object + // - Any + return owner.nodeType === 1 || owner.nodeType === 9 || !( +owner.nodeType ); +}; + + + + +function Data() { + this.expando = jQuery.expando + Data.uid++; +} + +Data.uid = 1; + +Data.prototype = { + + cache: function( owner ) { + + // Check if the owner object already has a cache + var value = owner[ this.expando ]; + + // If not, create one + if ( !value ) { + value = {}; + + // We can accept data for non-element nodes in modern browsers, + // but we should not, see #8335. + // Always return an empty object. + if ( acceptData( owner ) ) { + + // If it is a node unlikely to be stringify-ed or looped over + // use plain assignment + if ( owner.nodeType ) { + owner[ this.expando ] = value; + + // Otherwise secure it in a non-enumerable property + // configurable must be true to allow the property to be + // deleted when data is removed + } else { + Object.defineProperty( owner, this.expando, { + value: value, + configurable: true + } ); + } + } + } + + return value; + }, + set: function( owner, data, value ) { + var prop, + cache = this.cache( owner ); + + // Handle: [ owner, key, value ] args + // Always use camelCase key (gh-2257) + if ( typeof data === "string" ) { + cache[ camelCase( data ) ] = value; + + // Handle: [ owner, { properties } ] args + } else { + + // Copy the properties one-by-one to the cache object + for ( prop in data ) { + cache[ camelCase( prop ) ] = data[ prop ]; + } + } + return cache; + }, + get: function( owner, key ) { + return key === undefined ? + this.cache( owner ) : + + // Always use camelCase key (gh-2257) + owner[ this.expando ] && owner[ this.expando ][ camelCase( key ) ]; + }, + access: function( owner, key, value ) { + + // In cases where either: + // + // 1. No key was specified + // 2. A string key was specified, but no value provided + // + // Take the "read" path and allow the get method to determine + // which value to return, respectively either: + // + // 1. The entire cache object + // 2. The data stored at the key + // + if ( key === undefined || + ( ( key && typeof key === "string" ) && value === undefined ) ) { + + return this.get( owner, key ); + } + + // When the key is not a string, or both a key and value + // are specified, set or extend (existing objects) with either: + // + // 1. An object of properties + // 2. A key and value + // + this.set( owner, key, value ); + + // Since the "set" path can have two possible entry points + // return the expected data based on which path was taken[*] + return value !== undefined ? value : key; + }, + remove: function( owner, key ) { + var i, + cache = owner[ this.expando ]; + + if ( cache === undefined ) { + return; + } + + if ( key !== undefined ) { + + // Support array or space separated string of keys + if ( Array.isArray( key ) ) { + + // If key is an array of keys... + // We always set camelCase keys, so remove that. + key = key.map( camelCase ); + } else { + key = camelCase( key ); + + // If a key with the spaces exists, use it. + // Otherwise, create an array by matching non-whitespace + key = key in cache ? + [ key ] : + ( key.match( rnothtmlwhite ) || [] ); + } + + i = key.length; + + while ( i-- ) { + delete cache[ key[ i ] ]; + } + } + + // Remove the expando if there's no more data + if ( key === undefined || jQuery.isEmptyObject( cache ) ) { + + // Support: Chrome <=35 - 45 + // Webkit & Blink performance suffers when deleting properties + // from DOM nodes, so set to undefined instead + // https://bugs.chromium.org/p/chromium/issues/detail?id=378607 (bug restricted) + if ( owner.nodeType ) { + owner[ this.expando ] = undefined; + } else { + delete owner[ this.expando ]; + } + } + }, + hasData: function( owner ) { + var cache = owner[ this.expando ]; + return cache !== undefined && !jQuery.isEmptyObject( cache ); + } +}; +var dataPriv = new Data(); + +var dataUser = new Data(); + + + +// Implementation Summary +// +// 1. Enforce API surface and semantic compatibility with 1.9.x branch +// 2. Improve the module's maintainability by reducing the storage +// paths to a single mechanism. +// 3. Use the same single mechanism to support "private" and "user" data. +// 4. _Never_ expose "private" data to user code (TODO: Drop _data, _removeData) +// 5. Avoid exposing implementation details on user objects (eg. expando properties) +// 6. Provide a clear path for implementation upgrade to WeakMap in 2014 + +var rbrace = /^(?:\{[\w\W]*\}|\[[\w\W]*\])$/, + rmultiDash = /[A-Z]/g; + +function getData( data ) { + if ( data === "true" ) { + return true; + } + + if ( data === "false" ) { + return false; + } + + if ( data === "null" ) { + return null; + } + + // Only convert to a number if it doesn't change the string + if ( data === +data + "" ) { + return +data; + } + + if ( rbrace.test( data ) ) { + return JSON.parse( data ); + } + + return data; +} + +function dataAttr( elem, key, data ) { + var name; + + // If nothing was found internally, try to fetch any + // data from the HTML5 data-* attribute + if ( data === undefined && elem.nodeType === 1 ) { + name = "data-" + key.replace( rmultiDash, "-$&" ).toLowerCase(); + data = elem.getAttribute( name ); + + if ( typeof data === "string" ) { + try { + data = getData( data ); + } catch ( e ) {} + + // Make sure we set the data so it isn't changed later + dataUser.set( elem, key, data ); + } else { + data = undefined; + } + } + return data; +} + +jQuery.extend( { + hasData: function( elem ) { + return dataUser.hasData( elem ) || dataPriv.hasData( elem ); + }, + + data: function( elem, name, data ) { + return dataUser.access( elem, name, data ); + }, + + removeData: function( elem, name ) { + dataUser.remove( elem, name ); + }, + + // TODO: Now that all calls to _data and _removeData have been replaced + // with direct calls to dataPriv methods, these can be deprecated. + _data: function( elem, name, data ) { + return dataPriv.access( elem, name, data ); + }, + + _removeData: function( elem, name ) { + dataPriv.remove( elem, name ); + } +} ); + +jQuery.fn.extend( { + data: function( key, value ) { + var i, name, data, + elem = this[ 0 ], + attrs = elem && elem.attributes; + + // Gets all values + if ( key === undefined ) { + if ( this.length ) { + data = dataUser.get( elem ); + + if ( elem.nodeType === 1 && !dataPriv.get( elem, "hasDataAttrs" ) ) { + i = attrs.length; + while ( i-- ) { + + // Support: IE 11 only + // The attrs elements can be null (#14894) + if ( attrs[ i ] ) { + name = attrs[ i ].name; + if ( name.indexOf( "data-" ) === 0 ) { + name = camelCase( name.slice( 5 ) ); + dataAttr( elem, name, data[ name ] ); + } + } + } + dataPriv.set( elem, "hasDataAttrs", true ); + } + } + + return data; + } + + // Sets multiple values + if ( typeof key === "object" ) { + return this.each( function() { + dataUser.set( this, key ); + } ); + } + + return access( this, function( value ) { + var data; + + // The calling jQuery object (element matches) is not empty + // (and therefore has an element appears at this[ 0 ]) and the + // `value` parameter was not undefined. An empty jQuery object + // will result in `undefined` for elem = this[ 0 ] which will + // throw an exception if an attempt to read a data cache is made. + if ( elem && value === undefined ) { + + // Attempt to get data from the cache + // The key will always be camelCased in Data + data = dataUser.get( elem, key ); + if ( data !== undefined ) { + return data; + } + + // Attempt to "discover" the data in + // HTML5 custom data-* attrs + data = dataAttr( elem, key ); + if ( data !== undefined ) { + return data; + } + + // We tried really hard, but the data doesn't exist. + return; + } + + // Set the data... + this.each( function() { + + // We always store the camelCased key + dataUser.set( this, key, value ); + } ); + }, null, value, arguments.length > 1, null, true ); + }, + + removeData: function( key ) { + return this.each( function() { + dataUser.remove( this, key ); + } ); + } +} ); + + +jQuery.extend( { + queue: function( elem, type, data ) { + var queue; + + if ( elem ) { + type = ( type || "fx" ) + "queue"; + queue = dataPriv.get( elem, type ); + + // Speed up dequeue by getting out quickly if this is just a lookup + if ( data ) { + if ( !queue || Array.isArray( data ) ) { + queue = dataPriv.access( elem, type, jQuery.makeArray( data ) ); + } else { + queue.push( data ); + } + } + return queue || []; + } + }, + + dequeue: function( elem, type ) { + type = type || "fx"; + + var queue = jQuery.queue( elem, type ), + startLength = queue.length, + fn = queue.shift(), + hooks = jQuery._queueHooks( elem, type ), + next = function() { + jQuery.dequeue( elem, type ); + }; + + // If the fx queue is dequeued, always remove the progress sentinel + if ( fn === "inprogress" ) { + fn = queue.shift(); + startLength--; + } + + if ( fn ) { + + // Add a progress sentinel to prevent the fx queue from being + // automatically dequeued + if ( type === "fx" ) { + queue.unshift( "inprogress" ); + } + + // Clear up the last queue stop function + delete hooks.stop; + fn.call( elem, next, hooks ); + } + + if ( !startLength && hooks ) { + hooks.empty.fire(); + } + }, + + // Not public - generate a queueHooks object, or return the current one + _queueHooks: function( elem, type ) { + var key = type + "queueHooks"; + return dataPriv.get( elem, key ) || dataPriv.access( elem, key, { + empty: jQuery.Callbacks( "once memory" ).add( function() { + dataPriv.remove( elem, [ type + "queue", key ] ); + } ) + } ); + } +} ); + +jQuery.fn.extend( { + queue: function( type, data ) { + var setter = 2; + + if ( typeof type !== "string" ) { + data = type; + type = "fx"; + setter--; + } + + if ( arguments.length < setter ) { + return jQuery.queue( this[ 0 ], type ); + } + + return data === undefined ? + this : + this.each( function() { + var queue = jQuery.queue( this, type, data ); + + // Ensure a hooks for this queue + jQuery._queueHooks( this, type ); + + if ( type === "fx" && queue[ 0 ] !== "inprogress" ) { + jQuery.dequeue( this, type ); + } + } ); + }, + dequeue: function( type ) { + return this.each( function() { + jQuery.dequeue( this, type ); + } ); + }, + clearQueue: function( type ) { + return this.queue( type || "fx", [] ); + }, + + // Get a promise resolved when queues of a certain type + // are emptied (fx is the type by default) + promise: function( type, obj ) { + var tmp, + count = 1, + defer = jQuery.Deferred(), + elements = this, + i = this.length, + resolve = function() { + if ( !( --count ) ) { + defer.resolveWith( elements, [ elements ] ); + } + }; + + if ( typeof type !== "string" ) { + obj = type; + type = undefined; + } + type = type || "fx"; + + while ( i-- ) { + tmp = dataPriv.get( elements[ i ], type + "queueHooks" ); + if ( tmp && tmp.empty ) { + count++; + tmp.empty.add( resolve ); + } + } + resolve(); + return defer.promise( obj ); + } +} ); +var pnum = ( /[+-]?(?:\d*\.|)\d+(?:[eE][+-]?\d+|)/ ).source; + +var rcssNum = new RegExp( "^(?:([+-])=|)(" + pnum + ")([a-z%]*)$", "i" ); + + +var cssExpand = [ "Top", "Right", "Bottom", "Left" ]; + +var documentElement = document.documentElement; + + + + var isAttached = function( elem ) { + return jQuery.contains( elem.ownerDocument, elem ); + }, + composed = { composed: true }; + + // Support: IE 9 - 11+, Edge 12 - 18+, iOS 10.0 - 10.2 only + // Check attachment across shadow DOM boundaries when possible (gh-3504) + // Support: iOS 10.0-10.2 only + // Early iOS 10 versions support `attachShadow` but not `getRootNode`, + // leading to errors. We need to check for `getRootNode`. + if ( documentElement.getRootNode ) { + isAttached = function( elem ) { + return jQuery.contains( elem.ownerDocument, elem ) || + elem.getRootNode( composed ) === elem.ownerDocument; + }; + } +var isHiddenWithinTree = function( elem, el ) { + + // isHiddenWithinTree might be called from jQuery#filter function; + // in that case, element will be second argument + elem = el || elem; + + // Inline style trumps all + return elem.style.display === "none" || + elem.style.display === "" && + + // Otherwise, check computed style + // Support: Firefox <=43 - 45 + // Disconnected elements can have computed display: none, so first confirm that elem is + // in the document. + isAttached( elem ) && + + jQuery.css( elem, "display" ) === "none"; + }; + + + +function adjustCSS( elem, prop, valueParts, tween ) { + var adjusted, scale, + maxIterations = 20, + currentValue = tween ? + function() { + return tween.cur(); + } : + function() { + return jQuery.css( elem, prop, "" ); + }, + initial = currentValue(), + unit = valueParts && valueParts[ 3 ] || ( jQuery.cssNumber[ prop ] ? "" : "px" ), + + // Starting value computation is required for potential unit mismatches + initialInUnit = elem.nodeType && + ( jQuery.cssNumber[ prop ] || unit !== "px" && +initial ) && + rcssNum.exec( jQuery.css( elem, prop ) ); + + if ( initialInUnit && initialInUnit[ 3 ] !== unit ) { + + // Support: Firefox <=54 + // Halve the iteration target value to prevent interference from CSS upper bounds (gh-2144) + initial = initial / 2; + + // Trust units reported by jQuery.css + unit = unit || initialInUnit[ 3 ]; + + // Iteratively approximate from a nonzero starting point + initialInUnit = +initial || 1; + + while ( maxIterations-- ) { + + // Evaluate and update our best guess (doubling guesses that zero out). + // Finish if the scale equals or crosses 1 (making the old*new product non-positive). + jQuery.style( elem, prop, initialInUnit + unit ); + if ( ( 1 - scale ) * ( 1 - ( scale = currentValue() / initial || 0.5 ) ) <= 0 ) { + maxIterations = 0; + } + initialInUnit = initialInUnit / scale; + + } + + initialInUnit = initialInUnit * 2; + jQuery.style( elem, prop, initialInUnit + unit ); + + // Make sure we update the tween properties later on + valueParts = valueParts || []; + } + + if ( valueParts ) { + initialInUnit = +initialInUnit || +initial || 0; + + // Apply relative offset (+=/-=) if specified + adjusted = valueParts[ 1 ] ? + initialInUnit + ( valueParts[ 1 ] + 1 ) * valueParts[ 2 ] : + +valueParts[ 2 ]; + if ( tween ) { + tween.unit = unit; + tween.start = initialInUnit; + tween.end = adjusted; + } + } + return adjusted; +} + + +var defaultDisplayMap = {}; + +function getDefaultDisplay( elem ) { + var temp, + doc = elem.ownerDocument, + nodeName = elem.nodeName, + display = defaultDisplayMap[ nodeName ]; + + if ( display ) { + return display; + } + + temp = doc.body.appendChild( doc.createElement( nodeName ) ); + display = jQuery.css( temp, "display" ); + + temp.parentNode.removeChild( temp ); + + if ( display === "none" ) { + display = "block"; + } + defaultDisplayMap[ nodeName ] = display; + + return display; +} + +function showHide( elements, show ) { + var display, elem, + values = [], + index = 0, + length = elements.length; + + // Determine new display value for elements that need to change + for ( ; index < length; index++ ) { + elem = elements[ index ]; + if ( !elem.style ) { + continue; + } + + display = elem.style.display; + if ( show ) { + + // Since we force visibility upon cascade-hidden elements, an immediate (and slow) + // check is required in this first loop unless we have a nonempty display value (either + // inline or about-to-be-restored) + if ( display === "none" ) { + values[ index ] = dataPriv.get( elem, "display" ) || null; + if ( !values[ index ] ) { + elem.style.display = ""; + } + } + if ( elem.style.display === "" && isHiddenWithinTree( elem ) ) { + values[ index ] = getDefaultDisplay( elem ); + } + } else { + if ( display !== "none" ) { + values[ index ] = "none"; + + // Remember what we're overwriting + dataPriv.set( elem, "display", display ); + } + } + } + + // Set the display of the elements in a second loop to avoid constant reflow + for ( index = 0; index < length; index++ ) { + if ( values[ index ] != null ) { + elements[ index ].style.display = values[ index ]; + } + } + + return elements; +} + +jQuery.fn.extend( { + show: function() { + return showHide( this, true ); + }, + hide: function() { + return showHide( this ); + }, + toggle: function( state ) { + if ( typeof state === "boolean" ) { + return state ? this.show() : this.hide(); + } + + return this.each( function() { + if ( isHiddenWithinTree( this ) ) { + jQuery( this ).show(); + } else { + jQuery( this ).hide(); + } + } ); + } +} ); +var rcheckableType = ( /^(?:checkbox|radio)$/i ); + +var rtagName = ( /<([a-z][^\/\0>\x20\t\r\n\f]*)/i ); + +var rscriptType = ( /^$|^module$|\/(?:java|ecma)script/i ); + + + +( function() { + var fragment = document.createDocumentFragment(), + div = fragment.appendChild( document.createElement( "div" ) ), + input = document.createElement( "input" ); + + // Support: Android 4.0 - 4.3 only + // Check state lost if the name is set (#11217) + // Support: Windows Web Apps (WWA) + // `name` and `type` must use .setAttribute for WWA (#14901) + input.setAttribute( "type", "radio" ); + input.setAttribute( "checked", "checked" ); + input.setAttribute( "name", "t" ); + + div.appendChild( input ); + + // Support: Android <=4.1 only + // Older WebKit doesn't clone checked state correctly in fragments + support.checkClone = div.cloneNode( true ).cloneNode( true ).lastChild.checked; + + // Support: IE <=11 only + // Make sure textarea (and checkbox) defaultValue is properly cloned + div.innerHTML = ""; + support.noCloneChecked = !!div.cloneNode( true ).lastChild.defaultValue; + + // Support: IE <=9 only + // IE <=9 replaces "; + support.option = !!div.lastChild; +} )(); + + +// We have to close these tags to support XHTML (#13200) +var wrapMap = { + + // XHTML parsers do not magically insert elements in the + // same way that tag soup parsers do. So we cannot shorten + // this by omitting or other required elements. + thead: [ 1, "", "
      " ], + col: [ 2, "", "
      " ], + tr: [ 2, "", "
      " ], + td: [ 3, "", "
      " ], + + _default: [ 0, "", "" ] +}; + +wrapMap.tbody = wrapMap.tfoot = wrapMap.colgroup = wrapMap.caption = wrapMap.thead; +wrapMap.th = wrapMap.td; + +// Support: IE <=9 only +if ( !support.option ) { + wrapMap.optgroup = wrapMap.option = [ 1, "" ]; +} + + +function getAll( context, tag ) { + + // Support: IE <=9 - 11 only + // Use typeof to avoid zero-argument method invocation on host objects (#15151) + var ret; + + if ( typeof context.getElementsByTagName !== "undefined" ) { + ret = context.getElementsByTagName( tag || "*" ); + + } else if ( typeof context.querySelectorAll !== "undefined" ) { + ret = context.querySelectorAll( tag || "*" ); + + } else { + ret = []; + } + + if ( tag === undefined || tag && nodeName( context, tag ) ) { + return jQuery.merge( [ context ], ret ); + } + + return ret; +} + + +// Mark scripts as having already been evaluated +function setGlobalEval( elems, refElements ) { + var i = 0, + l = elems.length; + + for ( ; i < l; i++ ) { + dataPriv.set( + elems[ i ], + "globalEval", + !refElements || dataPriv.get( refElements[ i ], "globalEval" ) + ); + } +} + + +var rhtml = /<|&#?\w+;/; + +function buildFragment( elems, context, scripts, selection, ignored ) { + var elem, tmp, tag, wrap, attached, j, + fragment = context.createDocumentFragment(), + nodes = [], + i = 0, + l = elems.length; + + for ( ; i < l; i++ ) { + elem = elems[ i ]; + + if ( elem || elem === 0 ) { + + // Add nodes directly + if ( toType( elem ) === "object" ) { + + // Support: Android <=4.0 only, PhantomJS 1 only + // push.apply(_, arraylike) throws on ancient WebKit + jQuery.merge( nodes, elem.nodeType ? [ elem ] : elem ); + + // Convert non-html into a text node + } else if ( !rhtml.test( elem ) ) { + nodes.push( context.createTextNode( elem ) ); + + // Convert html into DOM nodes + } else { + tmp = tmp || fragment.appendChild( context.createElement( "div" ) ); + + // Deserialize a standard representation + tag = ( rtagName.exec( elem ) || [ "", "" ] )[ 1 ].toLowerCase(); + wrap = wrapMap[ tag ] || wrapMap._default; + tmp.innerHTML = wrap[ 1 ] + jQuery.htmlPrefilter( elem ) + wrap[ 2 ]; + + // Descend through wrappers to the right content + j = wrap[ 0 ]; + while ( j-- ) { + tmp = tmp.lastChild; + } + + // Support: Android <=4.0 only, PhantomJS 1 only + // push.apply(_, arraylike) throws on ancient WebKit + jQuery.merge( nodes, tmp.childNodes ); + + // Remember the top-level container + tmp = fragment.firstChild; + + // Ensure the created nodes are orphaned (#12392) + tmp.textContent = ""; + } + } + } + + // Remove wrapper from fragment + fragment.textContent = ""; + + i = 0; + while ( ( elem = nodes[ i++ ] ) ) { + + // Skip elements already in the context collection (trac-4087) + if ( selection && jQuery.inArray( elem, selection ) > -1 ) { + if ( ignored ) { + ignored.push( elem ); + } + continue; + } + + attached = isAttached( elem ); + + // Append to fragment + tmp = getAll( fragment.appendChild( elem ), "script" ); + + // Preserve script evaluation history + if ( attached ) { + setGlobalEval( tmp ); + } + + // Capture executables + if ( scripts ) { + j = 0; + while ( ( elem = tmp[ j++ ] ) ) { + if ( rscriptType.test( elem.type || "" ) ) { + scripts.push( elem ); + } + } + } + } + + return fragment; +} + + +var + rkeyEvent = /^key/, + rmouseEvent = /^(?:mouse|pointer|contextmenu|drag|drop)|click/, + rtypenamespace = /^([^.]*)(?:\.(.+)|)/; + +function returnTrue() { + return true; +} + +function returnFalse() { + return false; +} + +// Support: IE <=9 - 11+ +// focus() and blur() are asynchronous, except when they are no-op. +// So expect focus to be synchronous when the element is already active, +// and blur to be synchronous when the element is not already active. +// (focus and blur are always synchronous in other supported browsers, +// this just defines when we can count on it). +function expectSync( elem, type ) { + return ( elem === safeActiveElement() ) === ( type === "focus" ); +} + +// Support: IE <=9 only +// Accessing document.activeElement can throw unexpectedly +// https://bugs.jquery.com/ticket/13393 +function safeActiveElement() { + try { + return document.activeElement; + } catch ( err ) { } +} + +function on( elem, types, selector, data, fn, one ) { + var origFn, type; + + // Types can be a map of types/handlers + if ( typeof types === "object" ) { + + // ( types-Object, selector, data ) + if ( typeof selector !== "string" ) { + + // ( types-Object, data ) + data = data || selector; + selector = undefined; + } + for ( type in types ) { + on( elem, type, selector, data, types[ type ], one ); + } + return elem; + } + + if ( data == null && fn == null ) { + + // ( types, fn ) + fn = selector; + data = selector = undefined; + } else if ( fn == null ) { + if ( typeof selector === "string" ) { + + // ( types, selector, fn ) + fn = data; + data = undefined; + } else { + + // ( types, data, fn ) + fn = data; + data = selector; + selector = undefined; + } + } + if ( fn === false ) { + fn = returnFalse; + } else if ( !fn ) { + return elem; + } + + if ( one === 1 ) { + origFn = fn; + fn = function( event ) { + + // Can use an empty set, since event contains the info + jQuery().off( event ); + return origFn.apply( this, arguments ); + }; + + // Use same guid so caller can remove using origFn + fn.guid = origFn.guid || ( origFn.guid = jQuery.guid++ ); + } + return elem.each( function() { + jQuery.event.add( this, types, fn, data, selector ); + } ); +} + +/* + * Helper functions for managing events -- not part of the public interface. + * Props to Dean Edwards' addEvent library for many of the ideas. + */ +jQuery.event = { + + global: {}, + + add: function( elem, types, handler, data, selector ) { + + var handleObjIn, eventHandle, tmp, + events, t, handleObj, + special, handlers, type, namespaces, origType, + elemData = dataPriv.get( elem ); + + // Only attach events to objects that accept data + if ( !acceptData( elem ) ) { + return; + } + + // Caller can pass in an object of custom data in lieu of the handler + if ( handler.handler ) { + handleObjIn = handler; + handler = handleObjIn.handler; + selector = handleObjIn.selector; + } + + // Ensure that invalid selectors throw exceptions at attach time + // Evaluate against documentElement in case elem is a non-element node (e.g., document) + if ( selector ) { + jQuery.find.matchesSelector( documentElement, selector ); + } + + // Make sure that the handler has a unique ID, used to find/remove it later + if ( !handler.guid ) { + handler.guid = jQuery.guid++; + } + + // Init the element's event structure and main handler, if this is the first + if ( !( events = elemData.events ) ) { + events = elemData.events = Object.create( null ); + } + if ( !( eventHandle = elemData.handle ) ) { + eventHandle = elemData.handle = function( e ) { + + // Discard the second event of a jQuery.event.trigger() and + // when an event is called after a page has unloaded + return typeof jQuery !== "undefined" && jQuery.event.triggered !== e.type ? + jQuery.event.dispatch.apply( elem, arguments ) : undefined; + }; + } + + // Handle multiple events separated by a space + types = ( types || "" ).match( rnothtmlwhite ) || [ "" ]; + t = types.length; + while ( t-- ) { + tmp = rtypenamespace.exec( types[ t ] ) || []; + type = origType = tmp[ 1 ]; + namespaces = ( tmp[ 2 ] || "" ).split( "." ).sort(); + + // There *must* be a type, no attaching namespace-only handlers + if ( !type ) { + continue; + } + + // If event changes its type, use the special event handlers for the changed type + special = jQuery.event.special[ type ] || {}; + + // If selector defined, determine special event api type, otherwise given type + type = ( selector ? special.delegateType : special.bindType ) || type; + + // Update special based on newly reset type + special = jQuery.event.special[ type ] || {}; + + // handleObj is passed to all event handlers + handleObj = jQuery.extend( { + type: type, + origType: origType, + data: data, + handler: handler, + guid: handler.guid, + selector: selector, + needsContext: selector && jQuery.expr.match.needsContext.test( selector ), + namespace: namespaces.join( "." ) + }, handleObjIn ); + + // Init the event handler queue if we're the first + if ( !( handlers = events[ type ] ) ) { + handlers = events[ type ] = []; + handlers.delegateCount = 0; + + // Only use addEventListener if the special events handler returns false + if ( !special.setup || + special.setup.call( elem, data, namespaces, eventHandle ) === false ) { + + if ( elem.addEventListener ) { + elem.addEventListener( type, eventHandle ); + } + } + } + + if ( special.add ) { + special.add.call( elem, handleObj ); + + if ( !handleObj.handler.guid ) { + handleObj.handler.guid = handler.guid; + } + } + + // Add to the element's handler list, delegates in front + if ( selector ) { + handlers.splice( handlers.delegateCount++, 0, handleObj ); + } else { + handlers.push( handleObj ); + } + + // Keep track of which events have ever been used, for event optimization + jQuery.event.global[ type ] = true; + } + + }, + + // Detach an event or set of events from an element + remove: function( elem, types, handler, selector, mappedTypes ) { + + var j, origCount, tmp, + events, t, handleObj, + special, handlers, type, namespaces, origType, + elemData = dataPriv.hasData( elem ) && dataPriv.get( elem ); + + if ( !elemData || !( events = elemData.events ) ) { + return; + } + + // Once for each type.namespace in types; type may be omitted + types = ( types || "" ).match( rnothtmlwhite ) || [ "" ]; + t = types.length; + while ( t-- ) { + tmp = rtypenamespace.exec( types[ t ] ) || []; + type = origType = tmp[ 1 ]; + namespaces = ( tmp[ 2 ] || "" ).split( "." ).sort(); + + // Unbind all events (on this namespace, if provided) for the element + if ( !type ) { + for ( type in events ) { + jQuery.event.remove( elem, type + types[ t ], handler, selector, true ); + } + continue; + } + + special = jQuery.event.special[ type ] || {}; + type = ( selector ? special.delegateType : special.bindType ) || type; + handlers = events[ type ] || []; + tmp = tmp[ 2 ] && + new RegExp( "(^|\\.)" + namespaces.join( "\\.(?:.*\\.|)" ) + "(\\.|$)" ); + + // Remove matching events + origCount = j = handlers.length; + while ( j-- ) { + handleObj = handlers[ j ]; + + if ( ( mappedTypes || origType === handleObj.origType ) && + ( !handler || handler.guid === handleObj.guid ) && + ( !tmp || tmp.test( handleObj.namespace ) ) && + ( !selector || selector === handleObj.selector || + selector === "**" && handleObj.selector ) ) { + handlers.splice( j, 1 ); + + if ( handleObj.selector ) { + handlers.delegateCount--; + } + if ( special.remove ) { + special.remove.call( elem, handleObj ); + } + } + } + + // Remove generic event handler if we removed something and no more handlers exist + // (avoids potential for endless recursion during removal of special event handlers) + if ( origCount && !handlers.length ) { + if ( !special.teardown || + special.teardown.call( elem, namespaces, elemData.handle ) === false ) { + + jQuery.removeEvent( elem, type, elemData.handle ); + } + + delete events[ type ]; + } + } + + // Remove data and the expando if it's no longer used + if ( jQuery.isEmptyObject( events ) ) { + dataPriv.remove( elem, "handle events" ); + } + }, + + dispatch: function( nativeEvent ) { + + var i, j, ret, matched, handleObj, handlerQueue, + args = new Array( arguments.length ), + + // Make a writable jQuery.Event from the native event object + event = jQuery.event.fix( nativeEvent ), + + handlers = ( + dataPriv.get( this, "events" ) || Object.create( null ) + )[ event.type ] || [], + special = jQuery.event.special[ event.type ] || {}; + + // Use the fix-ed jQuery.Event rather than the (read-only) native event + args[ 0 ] = event; + + for ( i = 1; i < arguments.length; i++ ) { + args[ i ] = arguments[ i ]; + } + + event.delegateTarget = this; + + // Call the preDispatch hook for the mapped type, and let it bail if desired + if ( special.preDispatch && special.preDispatch.call( this, event ) === false ) { + return; + } + + // Determine handlers + handlerQueue = jQuery.event.handlers.call( this, event, handlers ); + + // Run delegates first; they may want to stop propagation beneath us + i = 0; + while ( ( matched = handlerQueue[ i++ ] ) && !event.isPropagationStopped() ) { + event.currentTarget = matched.elem; + + j = 0; + while ( ( handleObj = matched.handlers[ j++ ] ) && + !event.isImmediatePropagationStopped() ) { + + // If the event is namespaced, then each handler is only invoked if it is + // specially universal or its namespaces are a superset of the event's. + if ( !event.rnamespace || handleObj.namespace === false || + event.rnamespace.test( handleObj.namespace ) ) { + + event.handleObj = handleObj; + event.data = handleObj.data; + + ret = ( ( jQuery.event.special[ handleObj.origType ] || {} ).handle || + handleObj.handler ).apply( matched.elem, args ); + + if ( ret !== undefined ) { + if ( ( event.result = ret ) === false ) { + event.preventDefault(); + event.stopPropagation(); + } + } + } + } + } + + // Call the postDispatch hook for the mapped type + if ( special.postDispatch ) { + special.postDispatch.call( this, event ); + } + + return event.result; + }, + + handlers: function( event, handlers ) { + var i, handleObj, sel, matchedHandlers, matchedSelectors, + handlerQueue = [], + delegateCount = handlers.delegateCount, + cur = event.target; + + // Find delegate handlers + if ( delegateCount && + + // Support: IE <=9 + // Black-hole SVG instance trees (trac-13180) + cur.nodeType && + + // Support: Firefox <=42 + // Suppress spec-violating clicks indicating a non-primary pointer button (trac-3861) + // https://www.w3.org/TR/DOM-Level-3-Events/#event-type-click + // Support: IE 11 only + // ...but not arrow key "clicks" of radio inputs, which can have `button` -1 (gh-2343) + !( event.type === "click" && event.button >= 1 ) ) { + + for ( ; cur !== this; cur = cur.parentNode || this ) { + + // Don't check non-elements (#13208) + // Don't process clicks on disabled elements (#6911, #8165, #11382, #11764) + if ( cur.nodeType === 1 && !( event.type === "click" && cur.disabled === true ) ) { + matchedHandlers = []; + matchedSelectors = {}; + for ( i = 0; i < delegateCount; i++ ) { + handleObj = handlers[ i ]; + + // Don't conflict with Object.prototype properties (#13203) + sel = handleObj.selector + " "; + + if ( matchedSelectors[ sel ] === undefined ) { + matchedSelectors[ sel ] = handleObj.needsContext ? + jQuery( sel, this ).index( cur ) > -1 : + jQuery.find( sel, this, null, [ cur ] ).length; + } + if ( matchedSelectors[ sel ] ) { + matchedHandlers.push( handleObj ); + } + } + if ( matchedHandlers.length ) { + handlerQueue.push( { elem: cur, handlers: matchedHandlers } ); + } + } + } + } + + // Add the remaining (directly-bound) handlers + cur = this; + if ( delegateCount < handlers.length ) { + handlerQueue.push( { elem: cur, handlers: handlers.slice( delegateCount ) } ); + } + + return handlerQueue; + }, + + addProp: function( name, hook ) { + Object.defineProperty( jQuery.Event.prototype, name, { + enumerable: true, + configurable: true, + + get: isFunction( hook ) ? + function() { + if ( this.originalEvent ) { + return hook( this.originalEvent ); + } + } : + function() { + if ( this.originalEvent ) { + return this.originalEvent[ name ]; + } + }, + + set: function( value ) { + Object.defineProperty( this, name, { + enumerable: true, + configurable: true, + writable: true, + value: value + } ); + } + } ); + }, + + fix: function( originalEvent ) { + return originalEvent[ jQuery.expando ] ? + originalEvent : + new jQuery.Event( originalEvent ); + }, + + special: { + load: { + + // Prevent triggered image.load events from bubbling to window.load + noBubble: true + }, + click: { + + // Utilize native event to ensure correct state for checkable inputs + setup: function( data ) { + + // For mutual compressibility with _default, replace `this` access with a local var. + // `|| data` is dead code meant only to preserve the variable through minification. + var el = this || data; + + // Claim the first handler + if ( rcheckableType.test( el.type ) && + el.click && nodeName( el, "input" ) ) { + + // dataPriv.set( el, "click", ... ) + leverageNative( el, "click", returnTrue ); + } + + // Return false to allow normal processing in the caller + return false; + }, + trigger: function( data ) { + + // For mutual compressibility with _default, replace `this` access with a local var. + // `|| data` is dead code meant only to preserve the variable through minification. + var el = this || data; + + // Force setup before triggering a click + if ( rcheckableType.test( el.type ) && + el.click && nodeName( el, "input" ) ) { + + leverageNative( el, "click" ); + } + + // Return non-false to allow normal event-path propagation + return true; + }, + + // For cross-browser consistency, suppress native .click() on links + // Also prevent it if we're currently inside a leveraged native-event stack + _default: function( event ) { + var target = event.target; + return rcheckableType.test( target.type ) && + target.click && nodeName( target, "input" ) && + dataPriv.get( target, "click" ) || + nodeName( target, "a" ); + } + }, + + beforeunload: { + postDispatch: function( event ) { + + // Support: Firefox 20+ + // Firefox doesn't alert if the returnValue field is not set. + if ( event.result !== undefined && event.originalEvent ) { + event.originalEvent.returnValue = event.result; + } + } + } + } +}; + +// Ensure the presence of an event listener that handles manually-triggered +// synthetic events by interrupting progress until reinvoked in response to +// *native* events that it fires directly, ensuring that state changes have +// already occurred before other listeners are invoked. +function leverageNative( el, type, expectSync ) { + + // Missing expectSync indicates a trigger call, which must force setup through jQuery.event.add + if ( !expectSync ) { + if ( dataPriv.get( el, type ) === undefined ) { + jQuery.event.add( el, type, returnTrue ); + } + return; + } + + // Register the controller as a special universal handler for all event namespaces + dataPriv.set( el, type, false ); + jQuery.event.add( el, type, { + namespace: false, + handler: function( event ) { + var notAsync, result, + saved = dataPriv.get( this, type ); + + if ( ( event.isTrigger & 1 ) && this[ type ] ) { + + // Interrupt processing of the outer synthetic .trigger()ed event + // Saved data should be false in such cases, but might be a leftover capture object + // from an async native handler (gh-4350) + if ( !saved.length ) { + + // Store arguments for use when handling the inner native event + // There will always be at least one argument (an event object), so this array + // will not be confused with a leftover capture object. + saved = slice.call( arguments ); + dataPriv.set( this, type, saved ); + + // Trigger the native event and capture its result + // Support: IE <=9 - 11+ + // focus() and blur() are asynchronous + notAsync = expectSync( this, type ); + this[ type ](); + result = dataPriv.get( this, type ); + if ( saved !== result || notAsync ) { + dataPriv.set( this, type, false ); + } else { + result = {}; + } + if ( saved !== result ) { + + // Cancel the outer synthetic event + event.stopImmediatePropagation(); + event.preventDefault(); + return result.value; + } + + // If this is an inner synthetic event for an event with a bubbling surrogate + // (focus or blur), assume that the surrogate already propagated from triggering the + // native event and prevent that from happening again here. + // This technically gets the ordering wrong w.r.t. to `.trigger()` (in which the + // bubbling surrogate propagates *after* the non-bubbling base), but that seems + // less bad than duplication. + } else if ( ( jQuery.event.special[ type ] || {} ).delegateType ) { + event.stopPropagation(); + } + + // If this is a native event triggered above, everything is now in order + // Fire an inner synthetic event with the original arguments + } else if ( saved.length ) { + + // ...and capture the result + dataPriv.set( this, type, { + value: jQuery.event.trigger( + + // Support: IE <=9 - 11+ + // Extend with the prototype to reset the above stopImmediatePropagation() + jQuery.extend( saved[ 0 ], jQuery.Event.prototype ), + saved.slice( 1 ), + this + ) + } ); + + // Abort handling of the native event + event.stopImmediatePropagation(); + } + } + } ); +} + +jQuery.removeEvent = function( elem, type, handle ) { + + // This "if" is needed for plain objects + if ( elem.removeEventListener ) { + elem.removeEventListener( type, handle ); + } +}; + +jQuery.Event = function( src, props ) { + + // Allow instantiation without the 'new' keyword + if ( !( this instanceof jQuery.Event ) ) { + return new jQuery.Event( src, props ); + } + + // Event object + if ( src && src.type ) { + this.originalEvent = src; + this.type = src.type; + + // Events bubbling up the document may have been marked as prevented + // by a handler lower down the tree; reflect the correct value. + this.isDefaultPrevented = src.defaultPrevented || + src.defaultPrevented === undefined && + + // Support: Android <=2.3 only + src.returnValue === false ? + returnTrue : + returnFalse; + + // Create target properties + // Support: Safari <=6 - 7 only + // Target should not be a text node (#504, #13143) + this.target = ( src.target && src.target.nodeType === 3 ) ? + src.target.parentNode : + src.target; + + this.currentTarget = src.currentTarget; + this.relatedTarget = src.relatedTarget; + + // Event type + } else { + this.type = src; + } + + // Put explicitly provided properties onto the event object + if ( props ) { + jQuery.extend( this, props ); + } + + // Create a timestamp if incoming event doesn't have one + this.timeStamp = src && src.timeStamp || Date.now(); + + // Mark it as fixed + this[ jQuery.expando ] = true; +}; + +// jQuery.Event is based on DOM3 Events as specified by the ECMAScript Language Binding +// https://www.w3.org/TR/2003/WD-DOM-Level-3-Events-20030331/ecma-script-binding.html +jQuery.Event.prototype = { + constructor: jQuery.Event, + isDefaultPrevented: returnFalse, + isPropagationStopped: returnFalse, + isImmediatePropagationStopped: returnFalse, + isSimulated: false, + + preventDefault: function() { + var e = this.originalEvent; + + this.isDefaultPrevented = returnTrue; + + if ( e && !this.isSimulated ) { + e.preventDefault(); + } + }, + stopPropagation: function() { + var e = this.originalEvent; + + this.isPropagationStopped = returnTrue; + + if ( e && !this.isSimulated ) { + e.stopPropagation(); + } + }, + stopImmediatePropagation: function() { + var e = this.originalEvent; + + this.isImmediatePropagationStopped = returnTrue; + + if ( e && !this.isSimulated ) { + e.stopImmediatePropagation(); + } + + this.stopPropagation(); + } +}; + +// Includes all common event props including KeyEvent and MouseEvent specific props +jQuery.each( { + altKey: true, + bubbles: true, + cancelable: true, + changedTouches: true, + ctrlKey: true, + detail: true, + eventPhase: true, + metaKey: true, + pageX: true, + pageY: true, + shiftKey: true, + view: true, + "char": true, + code: true, + charCode: true, + key: true, + keyCode: true, + button: true, + buttons: true, + clientX: true, + clientY: true, + offsetX: true, + offsetY: true, + pointerId: true, + pointerType: true, + screenX: true, + screenY: true, + targetTouches: true, + toElement: true, + touches: true, + + which: function( event ) { + var button = event.button; + + // Add which for key events + if ( event.which == null && rkeyEvent.test( event.type ) ) { + return event.charCode != null ? event.charCode : event.keyCode; + } + + // Add which for click: 1 === left; 2 === middle; 3 === right + if ( !event.which && button !== undefined && rmouseEvent.test( event.type ) ) { + if ( button & 1 ) { + return 1; + } + + if ( button & 2 ) { + return 3; + } + + if ( button & 4 ) { + return 2; + } + + return 0; + } + + return event.which; + } +}, jQuery.event.addProp ); + +jQuery.each( { focus: "focusin", blur: "focusout" }, function( type, delegateType ) { + jQuery.event.special[ type ] = { + + // Utilize native event if possible so blur/focus sequence is correct + setup: function() { + + // Claim the first handler + // dataPriv.set( this, "focus", ... ) + // dataPriv.set( this, "blur", ... ) + leverageNative( this, type, expectSync ); + + // Return false to allow normal processing in the caller + return false; + }, + trigger: function() { + + // Force setup before trigger + leverageNative( this, type ); + + // Return non-false to allow normal event-path propagation + return true; + }, + + delegateType: delegateType + }; +} ); + +// Create mouseenter/leave events using mouseover/out and event-time checks +// so that event delegation works in jQuery. +// Do the same for pointerenter/pointerleave and pointerover/pointerout +// +// Support: Safari 7 only +// Safari sends mouseenter too often; see: +// https://bugs.chromium.org/p/chromium/issues/detail?id=470258 +// for the description of the bug (it existed in older Chrome versions as well). +jQuery.each( { + mouseenter: "mouseover", + mouseleave: "mouseout", + pointerenter: "pointerover", + pointerleave: "pointerout" +}, function( orig, fix ) { + jQuery.event.special[ orig ] = { + delegateType: fix, + bindType: fix, + + handle: function( event ) { + var ret, + target = this, + related = event.relatedTarget, + handleObj = event.handleObj; + + // For mouseenter/leave call the handler if related is outside the target. + // NB: No relatedTarget if the mouse left/entered the browser window + if ( !related || ( related !== target && !jQuery.contains( target, related ) ) ) { + event.type = handleObj.origType; + ret = handleObj.handler.apply( this, arguments ); + event.type = fix; + } + return ret; + } + }; +} ); + +jQuery.fn.extend( { + + on: function( types, selector, data, fn ) { + return on( this, types, selector, data, fn ); + }, + one: function( types, selector, data, fn ) { + return on( this, types, selector, data, fn, 1 ); + }, + off: function( types, selector, fn ) { + var handleObj, type; + if ( types && types.preventDefault && types.handleObj ) { + + // ( event ) dispatched jQuery.Event + handleObj = types.handleObj; + jQuery( types.delegateTarget ).off( + handleObj.namespace ? + handleObj.origType + "." + handleObj.namespace : + handleObj.origType, + handleObj.selector, + handleObj.handler + ); + return this; + } + if ( typeof types === "object" ) { + + // ( types-object [, selector] ) + for ( type in types ) { + this.off( type, selector, types[ type ] ); + } + return this; + } + if ( selector === false || typeof selector === "function" ) { + + // ( types [, fn] ) + fn = selector; + selector = undefined; + } + if ( fn === false ) { + fn = returnFalse; + } + return this.each( function() { + jQuery.event.remove( this, types, fn, selector ); + } ); + } +} ); + + +var + + // Support: IE <=10 - 11, Edge 12 - 13 only + // In IE/Edge using regex groups here causes severe slowdowns. + // See https://connect.microsoft.com/IE/feedback/details/1736512/ + rnoInnerhtml = /\s*$/g; + +// Prefer a tbody over its parent table for containing new rows +function manipulationTarget( elem, content ) { + if ( nodeName( elem, "table" ) && + nodeName( content.nodeType !== 11 ? content : content.firstChild, "tr" ) ) { + + return jQuery( elem ).children( "tbody" )[ 0 ] || elem; + } + + return elem; +} + +// Replace/restore the type attribute of script elements for safe DOM manipulation +function disableScript( elem ) { + elem.type = ( elem.getAttribute( "type" ) !== null ) + "/" + elem.type; + return elem; +} +function restoreScript( elem ) { + if ( ( elem.type || "" ).slice( 0, 5 ) === "true/" ) { + elem.type = elem.type.slice( 5 ); + } else { + elem.removeAttribute( "type" ); + } + + return elem; +} + +function cloneCopyEvent( src, dest ) { + var i, l, type, pdataOld, udataOld, udataCur, events; + + if ( dest.nodeType !== 1 ) { + return; + } + + // 1. Copy private data: events, handlers, etc. + if ( dataPriv.hasData( src ) ) { + pdataOld = dataPriv.get( src ); + events = pdataOld.events; + + if ( events ) { + dataPriv.remove( dest, "handle events" ); + + for ( type in events ) { + for ( i = 0, l = events[ type ].length; i < l; i++ ) { + jQuery.event.add( dest, type, events[ type ][ i ] ); + } + } + } + } + + // 2. Copy user data + if ( dataUser.hasData( src ) ) { + udataOld = dataUser.access( src ); + udataCur = jQuery.extend( {}, udataOld ); + + dataUser.set( dest, udataCur ); + } +} + +// Fix IE bugs, see support tests +function fixInput( src, dest ) { + var nodeName = dest.nodeName.toLowerCase(); + + // Fails to persist the checked state of a cloned checkbox or radio button. + if ( nodeName === "input" && rcheckableType.test( src.type ) ) { + dest.checked = src.checked; + + // Fails to return the selected option to the default selected state when cloning options + } else if ( nodeName === "input" || nodeName === "textarea" ) { + dest.defaultValue = src.defaultValue; + } +} + +function domManip( collection, args, callback, ignored ) { + + // Flatten any nested arrays + args = flat( args ); + + var fragment, first, scripts, hasScripts, node, doc, + i = 0, + l = collection.length, + iNoClone = l - 1, + value = args[ 0 ], + valueIsFunction = isFunction( value ); + + // We can't cloneNode fragments that contain checked, in WebKit + if ( valueIsFunction || + ( l > 1 && typeof value === "string" && + !support.checkClone && rchecked.test( value ) ) ) { + return collection.each( function( index ) { + var self = collection.eq( index ); + if ( valueIsFunction ) { + args[ 0 ] = value.call( this, index, self.html() ); + } + domManip( self, args, callback, ignored ); + } ); + } + + if ( l ) { + fragment = buildFragment( args, collection[ 0 ].ownerDocument, false, collection, ignored ); + first = fragment.firstChild; + + if ( fragment.childNodes.length === 1 ) { + fragment = first; + } + + // Require either new content or an interest in ignored elements to invoke the callback + if ( first || ignored ) { + scripts = jQuery.map( getAll( fragment, "script" ), disableScript ); + hasScripts = scripts.length; + + // Use the original fragment for the last item + // instead of the first because it can end up + // being emptied incorrectly in certain situations (#8070). + for ( ; i < l; i++ ) { + node = fragment; + + if ( i !== iNoClone ) { + node = jQuery.clone( node, true, true ); + + // Keep references to cloned scripts for later restoration + if ( hasScripts ) { + + // Support: Android <=4.0 only, PhantomJS 1 only + // push.apply(_, arraylike) throws on ancient WebKit + jQuery.merge( scripts, getAll( node, "script" ) ); + } + } + + callback.call( collection[ i ], node, i ); + } + + if ( hasScripts ) { + doc = scripts[ scripts.length - 1 ].ownerDocument; + + // Reenable scripts + jQuery.map( scripts, restoreScript ); + + // Evaluate executable scripts on first document insertion + for ( i = 0; i < hasScripts; i++ ) { + node = scripts[ i ]; + if ( rscriptType.test( node.type || "" ) && + !dataPriv.access( node, "globalEval" ) && + jQuery.contains( doc, node ) ) { + + if ( node.src && ( node.type || "" ).toLowerCase() !== "module" ) { + + // Optional AJAX dependency, but won't run scripts if not present + if ( jQuery._evalUrl && !node.noModule ) { + jQuery._evalUrl( node.src, { + nonce: node.nonce || node.getAttribute( "nonce" ) + }, doc ); + } + } else { + DOMEval( node.textContent.replace( rcleanScript, "" ), node, doc ); + } + } + } + } + } + } + + return collection; +} + +function remove( elem, selector, keepData ) { + var node, + nodes = selector ? jQuery.filter( selector, elem ) : elem, + i = 0; + + for ( ; ( node = nodes[ i ] ) != null; i++ ) { + if ( !keepData && node.nodeType === 1 ) { + jQuery.cleanData( getAll( node ) ); + } + + if ( node.parentNode ) { + if ( keepData && isAttached( node ) ) { + setGlobalEval( getAll( node, "script" ) ); + } + node.parentNode.removeChild( node ); + } + } + + return elem; +} + +jQuery.extend( { + htmlPrefilter: function( html ) { + return html; + }, + + clone: function( elem, dataAndEvents, deepDataAndEvents ) { + var i, l, srcElements, destElements, + clone = elem.cloneNode( true ), + inPage = isAttached( elem ); + + // Fix IE cloning issues + if ( !support.noCloneChecked && ( elem.nodeType === 1 || elem.nodeType === 11 ) && + !jQuery.isXMLDoc( elem ) ) { + + // We eschew Sizzle here for performance reasons: https://jsperf.com/getall-vs-sizzle/2 + destElements = getAll( clone ); + srcElements = getAll( elem ); + + for ( i = 0, l = srcElements.length; i < l; i++ ) { + fixInput( srcElements[ i ], destElements[ i ] ); + } + } + + // Copy the events from the original to the clone + if ( dataAndEvents ) { + if ( deepDataAndEvents ) { + srcElements = srcElements || getAll( elem ); + destElements = destElements || getAll( clone ); + + for ( i = 0, l = srcElements.length; i < l; i++ ) { + cloneCopyEvent( srcElements[ i ], destElements[ i ] ); + } + } else { + cloneCopyEvent( elem, clone ); + } + } + + // Preserve script evaluation history + destElements = getAll( clone, "script" ); + if ( destElements.length > 0 ) { + setGlobalEval( destElements, !inPage && getAll( elem, "script" ) ); + } + + // Return the cloned set + return clone; + }, + + cleanData: function( elems ) { + var data, elem, type, + special = jQuery.event.special, + i = 0; + + for ( ; ( elem = elems[ i ] ) !== undefined; i++ ) { + if ( acceptData( elem ) ) { + if ( ( data = elem[ dataPriv.expando ] ) ) { + if ( data.events ) { + for ( type in data.events ) { + if ( special[ type ] ) { + jQuery.event.remove( elem, type ); + + // This is a shortcut to avoid jQuery.event.remove's overhead + } else { + jQuery.removeEvent( elem, type, data.handle ); + } + } + } + + // Support: Chrome <=35 - 45+ + // Assign undefined instead of using delete, see Data#remove + elem[ dataPriv.expando ] = undefined; + } + if ( elem[ dataUser.expando ] ) { + + // Support: Chrome <=35 - 45+ + // Assign undefined instead of using delete, see Data#remove + elem[ dataUser.expando ] = undefined; + } + } + } + } +} ); + +jQuery.fn.extend( { + detach: function( selector ) { + return remove( this, selector, true ); + }, + + remove: function( selector ) { + return remove( this, selector ); + }, + + text: function( value ) { + return access( this, function( value ) { + return value === undefined ? + jQuery.text( this ) : + this.empty().each( function() { + if ( this.nodeType === 1 || this.nodeType === 11 || this.nodeType === 9 ) { + this.textContent = value; + } + } ); + }, null, value, arguments.length ); + }, + + append: function() { + return domManip( this, arguments, function( elem ) { + if ( this.nodeType === 1 || this.nodeType === 11 || this.nodeType === 9 ) { + var target = manipulationTarget( this, elem ); + target.appendChild( elem ); + } + } ); + }, + + prepend: function() { + return domManip( this, arguments, function( elem ) { + if ( this.nodeType === 1 || this.nodeType === 11 || this.nodeType === 9 ) { + var target = manipulationTarget( this, elem ); + target.insertBefore( elem, target.firstChild ); + } + } ); + }, + + before: function() { + return domManip( this, arguments, function( elem ) { + if ( this.parentNode ) { + this.parentNode.insertBefore( elem, this ); + } + } ); + }, + + after: function() { + return domManip( this, arguments, function( elem ) { + if ( this.parentNode ) { + this.parentNode.insertBefore( elem, this.nextSibling ); + } + } ); + }, + + empty: function() { + var elem, + i = 0; + + for ( ; ( elem = this[ i ] ) != null; i++ ) { + if ( elem.nodeType === 1 ) { + + // Prevent memory leaks + jQuery.cleanData( getAll( elem, false ) ); + + // Remove any remaining nodes + elem.textContent = ""; + } + } + + return this; + }, + + clone: function( dataAndEvents, deepDataAndEvents ) { + dataAndEvents = dataAndEvents == null ? false : dataAndEvents; + deepDataAndEvents = deepDataAndEvents == null ? dataAndEvents : deepDataAndEvents; + + return this.map( function() { + return jQuery.clone( this, dataAndEvents, deepDataAndEvents ); + } ); + }, + + html: function( value ) { + return access( this, function( value ) { + var elem = this[ 0 ] || {}, + i = 0, + l = this.length; + + if ( value === undefined && elem.nodeType === 1 ) { + return elem.innerHTML; + } + + // See if we can take a shortcut and just use innerHTML + if ( typeof value === "string" && !rnoInnerhtml.test( value ) && + !wrapMap[ ( rtagName.exec( value ) || [ "", "" ] )[ 1 ].toLowerCase() ] ) { + + value = jQuery.htmlPrefilter( value ); + + try { + for ( ; i < l; i++ ) { + elem = this[ i ] || {}; + + // Remove element nodes and prevent memory leaks + if ( elem.nodeType === 1 ) { + jQuery.cleanData( getAll( elem, false ) ); + elem.innerHTML = value; + } + } + + elem = 0; + + // If using innerHTML throws an exception, use the fallback method + } catch ( e ) {} + } + + if ( elem ) { + this.empty().append( value ); + } + }, null, value, arguments.length ); + }, + + replaceWith: function() { + var ignored = []; + + // Make the changes, replacing each non-ignored context element with the new content + return domManip( this, arguments, function( elem ) { + var parent = this.parentNode; + + if ( jQuery.inArray( this, ignored ) < 0 ) { + jQuery.cleanData( getAll( this ) ); + if ( parent ) { + parent.replaceChild( elem, this ); + } + } + + // Force callback invocation + }, ignored ); + } +} ); + +jQuery.each( { + appendTo: "append", + prependTo: "prepend", + insertBefore: "before", + insertAfter: "after", + replaceAll: "replaceWith" +}, function( name, original ) { + jQuery.fn[ name ] = function( selector ) { + var elems, + ret = [], + insert = jQuery( selector ), + last = insert.length - 1, + i = 0; + + for ( ; i <= last; i++ ) { + elems = i === last ? this : this.clone( true ); + jQuery( insert[ i ] )[ original ]( elems ); + + // Support: Android <=4.0 only, PhantomJS 1 only + // .get() because push.apply(_, arraylike) throws on ancient WebKit + push.apply( ret, elems.get() ); + } + + return this.pushStack( ret ); + }; +} ); +var rnumnonpx = new RegExp( "^(" + pnum + ")(?!px)[a-z%]+$", "i" ); + +var getStyles = function( elem ) { + + // Support: IE <=11 only, Firefox <=30 (#15098, #14150) + // IE throws on elements created in popups + // FF meanwhile throws on frame elements through "defaultView.getComputedStyle" + var view = elem.ownerDocument.defaultView; + + if ( !view || !view.opener ) { + view = window; + } + + return view.getComputedStyle( elem ); + }; + +var swap = function( elem, options, callback ) { + var ret, name, + old = {}; + + // Remember the old values, and insert the new ones + for ( name in options ) { + old[ name ] = elem.style[ name ]; + elem.style[ name ] = options[ name ]; + } + + ret = callback.call( elem ); + + // Revert the old values + for ( name in options ) { + elem.style[ name ] = old[ name ]; + } + + return ret; +}; + + +var rboxStyle = new RegExp( cssExpand.join( "|" ), "i" ); + + + +( function() { + + // Executing both pixelPosition & boxSizingReliable tests require only one layout + // so they're executed at the same time to save the second computation. + function computeStyleTests() { + + // This is a singleton, we need to execute it only once + if ( !div ) { + return; + } + + container.style.cssText = "position:absolute;left:-11111px;width:60px;" + + "margin-top:1px;padding:0;border:0"; + div.style.cssText = + "position:relative;display:block;box-sizing:border-box;overflow:scroll;" + + "margin:auto;border:1px;padding:1px;" + + "width:60%;top:1%"; + documentElement.appendChild( container ).appendChild( div ); + + var divStyle = window.getComputedStyle( div ); + pixelPositionVal = divStyle.top !== "1%"; + + // Support: Android 4.0 - 4.3 only, Firefox <=3 - 44 + reliableMarginLeftVal = roundPixelMeasures( divStyle.marginLeft ) === 12; + + // Support: Android 4.0 - 4.3 only, Safari <=9.1 - 10.1, iOS <=7.0 - 9.3 + // Some styles come back with percentage values, even though they shouldn't + div.style.right = "60%"; + pixelBoxStylesVal = roundPixelMeasures( divStyle.right ) === 36; + + // Support: IE 9 - 11 only + // Detect misreporting of content dimensions for box-sizing:border-box elements + boxSizingReliableVal = roundPixelMeasures( divStyle.width ) === 36; + + // Support: IE 9 only + // Detect overflow:scroll screwiness (gh-3699) + // Support: Chrome <=64 + // Don't get tricked when zoom affects offsetWidth (gh-4029) + div.style.position = "absolute"; + scrollboxSizeVal = roundPixelMeasures( div.offsetWidth / 3 ) === 12; + + documentElement.removeChild( container ); + + // Nullify the div so it wouldn't be stored in the memory and + // it will also be a sign that checks already performed + div = null; + } + + function roundPixelMeasures( measure ) { + return Math.round( parseFloat( measure ) ); + } + + var pixelPositionVal, boxSizingReliableVal, scrollboxSizeVal, pixelBoxStylesVal, + reliableTrDimensionsVal, reliableMarginLeftVal, + container = document.createElement( "div" ), + div = document.createElement( "div" ); + + // Finish early in limited (non-browser) environments + if ( !div.style ) { + return; + } + + // Support: IE <=9 - 11 only + // Style of cloned element affects source element cloned (#8908) + div.style.backgroundClip = "content-box"; + div.cloneNode( true ).style.backgroundClip = ""; + support.clearCloneStyle = div.style.backgroundClip === "content-box"; + + jQuery.extend( support, { + boxSizingReliable: function() { + computeStyleTests(); + return boxSizingReliableVal; + }, + pixelBoxStyles: function() { + computeStyleTests(); + return pixelBoxStylesVal; + }, + pixelPosition: function() { + computeStyleTests(); + return pixelPositionVal; + }, + reliableMarginLeft: function() { + computeStyleTests(); + return reliableMarginLeftVal; + }, + scrollboxSize: function() { + computeStyleTests(); + return scrollboxSizeVal; + }, + + // Support: IE 9 - 11+, Edge 15 - 18+ + // IE/Edge misreport `getComputedStyle` of table rows with width/height + // set in CSS while `offset*` properties report correct values. + // Behavior in IE 9 is more subtle than in newer versions & it passes + // some versions of this test; make sure not to make it pass there! + reliableTrDimensions: function() { + var table, tr, trChild, trStyle; + if ( reliableTrDimensionsVal == null ) { + table = document.createElement( "table" ); + tr = document.createElement( "tr" ); + trChild = document.createElement( "div" ); + + table.style.cssText = "position:absolute;left:-11111px"; + tr.style.height = "1px"; + trChild.style.height = "9px"; + + documentElement + .appendChild( table ) + .appendChild( tr ) + .appendChild( trChild ); + + trStyle = window.getComputedStyle( tr ); + reliableTrDimensionsVal = parseInt( trStyle.height ) > 3; + + documentElement.removeChild( table ); + } + return reliableTrDimensionsVal; + } + } ); +} )(); + + +function curCSS( elem, name, computed ) { + var width, minWidth, maxWidth, ret, + + // Support: Firefox 51+ + // Retrieving style before computed somehow + // fixes an issue with getting wrong values + // on detached elements + style = elem.style; + + computed = computed || getStyles( elem ); + + // getPropertyValue is needed for: + // .css('filter') (IE 9 only, #12537) + // .css('--customProperty) (#3144) + if ( computed ) { + ret = computed.getPropertyValue( name ) || computed[ name ]; + + if ( ret === "" && !isAttached( elem ) ) { + ret = jQuery.style( elem, name ); + } + + // A tribute to the "awesome hack by Dean Edwards" + // Android Browser returns percentage for some values, + // but width seems to be reliably pixels. + // This is against the CSSOM draft spec: + // https://drafts.csswg.org/cssom/#resolved-values + if ( !support.pixelBoxStyles() && rnumnonpx.test( ret ) && rboxStyle.test( name ) ) { + + // Remember the original values + width = style.width; + minWidth = style.minWidth; + maxWidth = style.maxWidth; + + // Put in the new values to get a computed value out + style.minWidth = style.maxWidth = style.width = ret; + ret = computed.width; + + // Revert the changed values + style.width = width; + style.minWidth = minWidth; + style.maxWidth = maxWidth; + } + } + + return ret !== undefined ? + + // Support: IE <=9 - 11 only + // IE returns zIndex value as an integer. + ret + "" : + ret; +} + + +function addGetHookIf( conditionFn, hookFn ) { + + // Define the hook, we'll check on the first run if it's really needed. + return { + get: function() { + if ( conditionFn() ) { + + // Hook not needed (or it's not possible to use it due + // to missing dependency), remove it. + delete this.get; + return; + } + + // Hook needed; redefine it so that the support test is not executed again. + return ( this.get = hookFn ).apply( this, arguments ); + } + }; +} + + +var cssPrefixes = [ "Webkit", "Moz", "ms" ], + emptyStyle = document.createElement( "div" ).style, + vendorProps = {}; + +// Return a vendor-prefixed property or undefined +function vendorPropName( name ) { + + // Check for vendor prefixed names + var capName = name[ 0 ].toUpperCase() + name.slice( 1 ), + i = cssPrefixes.length; + + while ( i-- ) { + name = cssPrefixes[ i ] + capName; + if ( name in emptyStyle ) { + return name; + } + } +} + +// Return a potentially-mapped jQuery.cssProps or vendor prefixed property +function finalPropName( name ) { + var final = jQuery.cssProps[ name ] || vendorProps[ name ]; + + if ( final ) { + return final; + } + if ( name in emptyStyle ) { + return name; + } + return vendorProps[ name ] = vendorPropName( name ) || name; +} + + +var + + // Swappable if display is none or starts with table + // except "table", "table-cell", or "table-caption" + // See here for display values: https://developer.mozilla.org/en-US/docs/CSS/display + rdisplayswap = /^(none|table(?!-c[ea]).+)/, + rcustomProp = /^--/, + cssShow = { position: "absolute", visibility: "hidden", display: "block" }, + cssNormalTransform = { + letterSpacing: "0", + fontWeight: "400" + }; + +function setPositiveNumber( _elem, value, subtract ) { + + // Any relative (+/-) values have already been + // normalized at this point + var matches = rcssNum.exec( value ); + return matches ? + + // Guard against undefined "subtract", e.g., when used as in cssHooks + Math.max( 0, matches[ 2 ] - ( subtract || 0 ) ) + ( matches[ 3 ] || "px" ) : + value; +} + +function boxModelAdjustment( elem, dimension, box, isBorderBox, styles, computedVal ) { + var i = dimension === "width" ? 1 : 0, + extra = 0, + delta = 0; + + // Adjustment may not be necessary + if ( box === ( isBorderBox ? "border" : "content" ) ) { + return 0; + } + + for ( ; i < 4; i += 2 ) { + + // Both box models exclude margin + if ( box === "margin" ) { + delta += jQuery.css( elem, box + cssExpand[ i ], true, styles ); + } + + // If we get here with a content-box, we're seeking "padding" or "border" or "margin" + if ( !isBorderBox ) { + + // Add padding + delta += jQuery.css( elem, "padding" + cssExpand[ i ], true, styles ); + + // For "border" or "margin", add border + if ( box !== "padding" ) { + delta += jQuery.css( elem, "border" + cssExpand[ i ] + "Width", true, styles ); + + // But still keep track of it otherwise + } else { + extra += jQuery.css( elem, "border" + cssExpand[ i ] + "Width", true, styles ); + } + + // If we get here with a border-box (content + padding + border), we're seeking "content" or + // "padding" or "margin" + } else { + + // For "content", subtract padding + if ( box === "content" ) { + delta -= jQuery.css( elem, "padding" + cssExpand[ i ], true, styles ); + } + + // For "content" or "padding", subtract border + if ( box !== "margin" ) { + delta -= jQuery.css( elem, "border" + cssExpand[ i ] + "Width", true, styles ); + } + } + } + + // Account for positive content-box scroll gutter when requested by providing computedVal + if ( !isBorderBox && computedVal >= 0 ) { + + // offsetWidth/offsetHeight is a rounded sum of content, padding, scroll gutter, and border + // Assuming integer scroll gutter, subtract the rest and round down + delta += Math.max( 0, Math.ceil( + elem[ "offset" + dimension[ 0 ].toUpperCase() + dimension.slice( 1 ) ] - + computedVal - + delta - + extra - + 0.5 + + // If offsetWidth/offsetHeight is unknown, then we can't determine content-box scroll gutter + // Use an explicit zero to avoid NaN (gh-3964) + ) ) || 0; + } + + return delta; +} + +function getWidthOrHeight( elem, dimension, extra ) { + + // Start with computed style + var styles = getStyles( elem ), + + // To avoid forcing a reflow, only fetch boxSizing if we need it (gh-4322). + // Fake content-box until we know it's needed to know the true value. + boxSizingNeeded = !support.boxSizingReliable() || extra, + isBorderBox = boxSizingNeeded && + jQuery.css( elem, "boxSizing", false, styles ) === "border-box", + valueIsBorderBox = isBorderBox, + + val = curCSS( elem, dimension, styles ), + offsetProp = "offset" + dimension[ 0 ].toUpperCase() + dimension.slice( 1 ); + + // Support: Firefox <=54 + // Return a confounding non-pixel value or feign ignorance, as appropriate. + if ( rnumnonpx.test( val ) ) { + if ( !extra ) { + return val; + } + val = "auto"; + } + + + // Support: IE 9 - 11 only + // Use offsetWidth/offsetHeight for when box sizing is unreliable. + // In those cases, the computed value can be trusted to be border-box. + if ( ( !support.boxSizingReliable() && isBorderBox || + + // Support: IE 10 - 11+, Edge 15 - 18+ + // IE/Edge misreport `getComputedStyle` of table rows with width/height + // set in CSS while `offset*` properties report correct values. + // Interestingly, in some cases IE 9 doesn't suffer from this issue. + !support.reliableTrDimensions() && nodeName( elem, "tr" ) || + + // Fall back to offsetWidth/offsetHeight when value is "auto" + // This happens for inline elements with no explicit setting (gh-3571) + val === "auto" || + + // Support: Android <=4.1 - 4.3 only + // Also use offsetWidth/offsetHeight for misreported inline dimensions (gh-3602) + !parseFloat( val ) && jQuery.css( elem, "display", false, styles ) === "inline" ) && + + // Make sure the element is visible & connected + elem.getClientRects().length ) { + + isBorderBox = jQuery.css( elem, "boxSizing", false, styles ) === "border-box"; + + // Where available, offsetWidth/offsetHeight approximate border box dimensions. + // Where not available (e.g., SVG), assume unreliable box-sizing and interpret the + // retrieved value as a content box dimension. + valueIsBorderBox = offsetProp in elem; + if ( valueIsBorderBox ) { + val = elem[ offsetProp ]; + } + } + + // Normalize "" and auto + val = parseFloat( val ) || 0; + + // Adjust for the element's box model + return ( val + + boxModelAdjustment( + elem, + dimension, + extra || ( isBorderBox ? "border" : "content" ), + valueIsBorderBox, + styles, + + // Provide the current computed size to request scroll gutter calculation (gh-3589) + val + ) + ) + "px"; +} + +jQuery.extend( { + + // Add in style property hooks for overriding the default + // behavior of getting and setting a style property + cssHooks: { + opacity: { + get: function( elem, computed ) { + if ( computed ) { + + // We should always get a number back from opacity + var ret = curCSS( elem, "opacity" ); + return ret === "" ? "1" : ret; + } + } + } + }, + + // Don't automatically add "px" to these possibly-unitless properties + cssNumber: { + "animationIterationCount": true, + "columnCount": true, + "fillOpacity": true, + "flexGrow": true, + "flexShrink": true, + "fontWeight": true, + "gridArea": true, + "gridColumn": true, + "gridColumnEnd": true, + "gridColumnStart": true, + "gridRow": true, + "gridRowEnd": true, + "gridRowStart": true, + "lineHeight": true, + "opacity": true, + "order": true, + "orphans": true, + "widows": true, + "zIndex": true, + "zoom": true + }, + + // Add in properties whose names you wish to fix before + // setting or getting the value + cssProps: {}, + + // Get and set the style property on a DOM Node + style: function( elem, name, value, extra ) { + + // Don't set styles on text and comment nodes + if ( !elem || elem.nodeType === 3 || elem.nodeType === 8 || !elem.style ) { + return; + } + + // Make sure that we're working with the right name + var ret, type, hooks, + origName = camelCase( name ), + isCustomProp = rcustomProp.test( name ), + style = elem.style; + + // Make sure that we're working with the right name. We don't + // want to query the value if it is a CSS custom property + // since they are user-defined. + if ( !isCustomProp ) { + name = finalPropName( origName ); + } + + // Gets hook for the prefixed version, then unprefixed version + hooks = jQuery.cssHooks[ name ] || jQuery.cssHooks[ origName ]; + + // Check if we're setting a value + if ( value !== undefined ) { + type = typeof value; + + // Convert "+=" or "-=" to relative numbers (#7345) + if ( type === "string" && ( ret = rcssNum.exec( value ) ) && ret[ 1 ] ) { + value = adjustCSS( elem, name, ret ); + + // Fixes bug #9237 + type = "number"; + } + + // Make sure that null and NaN values aren't set (#7116) + if ( value == null || value !== value ) { + return; + } + + // If a number was passed in, add the unit (except for certain CSS properties) + // The isCustomProp check can be removed in jQuery 4.0 when we only auto-append + // "px" to a few hardcoded values. + if ( type === "number" && !isCustomProp ) { + value += ret && ret[ 3 ] || ( jQuery.cssNumber[ origName ] ? "" : "px" ); + } + + // background-* props affect original clone's values + if ( !support.clearCloneStyle && value === "" && name.indexOf( "background" ) === 0 ) { + style[ name ] = "inherit"; + } + + // If a hook was provided, use that value, otherwise just set the specified value + if ( !hooks || !( "set" in hooks ) || + ( value = hooks.set( elem, value, extra ) ) !== undefined ) { + + if ( isCustomProp ) { + style.setProperty( name, value ); + } else { + style[ name ] = value; + } + } + + } else { + + // If a hook was provided get the non-computed value from there + if ( hooks && "get" in hooks && + ( ret = hooks.get( elem, false, extra ) ) !== undefined ) { + + return ret; + } + + // Otherwise just get the value from the style object + return style[ name ]; + } + }, + + css: function( elem, name, extra, styles ) { + var val, num, hooks, + origName = camelCase( name ), + isCustomProp = rcustomProp.test( name ); + + // Make sure that we're working with the right name. We don't + // want to modify the value if it is a CSS custom property + // since they are user-defined. + if ( !isCustomProp ) { + name = finalPropName( origName ); + } + + // Try prefixed name followed by the unprefixed name + hooks = jQuery.cssHooks[ name ] || jQuery.cssHooks[ origName ]; + + // If a hook was provided get the computed value from there + if ( hooks && "get" in hooks ) { + val = hooks.get( elem, true, extra ); + } + + // Otherwise, if a way to get the computed value exists, use that + if ( val === undefined ) { + val = curCSS( elem, name, styles ); + } + + // Convert "normal" to computed value + if ( val === "normal" && name in cssNormalTransform ) { + val = cssNormalTransform[ name ]; + } + + // Make numeric if forced or a qualifier was provided and val looks numeric + if ( extra === "" || extra ) { + num = parseFloat( val ); + return extra === true || isFinite( num ) ? num || 0 : val; + } + + return val; + } +} ); + +jQuery.each( [ "height", "width" ], function( _i, dimension ) { + jQuery.cssHooks[ dimension ] = { + get: function( elem, computed, extra ) { + if ( computed ) { + + // Certain elements can have dimension info if we invisibly show them + // but it must have a current display style that would benefit + return rdisplayswap.test( jQuery.css( elem, "display" ) ) && + + // Support: Safari 8+ + // Table columns in Safari have non-zero offsetWidth & zero + // getBoundingClientRect().width unless display is changed. + // Support: IE <=11 only + // Running getBoundingClientRect on a disconnected node + // in IE throws an error. + ( !elem.getClientRects().length || !elem.getBoundingClientRect().width ) ? + swap( elem, cssShow, function() { + return getWidthOrHeight( elem, dimension, extra ); + } ) : + getWidthOrHeight( elem, dimension, extra ); + } + }, + + set: function( elem, value, extra ) { + var matches, + styles = getStyles( elem ), + + // Only read styles.position if the test has a chance to fail + // to avoid forcing a reflow. + scrollboxSizeBuggy = !support.scrollboxSize() && + styles.position === "absolute", + + // To avoid forcing a reflow, only fetch boxSizing if we need it (gh-3991) + boxSizingNeeded = scrollboxSizeBuggy || extra, + isBorderBox = boxSizingNeeded && + jQuery.css( elem, "boxSizing", false, styles ) === "border-box", + subtract = extra ? + boxModelAdjustment( + elem, + dimension, + extra, + isBorderBox, + styles + ) : + 0; + + // Account for unreliable border-box dimensions by comparing offset* to computed and + // faking a content-box to get border and padding (gh-3699) + if ( isBorderBox && scrollboxSizeBuggy ) { + subtract -= Math.ceil( + elem[ "offset" + dimension[ 0 ].toUpperCase() + dimension.slice( 1 ) ] - + parseFloat( styles[ dimension ] ) - + boxModelAdjustment( elem, dimension, "border", false, styles ) - + 0.5 + ); + } + + // Convert to pixels if value adjustment is needed + if ( subtract && ( matches = rcssNum.exec( value ) ) && + ( matches[ 3 ] || "px" ) !== "px" ) { + + elem.style[ dimension ] = value; + value = jQuery.css( elem, dimension ); + } + + return setPositiveNumber( elem, value, subtract ); + } + }; +} ); + +jQuery.cssHooks.marginLeft = addGetHookIf( support.reliableMarginLeft, + function( elem, computed ) { + if ( computed ) { + return ( parseFloat( curCSS( elem, "marginLeft" ) ) || + elem.getBoundingClientRect().left - + swap( elem, { marginLeft: 0 }, function() { + return elem.getBoundingClientRect().left; + } ) + ) + "px"; + } + } +); + +// These hooks are used by animate to expand properties +jQuery.each( { + margin: "", + padding: "", + border: "Width" +}, function( prefix, suffix ) { + jQuery.cssHooks[ prefix + suffix ] = { + expand: function( value ) { + var i = 0, + expanded = {}, + + // Assumes a single number if not a string + parts = typeof value === "string" ? value.split( " " ) : [ value ]; + + for ( ; i < 4; i++ ) { + expanded[ prefix + cssExpand[ i ] + suffix ] = + parts[ i ] || parts[ i - 2 ] || parts[ 0 ]; + } + + return expanded; + } + }; + + if ( prefix !== "margin" ) { + jQuery.cssHooks[ prefix + suffix ].set = setPositiveNumber; + } +} ); + +jQuery.fn.extend( { + css: function( name, value ) { + return access( this, function( elem, name, value ) { + var styles, len, + map = {}, + i = 0; + + if ( Array.isArray( name ) ) { + styles = getStyles( elem ); + len = name.length; + + for ( ; i < len; i++ ) { + map[ name[ i ] ] = jQuery.css( elem, name[ i ], false, styles ); + } + + return map; + } + + return value !== undefined ? + jQuery.style( elem, name, value ) : + jQuery.css( elem, name ); + }, name, value, arguments.length > 1 ); + } +} ); + + +function Tween( elem, options, prop, end, easing ) { + return new Tween.prototype.init( elem, options, prop, end, easing ); +} +jQuery.Tween = Tween; + +Tween.prototype = { + constructor: Tween, + init: function( elem, options, prop, end, easing, unit ) { + this.elem = elem; + this.prop = prop; + this.easing = easing || jQuery.easing._default; + this.options = options; + this.start = this.now = this.cur(); + this.end = end; + this.unit = unit || ( jQuery.cssNumber[ prop ] ? "" : "px" ); + }, + cur: function() { + var hooks = Tween.propHooks[ this.prop ]; + + return hooks && hooks.get ? + hooks.get( this ) : + Tween.propHooks._default.get( this ); + }, + run: function( percent ) { + var eased, + hooks = Tween.propHooks[ this.prop ]; + + if ( this.options.duration ) { + this.pos = eased = jQuery.easing[ this.easing ]( + percent, this.options.duration * percent, 0, 1, this.options.duration + ); + } else { + this.pos = eased = percent; + } + this.now = ( this.end - this.start ) * eased + this.start; + + if ( this.options.step ) { + this.options.step.call( this.elem, this.now, this ); + } + + if ( hooks && hooks.set ) { + hooks.set( this ); + } else { + Tween.propHooks._default.set( this ); + } + return this; + } +}; + +Tween.prototype.init.prototype = Tween.prototype; + +Tween.propHooks = { + _default: { + get: function( tween ) { + var result; + + // Use a property on the element directly when it is not a DOM element, + // or when there is no matching style property that exists. + if ( tween.elem.nodeType !== 1 || + tween.elem[ tween.prop ] != null && tween.elem.style[ tween.prop ] == null ) { + return tween.elem[ tween.prop ]; + } + + // Passing an empty string as a 3rd parameter to .css will automatically + // attempt a parseFloat and fallback to a string if the parse fails. + // Simple values such as "10px" are parsed to Float; + // complex values such as "rotate(1rad)" are returned as-is. + result = jQuery.css( tween.elem, tween.prop, "" ); + + // Empty strings, null, undefined and "auto" are converted to 0. + return !result || result === "auto" ? 0 : result; + }, + set: function( tween ) { + + // Use step hook for back compat. + // Use cssHook if its there. + // Use .style if available and use plain properties where available. + if ( jQuery.fx.step[ tween.prop ] ) { + jQuery.fx.step[ tween.prop ]( tween ); + } else if ( tween.elem.nodeType === 1 && ( + jQuery.cssHooks[ tween.prop ] || + tween.elem.style[ finalPropName( tween.prop ) ] != null ) ) { + jQuery.style( tween.elem, tween.prop, tween.now + tween.unit ); + } else { + tween.elem[ tween.prop ] = tween.now; + } + } + } +}; + +// Support: IE <=9 only +// Panic based approach to setting things on disconnected nodes +Tween.propHooks.scrollTop = Tween.propHooks.scrollLeft = { + set: function( tween ) { + if ( tween.elem.nodeType && tween.elem.parentNode ) { + tween.elem[ tween.prop ] = tween.now; + } + } +}; + +jQuery.easing = { + linear: function( p ) { + return p; + }, + swing: function( p ) { + return 0.5 - Math.cos( p * Math.PI ) / 2; + }, + _default: "swing" +}; + +jQuery.fx = Tween.prototype.init; + +// Back compat <1.8 extension point +jQuery.fx.step = {}; + + + + +var + fxNow, inProgress, + rfxtypes = /^(?:toggle|show|hide)$/, + rrun = /queueHooks$/; + +function schedule() { + if ( inProgress ) { + if ( document.hidden === false && window.requestAnimationFrame ) { + window.requestAnimationFrame( schedule ); + } else { + window.setTimeout( schedule, jQuery.fx.interval ); + } + + jQuery.fx.tick(); + } +} + +// Animations created synchronously will run synchronously +function createFxNow() { + window.setTimeout( function() { + fxNow = undefined; + } ); + return ( fxNow = Date.now() ); +} + +// Generate parameters to create a standard animation +function genFx( type, includeWidth ) { + var which, + i = 0, + attrs = { height: type }; + + // If we include width, step value is 1 to do all cssExpand values, + // otherwise step value is 2 to skip over Left and Right + includeWidth = includeWidth ? 1 : 0; + for ( ; i < 4; i += 2 - includeWidth ) { + which = cssExpand[ i ]; + attrs[ "margin" + which ] = attrs[ "padding" + which ] = type; + } + + if ( includeWidth ) { + attrs.opacity = attrs.width = type; + } + + return attrs; +} + +function createTween( value, prop, animation ) { + var tween, + collection = ( Animation.tweeners[ prop ] || [] ).concat( Animation.tweeners[ "*" ] ), + index = 0, + length = collection.length; + for ( ; index < length; index++ ) { + if ( ( tween = collection[ index ].call( animation, prop, value ) ) ) { + + // We're done with this property + return tween; + } + } +} + +function defaultPrefilter( elem, props, opts ) { + var prop, value, toggle, hooks, oldfire, propTween, restoreDisplay, display, + isBox = "width" in props || "height" in props, + anim = this, + orig = {}, + style = elem.style, + hidden = elem.nodeType && isHiddenWithinTree( elem ), + dataShow = dataPriv.get( elem, "fxshow" ); + + // Queue-skipping animations hijack the fx hooks + if ( !opts.queue ) { + hooks = jQuery._queueHooks( elem, "fx" ); + if ( hooks.unqueued == null ) { + hooks.unqueued = 0; + oldfire = hooks.empty.fire; + hooks.empty.fire = function() { + if ( !hooks.unqueued ) { + oldfire(); + } + }; + } + hooks.unqueued++; + + anim.always( function() { + + // Ensure the complete handler is called before this completes + anim.always( function() { + hooks.unqueued--; + if ( !jQuery.queue( elem, "fx" ).length ) { + hooks.empty.fire(); + } + } ); + } ); + } + + // Detect show/hide animations + for ( prop in props ) { + value = props[ prop ]; + if ( rfxtypes.test( value ) ) { + delete props[ prop ]; + toggle = toggle || value === "toggle"; + if ( value === ( hidden ? "hide" : "show" ) ) { + + // Pretend to be hidden if this is a "show" and + // there is still data from a stopped show/hide + if ( value === "show" && dataShow && dataShow[ prop ] !== undefined ) { + hidden = true; + + // Ignore all other no-op show/hide data + } else { + continue; + } + } + orig[ prop ] = dataShow && dataShow[ prop ] || jQuery.style( elem, prop ); + } + } + + // Bail out if this is a no-op like .hide().hide() + propTween = !jQuery.isEmptyObject( props ); + if ( !propTween && jQuery.isEmptyObject( orig ) ) { + return; + } + + // Restrict "overflow" and "display" styles during box animations + if ( isBox && elem.nodeType === 1 ) { + + // Support: IE <=9 - 11, Edge 12 - 15 + // Record all 3 overflow attributes because IE does not infer the shorthand + // from identically-valued overflowX and overflowY and Edge just mirrors + // the overflowX value there. + opts.overflow = [ style.overflow, style.overflowX, style.overflowY ]; + + // Identify a display type, preferring old show/hide data over the CSS cascade + restoreDisplay = dataShow && dataShow.display; + if ( restoreDisplay == null ) { + restoreDisplay = dataPriv.get( elem, "display" ); + } + display = jQuery.css( elem, "display" ); + if ( display === "none" ) { + if ( restoreDisplay ) { + display = restoreDisplay; + } else { + + // Get nonempty value(s) by temporarily forcing visibility + showHide( [ elem ], true ); + restoreDisplay = elem.style.display || restoreDisplay; + display = jQuery.css( elem, "display" ); + showHide( [ elem ] ); + } + } + + // Animate inline elements as inline-block + if ( display === "inline" || display === "inline-block" && restoreDisplay != null ) { + if ( jQuery.css( elem, "float" ) === "none" ) { + + // Restore the original display value at the end of pure show/hide animations + if ( !propTween ) { + anim.done( function() { + style.display = restoreDisplay; + } ); + if ( restoreDisplay == null ) { + display = style.display; + restoreDisplay = display === "none" ? "" : display; + } + } + style.display = "inline-block"; + } + } + } + + if ( opts.overflow ) { + style.overflow = "hidden"; + anim.always( function() { + style.overflow = opts.overflow[ 0 ]; + style.overflowX = opts.overflow[ 1 ]; + style.overflowY = opts.overflow[ 2 ]; + } ); + } + + // Implement show/hide animations + propTween = false; + for ( prop in orig ) { + + // General show/hide setup for this element animation + if ( !propTween ) { + if ( dataShow ) { + if ( "hidden" in dataShow ) { + hidden = dataShow.hidden; + } + } else { + dataShow = dataPriv.access( elem, "fxshow", { display: restoreDisplay } ); + } + + // Store hidden/visible for toggle so `.stop().toggle()` "reverses" + if ( toggle ) { + dataShow.hidden = !hidden; + } + + // Show elements before animating them + if ( hidden ) { + showHide( [ elem ], true ); + } + + /* eslint-disable no-loop-func */ + + anim.done( function() { + + /* eslint-enable no-loop-func */ + + // The final step of a "hide" animation is actually hiding the element + if ( !hidden ) { + showHide( [ elem ] ); + } + dataPriv.remove( elem, "fxshow" ); + for ( prop in orig ) { + jQuery.style( elem, prop, orig[ prop ] ); + } + } ); + } + + // Per-property setup + propTween = createTween( hidden ? dataShow[ prop ] : 0, prop, anim ); + if ( !( prop in dataShow ) ) { + dataShow[ prop ] = propTween.start; + if ( hidden ) { + propTween.end = propTween.start; + propTween.start = 0; + } + } + } +} + +function propFilter( props, specialEasing ) { + var index, name, easing, value, hooks; + + // camelCase, specialEasing and expand cssHook pass + for ( index in props ) { + name = camelCase( index ); + easing = specialEasing[ name ]; + value = props[ index ]; + if ( Array.isArray( value ) ) { + easing = value[ 1 ]; + value = props[ index ] = value[ 0 ]; + } + + if ( index !== name ) { + props[ name ] = value; + delete props[ index ]; + } + + hooks = jQuery.cssHooks[ name ]; + if ( hooks && "expand" in hooks ) { + value = hooks.expand( value ); + delete props[ name ]; + + // Not quite $.extend, this won't overwrite existing keys. + // Reusing 'index' because we have the correct "name" + for ( index in value ) { + if ( !( index in props ) ) { + props[ index ] = value[ index ]; + specialEasing[ index ] = easing; + } + } + } else { + specialEasing[ name ] = easing; + } + } +} + +function Animation( elem, properties, options ) { + var result, + stopped, + index = 0, + length = Animation.prefilters.length, + deferred = jQuery.Deferred().always( function() { + + // Don't match elem in the :animated selector + delete tick.elem; + } ), + tick = function() { + if ( stopped ) { + return false; + } + var currentTime = fxNow || createFxNow(), + remaining = Math.max( 0, animation.startTime + animation.duration - currentTime ), + + // Support: Android 2.3 only + // Archaic crash bug won't allow us to use `1 - ( 0.5 || 0 )` (#12497) + temp = remaining / animation.duration || 0, + percent = 1 - temp, + index = 0, + length = animation.tweens.length; + + for ( ; index < length; index++ ) { + animation.tweens[ index ].run( percent ); + } + + deferred.notifyWith( elem, [ animation, percent, remaining ] ); + + // If there's more to do, yield + if ( percent < 1 && length ) { + return remaining; + } + + // If this was an empty animation, synthesize a final progress notification + if ( !length ) { + deferred.notifyWith( elem, [ animation, 1, 0 ] ); + } + + // Resolve the animation and report its conclusion + deferred.resolveWith( elem, [ animation ] ); + return false; + }, + animation = deferred.promise( { + elem: elem, + props: jQuery.extend( {}, properties ), + opts: jQuery.extend( true, { + specialEasing: {}, + easing: jQuery.easing._default + }, options ), + originalProperties: properties, + originalOptions: options, + startTime: fxNow || createFxNow(), + duration: options.duration, + tweens: [], + createTween: function( prop, end ) { + var tween = jQuery.Tween( elem, animation.opts, prop, end, + animation.opts.specialEasing[ prop ] || animation.opts.easing ); + animation.tweens.push( tween ); + return tween; + }, + stop: function( gotoEnd ) { + var index = 0, + + // If we are going to the end, we want to run all the tweens + // otherwise we skip this part + length = gotoEnd ? animation.tweens.length : 0; + if ( stopped ) { + return this; + } + stopped = true; + for ( ; index < length; index++ ) { + animation.tweens[ index ].run( 1 ); + } + + // Resolve when we played the last frame; otherwise, reject + if ( gotoEnd ) { + deferred.notifyWith( elem, [ animation, 1, 0 ] ); + deferred.resolveWith( elem, [ animation, gotoEnd ] ); + } else { + deferred.rejectWith( elem, [ animation, gotoEnd ] ); + } + return this; + } + } ), + props = animation.props; + + propFilter( props, animation.opts.specialEasing ); + + for ( ; index < length; index++ ) { + result = Animation.prefilters[ index ].call( animation, elem, props, animation.opts ); + if ( result ) { + if ( isFunction( result.stop ) ) { + jQuery._queueHooks( animation.elem, animation.opts.queue ).stop = + result.stop.bind( result ); + } + return result; + } + } + + jQuery.map( props, createTween, animation ); + + if ( isFunction( animation.opts.start ) ) { + animation.opts.start.call( elem, animation ); + } + + // Attach callbacks from options + animation + .progress( animation.opts.progress ) + .done( animation.opts.done, animation.opts.complete ) + .fail( animation.opts.fail ) + .always( animation.opts.always ); + + jQuery.fx.timer( + jQuery.extend( tick, { + elem: elem, + anim: animation, + queue: animation.opts.queue + } ) + ); + + return animation; +} + +jQuery.Animation = jQuery.extend( Animation, { + + tweeners: { + "*": [ function( prop, value ) { + var tween = this.createTween( prop, value ); + adjustCSS( tween.elem, prop, rcssNum.exec( value ), tween ); + return tween; + } ] + }, + + tweener: function( props, callback ) { + if ( isFunction( props ) ) { + callback = props; + props = [ "*" ]; + } else { + props = props.match( rnothtmlwhite ); + } + + var prop, + index = 0, + length = props.length; + + for ( ; index < length; index++ ) { + prop = props[ index ]; + Animation.tweeners[ prop ] = Animation.tweeners[ prop ] || []; + Animation.tweeners[ prop ].unshift( callback ); + } + }, + + prefilters: [ defaultPrefilter ], + + prefilter: function( callback, prepend ) { + if ( prepend ) { + Animation.prefilters.unshift( callback ); + } else { + Animation.prefilters.push( callback ); + } + } +} ); + +jQuery.speed = function( speed, easing, fn ) { + var opt = speed && typeof speed === "object" ? jQuery.extend( {}, speed ) : { + complete: fn || !fn && easing || + isFunction( speed ) && speed, + duration: speed, + easing: fn && easing || easing && !isFunction( easing ) && easing + }; + + // Go to the end state if fx are off + if ( jQuery.fx.off ) { + opt.duration = 0; + + } else { + if ( typeof opt.duration !== "number" ) { + if ( opt.duration in jQuery.fx.speeds ) { + opt.duration = jQuery.fx.speeds[ opt.duration ]; + + } else { + opt.duration = jQuery.fx.speeds._default; + } + } + } + + // Normalize opt.queue - true/undefined/null -> "fx" + if ( opt.queue == null || opt.queue === true ) { + opt.queue = "fx"; + } + + // Queueing + opt.old = opt.complete; + + opt.complete = function() { + if ( isFunction( opt.old ) ) { + opt.old.call( this ); + } + + if ( opt.queue ) { + jQuery.dequeue( this, opt.queue ); + } + }; + + return opt; +}; + +jQuery.fn.extend( { + fadeTo: function( speed, to, easing, callback ) { + + // Show any hidden elements after setting opacity to 0 + return this.filter( isHiddenWithinTree ).css( "opacity", 0 ).show() + + // Animate to the value specified + .end().animate( { opacity: to }, speed, easing, callback ); + }, + animate: function( prop, speed, easing, callback ) { + var empty = jQuery.isEmptyObject( prop ), + optall = jQuery.speed( speed, easing, callback ), + doAnimation = function() { + + // Operate on a copy of prop so per-property easing won't be lost + var anim = Animation( this, jQuery.extend( {}, prop ), optall ); + + // Empty animations, or finishing resolves immediately + if ( empty || dataPriv.get( this, "finish" ) ) { + anim.stop( true ); + } + }; + doAnimation.finish = doAnimation; + + return empty || optall.queue === false ? + this.each( doAnimation ) : + this.queue( optall.queue, doAnimation ); + }, + stop: function( type, clearQueue, gotoEnd ) { + var stopQueue = function( hooks ) { + var stop = hooks.stop; + delete hooks.stop; + stop( gotoEnd ); + }; + + if ( typeof type !== "string" ) { + gotoEnd = clearQueue; + clearQueue = type; + type = undefined; + } + if ( clearQueue ) { + this.queue( type || "fx", [] ); + } + + return this.each( function() { + var dequeue = true, + index = type != null && type + "queueHooks", + timers = jQuery.timers, + data = dataPriv.get( this ); + + if ( index ) { + if ( data[ index ] && data[ index ].stop ) { + stopQueue( data[ index ] ); + } + } else { + for ( index in data ) { + if ( data[ index ] && data[ index ].stop && rrun.test( index ) ) { + stopQueue( data[ index ] ); + } + } + } + + for ( index = timers.length; index--; ) { + if ( timers[ index ].elem === this && + ( type == null || timers[ index ].queue === type ) ) { + + timers[ index ].anim.stop( gotoEnd ); + dequeue = false; + timers.splice( index, 1 ); + } + } + + // Start the next in the queue if the last step wasn't forced. + // Timers currently will call their complete callbacks, which + // will dequeue but only if they were gotoEnd. + if ( dequeue || !gotoEnd ) { + jQuery.dequeue( this, type ); + } + } ); + }, + finish: function( type ) { + if ( type !== false ) { + type = type || "fx"; + } + return this.each( function() { + var index, + data = dataPriv.get( this ), + queue = data[ type + "queue" ], + hooks = data[ type + "queueHooks" ], + timers = jQuery.timers, + length = queue ? queue.length : 0; + + // Enable finishing flag on private data + data.finish = true; + + // Empty the queue first + jQuery.queue( this, type, [] ); + + if ( hooks && hooks.stop ) { + hooks.stop.call( this, true ); + } + + // Look for any active animations, and finish them + for ( index = timers.length; index--; ) { + if ( timers[ index ].elem === this && timers[ index ].queue === type ) { + timers[ index ].anim.stop( true ); + timers.splice( index, 1 ); + } + } + + // Look for any animations in the old queue and finish them + for ( index = 0; index < length; index++ ) { + if ( queue[ index ] && queue[ index ].finish ) { + queue[ index ].finish.call( this ); + } + } + + // Turn off finishing flag + delete data.finish; + } ); + } +} ); + +jQuery.each( [ "toggle", "show", "hide" ], function( _i, name ) { + var cssFn = jQuery.fn[ name ]; + jQuery.fn[ name ] = function( speed, easing, callback ) { + return speed == null || typeof speed === "boolean" ? + cssFn.apply( this, arguments ) : + this.animate( genFx( name, true ), speed, easing, callback ); + }; +} ); + +// Generate shortcuts for custom animations +jQuery.each( { + slideDown: genFx( "show" ), + slideUp: genFx( "hide" ), + slideToggle: genFx( "toggle" ), + fadeIn: { opacity: "show" }, + fadeOut: { opacity: "hide" }, + fadeToggle: { opacity: "toggle" } +}, function( name, props ) { + jQuery.fn[ name ] = function( speed, easing, callback ) { + return this.animate( props, speed, easing, callback ); + }; +} ); + +jQuery.timers = []; +jQuery.fx.tick = function() { + var timer, + i = 0, + timers = jQuery.timers; + + fxNow = Date.now(); + + for ( ; i < timers.length; i++ ) { + timer = timers[ i ]; + + // Run the timer and safely remove it when done (allowing for external removal) + if ( !timer() && timers[ i ] === timer ) { + timers.splice( i--, 1 ); + } + } + + if ( !timers.length ) { + jQuery.fx.stop(); + } + fxNow = undefined; +}; + +jQuery.fx.timer = function( timer ) { + jQuery.timers.push( timer ); + jQuery.fx.start(); +}; + +jQuery.fx.interval = 13; +jQuery.fx.start = function() { + if ( inProgress ) { + return; + } + + inProgress = true; + schedule(); +}; + +jQuery.fx.stop = function() { + inProgress = null; +}; + +jQuery.fx.speeds = { + slow: 600, + fast: 200, + + // Default speed + _default: 400 +}; + + +// Based off of the plugin by Clint Helfers, with permission. +// https://web.archive.org/web/20100324014747/http://blindsignals.com/index.php/2009/07/jquery-delay/ +jQuery.fn.delay = function( time, type ) { + time = jQuery.fx ? jQuery.fx.speeds[ time ] || time : time; + type = type || "fx"; + + return this.queue( type, function( next, hooks ) { + var timeout = window.setTimeout( next, time ); + hooks.stop = function() { + window.clearTimeout( timeout ); + }; + } ); +}; + + +( function() { + var input = document.createElement( "input" ), + select = document.createElement( "select" ), + opt = select.appendChild( document.createElement( "option" ) ); + + input.type = "checkbox"; + + // Support: Android <=4.3 only + // Default value for a checkbox should be "on" + support.checkOn = input.value !== ""; + + // Support: IE <=11 only + // Must access selectedIndex to make default options select + support.optSelected = opt.selected; + + // Support: IE <=11 only + // An input loses its value after becoming a radio + input = document.createElement( "input" ); + input.value = "t"; + input.type = "radio"; + support.radioValue = input.value === "t"; +} )(); + + +var boolHook, + attrHandle = jQuery.expr.attrHandle; + +jQuery.fn.extend( { + attr: function( name, value ) { + return access( this, jQuery.attr, name, value, arguments.length > 1 ); + }, + + removeAttr: function( name ) { + return this.each( function() { + jQuery.removeAttr( this, name ); + } ); + } +} ); + +jQuery.extend( { + attr: function( elem, name, value ) { + var ret, hooks, + nType = elem.nodeType; + + // Don't get/set attributes on text, comment and attribute nodes + if ( nType === 3 || nType === 8 || nType === 2 ) { + return; + } + + // Fallback to prop when attributes are not supported + if ( typeof elem.getAttribute === "undefined" ) { + return jQuery.prop( elem, name, value ); + } + + // Attribute hooks are determined by the lowercase version + // Grab necessary hook if one is defined + if ( nType !== 1 || !jQuery.isXMLDoc( elem ) ) { + hooks = jQuery.attrHooks[ name.toLowerCase() ] || + ( jQuery.expr.match.bool.test( name ) ? boolHook : undefined ); + } + + if ( value !== undefined ) { + if ( value === null ) { + jQuery.removeAttr( elem, name ); + return; + } + + if ( hooks && "set" in hooks && + ( ret = hooks.set( elem, value, name ) ) !== undefined ) { + return ret; + } + + elem.setAttribute( name, value + "" ); + return value; + } + + if ( hooks && "get" in hooks && ( ret = hooks.get( elem, name ) ) !== null ) { + return ret; + } + + ret = jQuery.find.attr( elem, name ); + + // Non-existent attributes return null, we normalize to undefined + return ret == null ? undefined : ret; + }, + + attrHooks: { + type: { + set: function( elem, value ) { + if ( !support.radioValue && value === "radio" && + nodeName( elem, "input" ) ) { + var val = elem.value; + elem.setAttribute( "type", value ); + if ( val ) { + elem.value = val; + } + return value; + } + } + } + }, + + removeAttr: function( elem, value ) { + var name, + i = 0, + + // Attribute names can contain non-HTML whitespace characters + // https://html.spec.whatwg.org/multipage/syntax.html#attributes-2 + attrNames = value && value.match( rnothtmlwhite ); + + if ( attrNames && elem.nodeType === 1 ) { + while ( ( name = attrNames[ i++ ] ) ) { + elem.removeAttribute( name ); + } + } + } +} ); + +// Hooks for boolean attributes +boolHook = { + set: function( elem, value, name ) { + if ( value === false ) { + + // Remove boolean attributes when set to false + jQuery.removeAttr( elem, name ); + } else { + elem.setAttribute( name, name ); + } + return name; + } +}; + +jQuery.each( jQuery.expr.match.bool.source.match( /\w+/g ), function( _i, name ) { + var getter = attrHandle[ name ] || jQuery.find.attr; + + attrHandle[ name ] = function( elem, name, isXML ) { + var ret, handle, + lowercaseName = name.toLowerCase(); + + if ( !isXML ) { + + // Avoid an infinite loop by temporarily removing this function from the getter + handle = attrHandle[ lowercaseName ]; + attrHandle[ lowercaseName ] = ret; + ret = getter( elem, name, isXML ) != null ? + lowercaseName : + null; + attrHandle[ lowercaseName ] = handle; + } + return ret; + }; +} ); + + + + +var rfocusable = /^(?:input|select|textarea|button)$/i, + rclickable = /^(?:a|area)$/i; + +jQuery.fn.extend( { + prop: function( name, value ) { + return access( this, jQuery.prop, name, value, arguments.length > 1 ); + }, + + removeProp: function( name ) { + return this.each( function() { + delete this[ jQuery.propFix[ name ] || name ]; + } ); + } +} ); + +jQuery.extend( { + prop: function( elem, name, value ) { + var ret, hooks, + nType = elem.nodeType; + + // Don't get/set properties on text, comment and attribute nodes + if ( nType === 3 || nType === 8 || nType === 2 ) { + return; + } + + if ( nType !== 1 || !jQuery.isXMLDoc( elem ) ) { + + // Fix name and attach hooks + name = jQuery.propFix[ name ] || name; + hooks = jQuery.propHooks[ name ]; + } + + if ( value !== undefined ) { + if ( hooks && "set" in hooks && + ( ret = hooks.set( elem, value, name ) ) !== undefined ) { + return ret; + } + + return ( elem[ name ] = value ); + } + + if ( hooks && "get" in hooks && ( ret = hooks.get( elem, name ) ) !== null ) { + return ret; + } + + return elem[ name ]; + }, + + propHooks: { + tabIndex: { + get: function( elem ) { + + // Support: IE <=9 - 11 only + // elem.tabIndex doesn't always return the + // correct value when it hasn't been explicitly set + // https://web.archive.org/web/20141116233347/http://fluidproject.org/blog/2008/01/09/getting-setting-and-removing-tabindex-values-with-javascript/ + // Use proper attribute retrieval(#12072) + var tabindex = jQuery.find.attr( elem, "tabindex" ); + + if ( tabindex ) { + return parseInt( tabindex, 10 ); + } + + if ( + rfocusable.test( elem.nodeName ) || + rclickable.test( elem.nodeName ) && + elem.href + ) { + return 0; + } + + return -1; + } + } + }, + + propFix: { + "for": "htmlFor", + "class": "className" + } +} ); + +// Support: IE <=11 only +// Accessing the selectedIndex property +// forces the browser to respect setting selected +// on the option +// The getter ensures a default option is selected +// when in an optgroup +// eslint rule "no-unused-expressions" is disabled for this code +// since it considers such accessions noop +if ( !support.optSelected ) { + jQuery.propHooks.selected = { + get: function( elem ) { + + /* eslint no-unused-expressions: "off" */ + + var parent = elem.parentNode; + if ( parent && parent.parentNode ) { + parent.parentNode.selectedIndex; + } + return null; + }, + set: function( elem ) { + + /* eslint no-unused-expressions: "off" */ + + var parent = elem.parentNode; + if ( parent ) { + parent.selectedIndex; + + if ( parent.parentNode ) { + parent.parentNode.selectedIndex; + } + } + } + }; +} + +jQuery.each( [ + "tabIndex", + "readOnly", + "maxLength", + "cellSpacing", + "cellPadding", + "rowSpan", + "colSpan", + "useMap", + "frameBorder", + "contentEditable" +], function() { + jQuery.propFix[ this.toLowerCase() ] = this; +} ); + + + + + // Strip and collapse whitespace according to HTML spec + // https://infra.spec.whatwg.org/#strip-and-collapse-ascii-whitespace + function stripAndCollapse( value ) { + var tokens = value.match( rnothtmlwhite ) || []; + return tokens.join( " " ); + } + + +function getClass( elem ) { + return elem.getAttribute && elem.getAttribute( "class" ) || ""; +} + +function classesToArray( value ) { + if ( Array.isArray( value ) ) { + return value; + } + if ( typeof value === "string" ) { + return value.match( rnothtmlwhite ) || []; + } + return []; +} + +jQuery.fn.extend( { + addClass: function( value ) { + var classes, elem, cur, curValue, clazz, j, finalValue, + i = 0; + + if ( isFunction( value ) ) { + return this.each( function( j ) { + jQuery( this ).addClass( value.call( this, j, getClass( this ) ) ); + } ); + } + + classes = classesToArray( value ); + + if ( classes.length ) { + while ( ( elem = this[ i++ ] ) ) { + curValue = getClass( elem ); + cur = elem.nodeType === 1 && ( " " + stripAndCollapse( curValue ) + " " ); + + if ( cur ) { + j = 0; + while ( ( clazz = classes[ j++ ] ) ) { + if ( cur.indexOf( " " + clazz + " " ) < 0 ) { + cur += clazz + " "; + } + } + + // Only assign if different to avoid unneeded rendering. + finalValue = stripAndCollapse( cur ); + if ( curValue !== finalValue ) { + elem.setAttribute( "class", finalValue ); + } + } + } + } + + return this; + }, + + removeClass: function( value ) { + var classes, elem, cur, curValue, clazz, j, finalValue, + i = 0; + + if ( isFunction( value ) ) { + return this.each( function( j ) { + jQuery( this ).removeClass( value.call( this, j, getClass( this ) ) ); + } ); + } + + if ( !arguments.length ) { + return this.attr( "class", "" ); + } + + classes = classesToArray( value ); + + if ( classes.length ) { + while ( ( elem = this[ i++ ] ) ) { + curValue = getClass( elem ); + + // This expression is here for better compressibility (see addClass) + cur = elem.nodeType === 1 && ( " " + stripAndCollapse( curValue ) + " " ); + + if ( cur ) { + j = 0; + while ( ( clazz = classes[ j++ ] ) ) { + + // Remove *all* instances + while ( cur.indexOf( " " + clazz + " " ) > -1 ) { + cur = cur.replace( " " + clazz + " ", " " ); + } + } + + // Only assign if different to avoid unneeded rendering. + finalValue = stripAndCollapse( cur ); + if ( curValue !== finalValue ) { + elem.setAttribute( "class", finalValue ); + } + } + } + } + + return this; + }, + + toggleClass: function( value, stateVal ) { + var type = typeof value, + isValidValue = type === "string" || Array.isArray( value ); + + if ( typeof stateVal === "boolean" && isValidValue ) { + return stateVal ? this.addClass( value ) : this.removeClass( value ); + } + + if ( isFunction( value ) ) { + return this.each( function( i ) { + jQuery( this ).toggleClass( + value.call( this, i, getClass( this ), stateVal ), + stateVal + ); + } ); + } + + return this.each( function() { + var className, i, self, classNames; + + if ( isValidValue ) { + + // Toggle individual class names + i = 0; + self = jQuery( this ); + classNames = classesToArray( value ); + + while ( ( className = classNames[ i++ ] ) ) { + + // Check each className given, space separated list + if ( self.hasClass( className ) ) { + self.removeClass( className ); + } else { + self.addClass( className ); + } + } + + // Toggle whole class name + } else if ( value === undefined || type === "boolean" ) { + className = getClass( this ); + if ( className ) { + + // Store className if set + dataPriv.set( this, "__className__", className ); + } + + // If the element has a class name or if we're passed `false`, + // then remove the whole classname (if there was one, the above saved it). + // Otherwise bring back whatever was previously saved (if anything), + // falling back to the empty string if nothing was stored. + if ( this.setAttribute ) { + this.setAttribute( "class", + className || value === false ? + "" : + dataPriv.get( this, "__className__" ) || "" + ); + } + } + } ); + }, + + hasClass: function( selector ) { + var className, elem, + i = 0; + + className = " " + selector + " "; + while ( ( elem = this[ i++ ] ) ) { + if ( elem.nodeType === 1 && + ( " " + stripAndCollapse( getClass( elem ) ) + " " ).indexOf( className ) > -1 ) { + return true; + } + } + + return false; + } +} ); + + + + +var rreturn = /\r/g; + +jQuery.fn.extend( { + val: function( value ) { + var hooks, ret, valueIsFunction, + elem = this[ 0 ]; + + if ( !arguments.length ) { + if ( elem ) { + hooks = jQuery.valHooks[ elem.type ] || + jQuery.valHooks[ elem.nodeName.toLowerCase() ]; + + if ( hooks && + "get" in hooks && + ( ret = hooks.get( elem, "value" ) ) !== undefined + ) { + return ret; + } + + ret = elem.value; + + // Handle most common string cases + if ( typeof ret === "string" ) { + return ret.replace( rreturn, "" ); + } + + // Handle cases where value is null/undef or number + return ret == null ? "" : ret; + } + + return; + } + + valueIsFunction = isFunction( value ); + + return this.each( function( i ) { + var val; + + if ( this.nodeType !== 1 ) { + return; + } + + if ( valueIsFunction ) { + val = value.call( this, i, jQuery( this ).val() ); + } else { + val = value; + } + + // Treat null/undefined as ""; convert numbers to string + if ( val == null ) { + val = ""; + + } else if ( typeof val === "number" ) { + val += ""; + + } else if ( Array.isArray( val ) ) { + val = jQuery.map( val, function( value ) { + return value == null ? "" : value + ""; + } ); + } + + hooks = jQuery.valHooks[ this.type ] || jQuery.valHooks[ this.nodeName.toLowerCase() ]; + + // If set returns undefined, fall back to normal setting + if ( !hooks || !( "set" in hooks ) || hooks.set( this, val, "value" ) === undefined ) { + this.value = val; + } + } ); + } +} ); + +jQuery.extend( { + valHooks: { + option: { + get: function( elem ) { + + var val = jQuery.find.attr( elem, "value" ); + return val != null ? + val : + + // Support: IE <=10 - 11 only + // option.text throws exceptions (#14686, #14858) + // Strip and collapse whitespace + // https://html.spec.whatwg.org/#strip-and-collapse-whitespace + stripAndCollapse( jQuery.text( elem ) ); + } + }, + select: { + get: function( elem ) { + var value, option, i, + options = elem.options, + index = elem.selectedIndex, + one = elem.type === "select-one", + values = one ? null : [], + max = one ? index + 1 : options.length; + + if ( index < 0 ) { + i = max; + + } else { + i = one ? index : 0; + } + + // Loop through all the selected options + for ( ; i < max; i++ ) { + option = options[ i ]; + + // Support: IE <=9 only + // IE8-9 doesn't update selected after form reset (#2551) + if ( ( option.selected || i === index ) && + + // Don't return options that are disabled or in a disabled optgroup + !option.disabled && + ( !option.parentNode.disabled || + !nodeName( option.parentNode, "optgroup" ) ) ) { + + // Get the specific value for the option + value = jQuery( option ).val(); + + // We don't need an array for one selects + if ( one ) { + return value; + } + + // Multi-Selects return an array + values.push( value ); + } + } + + return values; + }, + + set: function( elem, value ) { + var optionSet, option, + options = elem.options, + values = jQuery.makeArray( value ), + i = options.length; + + while ( i-- ) { + option = options[ i ]; + + /* eslint-disable no-cond-assign */ + + if ( option.selected = + jQuery.inArray( jQuery.valHooks.option.get( option ), values ) > -1 + ) { + optionSet = true; + } + + /* eslint-enable no-cond-assign */ + } + + // Force browsers to behave consistently when non-matching value is set + if ( !optionSet ) { + elem.selectedIndex = -1; + } + return values; + } + } + } +} ); + +// Radios and checkboxes getter/setter +jQuery.each( [ "radio", "checkbox" ], function() { + jQuery.valHooks[ this ] = { + set: function( elem, value ) { + if ( Array.isArray( value ) ) { + return ( elem.checked = jQuery.inArray( jQuery( elem ).val(), value ) > -1 ); + } + } + }; + if ( !support.checkOn ) { + jQuery.valHooks[ this ].get = function( elem ) { + return elem.getAttribute( "value" ) === null ? "on" : elem.value; + }; + } +} ); + + + + +// Return jQuery for attributes-only inclusion + + +support.focusin = "onfocusin" in window; + + +var rfocusMorph = /^(?:focusinfocus|focusoutblur)$/, + stopPropagationCallback = function( e ) { + e.stopPropagation(); + }; + +jQuery.extend( jQuery.event, { + + trigger: function( event, data, elem, onlyHandlers ) { + + var i, cur, tmp, bubbleType, ontype, handle, special, lastElement, + eventPath = [ elem || document ], + type = hasOwn.call( event, "type" ) ? event.type : event, + namespaces = hasOwn.call( event, "namespace" ) ? event.namespace.split( "." ) : []; + + cur = lastElement = tmp = elem = elem || document; + + // Don't do events on text and comment nodes + if ( elem.nodeType === 3 || elem.nodeType === 8 ) { + return; + } + + // focus/blur morphs to focusin/out; ensure we're not firing them right now + if ( rfocusMorph.test( type + jQuery.event.triggered ) ) { + return; + } + + if ( type.indexOf( "." ) > -1 ) { + + // Namespaced trigger; create a regexp to match event type in handle() + namespaces = type.split( "." ); + type = namespaces.shift(); + namespaces.sort(); + } + ontype = type.indexOf( ":" ) < 0 && "on" + type; + + // Caller can pass in a jQuery.Event object, Object, or just an event type string + event = event[ jQuery.expando ] ? + event : + new jQuery.Event( type, typeof event === "object" && event ); + + // Trigger bitmask: & 1 for native handlers; & 2 for jQuery (always true) + event.isTrigger = onlyHandlers ? 2 : 3; + event.namespace = namespaces.join( "." ); + event.rnamespace = event.namespace ? + new RegExp( "(^|\\.)" + namespaces.join( "\\.(?:.*\\.|)" ) + "(\\.|$)" ) : + null; + + // Clean up the event in case it is being reused + event.result = undefined; + if ( !event.target ) { + event.target = elem; + } + + // Clone any incoming data and prepend the event, creating the handler arg list + data = data == null ? + [ event ] : + jQuery.makeArray( data, [ event ] ); + + // Allow special events to draw outside the lines + special = jQuery.event.special[ type ] || {}; + if ( !onlyHandlers && special.trigger && special.trigger.apply( elem, data ) === false ) { + return; + } + + // Determine event propagation path in advance, per W3C events spec (#9951) + // Bubble up to document, then to window; watch for a global ownerDocument var (#9724) + if ( !onlyHandlers && !special.noBubble && !isWindow( elem ) ) { + + bubbleType = special.delegateType || type; + if ( !rfocusMorph.test( bubbleType + type ) ) { + cur = cur.parentNode; + } + for ( ; cur; cur = cur.parentNode ) { + eventPath.push( cur ); + tmp = cur; + } + + // Only add window if we got to document (e.g., not plain obj or detached DOM) + if ( tmp === ( elem.ownerDocument || document ) ) { + eventPath.push( tmp.defaultView || tmp.parentWindow || window ); + } + } + + // Fire handlers on the event path + i = 0; + while ( ( cur = eventPath[ i++ ] ) && !event.isPropagationStopped() ) { + lastElement = cur; + event.type = i > 1 ? + bubbleType : + special.bindType || type; + + // jQuery handler + handle = ( + dataPriv.get( cur, "events" ) || Object.create( null ) + )[ event.type ] && + dataPriv.get( cur, "handle" ); + if ( handle ) { + handle.apply( cur, data ); + } + + // Native handler + handle = ontype && cur[ ontype ]; + if ( handle && handle.apply && acceptData( cur ) ) { + event.result = handle.apply( cur, data ); + if ( event.result === false ) { + event.preventDefault(); + } + } + } + event.type = type; + + // If nobody prevented the default action, do it now + if ( !onlyHandlers && !event.isDefaultPrevented() ) { + + if ( ( !special._default || + special._default.apply( eventPath.pop(), data ) === false ) && + acceptData( elem ) ) { + + // Call a native DOM method on the target with the same name as the event. + // Don't do default actions on window, that's where global variables be (#6170) + if ( ontype && isFunction( elem[ type ] ) && !isWindow( elem ) ) { + + // Don't re-trigger an onFOO event when we call its FOO() method + tmp = elem[ ontype ]; + + if ( tmp ) { + elem[ ontype ] = null; + } + + // Prevent re-triggering of the same event, since we already bubbled it above + jQuery.event.triggered = type; + + if ( event.isPropagationStopped() ) { + lastElement.addEventListener( type, stopPropagationCallback ); + } + + elem[ type ](); + + if ( event.isPropagationStopped() ) { + lastElement.removeEventListener( type, stopPropagationCallback ); + } + + jQuery.event.triggered = undefined; + + if ( tmp ) { + elem[ ontype ] = tmp; + } + } + } + } + + return event.result; + }, + + // Piggyback on a donor event to simulate a different one + // Used only for `focus(in | out)` events + simulate: function( type, elem, event ) { + var e = jQuery.extend( + new jQuery.Event(), + event, + { + type: type, + isSimulated: true + } + ); + + jQuery.event.trigger( e, null, elem ); + } + +} ); + +jQuery.fn.extend( { + + trigger: function( type, data ) { + return this.each( function() { + jQuery.event.trigger( type, data, this ); + } ); + }, + triggerHandler: function( type, data ) { + var elem = this[ 0 ]; + if ( elem ) { + return jQuery.event.trigger( type, data, elem, true ); + } + } +} ); + + +// Support: Firefox <=44 +// Firefox doesn't have focus(in | out) events +// Related ticket - https://bugzilla.mozilla.org/show_bug.cgi?id=687787 +// +// Support: Chrome <=48 - 49, Safari <=9.0 - 9.1 +// focus(in | out) events fire after focus & blur events, +// which is spec violation - http://www.w3.org/TR/DOM-Level-3-Events/#events-focusevent-event-order +// Related ticket - https://bugs.chromium.org/p/chromium/issues/detail?id=449857 +if ( !support.focusin ) { + jQuery.each( { focus: "focusin", blur: "focusout" }, function( orig, fix ) { + + // Attach a single capturing handler on the document while someone wants focusin/focusout + var handler = function( event ) { + jQuery.event.simulate( fix, event.target, jQuery.event.fix( event ) ); + }; + + jQuery.event.special[ fix ] = { + setup: function() { + + // Handle: regular nodes (via `this.ownerDocument`), window + // (via `this.document`) & document (via `this`). + var doc = this.ownerDocument || this.document || this, + attaches = dataPriv.access( doc, fix ); + + if ( !attaches ) { + doc.addEventListener( orig, handler, true ); + } + dataPriv.access( doc, fix, ( attaches || 0 ) + 1 ); + }, + teardown: function() { + var doc = this.ownerDocument || this.document || this, + attaches = dataPriv.access( doc, fix ) - 1; + + if ( !attaches ) { + doc.removeEventListener( orig, handler, true ); + dataPriv.remove( doc, fix ); + + } else { + dataPriv.access( doc, fix, attaches ); + } + } + }; + } ); +} +var location = window.location; + +var nonce = { guid: Date.now() }; + +var rquery = ( /\?/ ); + + + +// Cross-browser xml parsing +jQuery.parseXML = function( data ) { + var xml; + if ( !data || typeof data !== "string" ) { + return null; + } + + // Support: IE 9 - 11 only + // IE throws on parseFromString with invalid input. + try { + xml = ( new window.DOMParser() ).parseFromString( data, "text/xml" ); + } catch ( e ) { + xml = undefined; + } + + if ( !xml || xml.getElementsByTagName( "parsererror" ).length ) { + jQuery.error( "Invalid XML: " + data ); + } + return xml; +}; + + +var + rbracket = /\[\]$/, + rCRLF = /\r?\n/g, + rsubmitterTypes = /^(?:submit|button|image|reset|file)$/i, + rsubmittable = /^(?:input|select|textarea|keygen)/i; + +function buildParams( prefix, obj, traditional, add ) { + var name; + + if ( Array.isArray( obj ) ) { + + // Serialize array item. + jQuery.each( obj, function( i, v ) { + if ( traditional || rbracket.test( prefix ) ) { + + // Treat each array item as a scalar. + add( prefix, v ); + + } else { + + // Item is non-scalar (array or object), encode its numeric index. + buildParams( + prefix + "[" + ( typeof v === "object" && v != null ? i : "" ) + "]", + v, + traditional, + add + ); + } + } ); + + } else if ( !traditional && toType( obj ) === "object" ) { + + // Serialize object item. + for ( name in obj ) { + buildParams( prefix + "[" + name + "]", obj[ name ], traditional, add ); + } + + } else { + + // Serialize scalar item. + add( prefix, obj ); + } +} + +// Serialize an array of form elements or a set of +// key/values into a query string +jQuery.param = function( a, traditional ) { + var prefix, + s = [], + add = function( key, valueOrFunction ) { + + // If value is a function, invoke it and use its return value + var value = isFunction( valueOrFunction ) ? + valueOrFunction() : + valueOrFunction; + + s[ s.length ] = encodeURIComponent( key ) + "=" + + encodeURIComponent( value == null ? "" : value ); + }; + + if ( a == null ) { + return ""; + } + + // If an array was passed in, assume that it is an array of form elements. + if ( Array.isArray( a ) || ( a.jquery && !jQuery.isPlainObject( a ) ) ) { + + // Serialize the form elements + jQuery.each( a, function() { + add( this.name, this.value ); + } ); + + } else { + + // If traditional, encode the "old" way (the way 1.3.2 or older + // did it), otherwise encode params recursively. + for ( prefix in a ) { + buildParams( prefix, a[ prefix ], traditional, add ); + } + } + + // Return the resulting serialization + return s.join( "&" ); +}; + +jQuery.fn.extend( { + serialize: function() { + return jQuery.param( this.serializeArray() ); + }, + serializeArray: function() { + return this.map( function() { + + // Can add propHook for "elements" to filter or add form elements + var elements = jQuery.prop( this, "elements" ); + return elements ? jQuery.makeArray( elements ) : this; + } ) + .filter( function() { + var type = this.type; + + // Use .is( ":disabled" ) so that fieldset[disabled] works + return this.name && !jQuery( this ).is( ":disabled" ) && + rsubmittable.test( this.nodeName ) && !rsubmitterTypes.test( type ) && + ( this.checked || !rcheckableType.test( type ) ); + } ) + .map( function( _i, elem ) { + var val = jQuery( this ).val(); + + if ( val == null ) { + return null; + } + + if ( Array.isArray( val ) ) { + return jQuery.map( val, function( val ) { + return { name: elem.name, value: val.replace( rCRLF, "\r\n" ) }; + } ); + } + + return { name: elem.name, value: val.replace( rCRLF, "\r\n" ) }; + } ).get(); + } +} ); + + +var + r20 = /%20/g, + rhash = /#.*$/, + rantiCache = /([?&])_=[^&]*/, + rheaders = /^(.*?):[ \t]*([^\r\n]*)$/mg, + + // #7653, #8125, #8152: local protocol detection + rlocalProtocol = /^(?:about|app|app-storage|.+-extension|file|res|widget):$/, + rnoContent = /^(?:GET|HEAD)$/, + rprotocol = /^\/\//, + + /* Prefilters + * 1) They are useful to introduce custom dataTypes (see ajax/jsonp.js for an example) + * 2) These are called: + * - BEFORE asking for a transport + * - AFTER param serialization (s.data is a string if s.processData is true) + * 3) key is the dataType + * 4) the catchall symbol "*" can be used + * 5) execution will start with transport dataType and THEN continue down to "*" if needed + */ + prefilters = {}, + + /* Transports bindings + * 1) key is the dataType + * 2) the catchall symbol "*" can be used + * 3) selection will start with transport dataType and THEN go to "*" if needed + */ + transports = {}, + + // Avoid comment-prolog char sequence (#10098); must appease lint and evade compression + allTypes = "*/".concat( "*" ), + + // Anchor tag for parsing the document origin + originAnchor = document.createElement( "a" ); + originAnchor.href = location.href; + +// Base "constructor" for jQuery.ajaxPrefilter and jQuery.ajaxTransport +function addToPrefiltersOrTransports( structure ) { + + // dataTypeExpression is optional and defaults to "*" + return function( dataTypeExpression, func ) { + + if ( typeof dataTypeExpression !== "string" ) { + func = dataTypeExpression; + dataTypeExpression = "*"; + } + + var dataType, + i = 0, + dataTypes = dataTypeExpression.toLowerCase().match( rnothtmlwhite ) || []; + + if ( isFunction( func ) ) { + + // For each dataType in the dataTypeExpression + while ( ( dataType = dataTypes[ i++ ] ) ) { + + // Prepend if requested + if ( dataType[ 0 ] === "+" ) { + dataType = dataType.slice( 1 ) || "*"; + ( structure[ dataType ] = structure[ dataType ] || [] ).unshift( func ); + + // Otherwise append + } else { + ( structure[ dataType ] = structure[ dataType ] || [] ).push( func ); + } + } + } + }; +} + +// Base inspection function for prefilters and transports +function inspectPrefiltersOrTransports( structure, options, originalOptions, jqXHR ) { + + var inspected = {}, + seekingTransport = ( structure === transports ); + + function inspect( dataType ) { + var selected; + inspected[ dataType ] = true; + jQuery.each( structure[ dataType ] || [], function( _, prefilterOrFactory ) { + var dataTypeOrTransport = prefilterOrFactory( options, originalOptions, jqXHR ); + if ( typeof dataTypeOrTransport === "string" && + !seekingTransport && !inspected[ dataTypeOrTransport ] ) { + + options.dataTypes.unshift( dataTypeOrTransport ); + inspect( dataTypeOrTransport ); + return false; + } else if ( seekingTransport ) { + return !( selected = dataTypeOrTransport ); + } + } ); + return selected; + } + + return inspect( options.dataTypes[ 0 ] ) || !inspected[ "*" ] && inspect( "*" ); +} + +// A special extend for ajax options +// that takes "flat" options (not to be deep extended) +// Fixes #9887 +function ajaxExtend( target, src ) { + var key, deep, + flatOptions = jQuery.ajaxSettings.flatOptions || {}; + + for ( key in src ) { + if ( src[ key ] !== undefined ) { + ( flatOptions[ key ] ? target : ( deep || ( deep = {} ) ) )[ key ] = src[ key ]; + } + } + if ( deep ) { + jQuery.extend( true, target, deep ); + } + + return target; +} + +/* Handles responses to an ajax request: + * - finds the right dataType (mediates between content-type and expected dataType) + * - returns the corresponding response + */ +function ajaxHandleResponses( s, jqXHR, responses ) { + + var ct, type, finalDataType, firstDataType, + contents = s.contents, + dataTypes = s.dataTypes; + + // Remove auto dataType and get content-type in the process + while ( dataTypes[ 0 ] === "*" ) { + dataTypes.shift(); + if ( ct === undefined ) { + ct = s.mimeType || jqXHR.getResponseHeader( "Content-Type" ); + } + } + + // Check if we're dealing with a known content-type + if ( ct ) { + for ( type in contents ) { + if ( contents[ type ] && contents[ type ].test( ct ) ) { + dataTypes.unshift( type ); + break; + } + } + } + + // Check to see if we have a response for the expected dataType + if ( dataTypes[ 0 ] in responses ) { + finalDataType = dataTypes[ 0 ]; + } else { + + // Try convertible dataTypes + for ( type in responses ) { + if ( !dataTypes[ 0 ] || s.converters[ type + " " + dataTypes[ 0 ] ] ) { + finalDataType = type; + break; + } + if ( !firstDataType ) { + firstDataType = type; + } + } + + // Or just use first one + finalDataType = finalDataType || firstDataType; + } + + // If we found a dataType + // We add the dataType to the list if needed + // and return the corresponding response + if ( finalDataType ) { + if ( finalDataType !== dataTypes[ 0 ] ) { + dataTypes.unshift( finalDataType ); + } + return responses[ finalDataType ]; + } +} + +/* Chain conversions given the request and the original response + * Also sets the responseXXX fields on the jqXHR instance + */ +function ajaxConvert( s, response, jqXHR, isSuccess ) { + var conv2, current, conv, tmp, prev, + converters = {}, + + // Work with a copy of dataTypes in case we need to modify it for conversion + dataTypes = s.dataTypes.slice(); + + // Create converters map with lowercased keys + if ( dataTypes[ 1 ] ) { + for ( conv in s.converters ) { + converters[ conv.toLowerCase() ] = s.converters[ conv ]; + } + } + + current = dataTypes.shift(); + + // Convert to each sequential dataType + while ( current ) { + + if ( s.responseFields[ current ] ) { + jqXHR[ s.responseFields[ current ] ] = response; + } + + // Apply the dataFilter if provided + if ( !prev && isSuccess && s.dataFilter ) { + response = s.dataFilter( response, s.dataType ); + } + + prev = current; + current = dataTypes.shift(); + + if ( current ) { + + // There's only work to do if current dataType is non-auto + if ( current === "*" ) { + + current = prev; + + // Convert response if prev dataType is non-auto and differs from current + } else if ( prev !== "*" && prev !== current ) { + + // Seek a direct converter + conv = converters[ prev + " " + current ] || converters[ "* " + current ]; + + // If none found, seek a pair + if ( !conv ) { + for ( conv2 in converters ) { + + // If conv2 outputs current + tmp = conv2.split( " " ); + if ( tmp[ 1 ] === current ) { + + // If prev can be converted to accepted input + conv = converters[ prev + " " + tmp[ 0 ] ] || + converters[ "* " + tmp[ 0 ] ]; + if ( conv ) { + + // Condense equivalence converters + if ( conv === true ) { + conv = converters[ conv2 ]; + + // Otherwise, insert the intermediate dataType + } else if ( converters[ conv2 ] !== true ) { + current = tmp[ 0 ]; + dataTypes.unshift( tmp[ 1 ] ); + } + break; + } + } + } + } + + // Apply converter (if not an equivalence) + if ( conv !== true ) { + + // Unless errors are allowed to bubble, catch and return them + if ( conv && s.throws ) { + response = conv( response ); + } else { + try { + response = conv( response ); + } catch ( e ) { + return { + state: "parsererror", + error: conv ? e : "No conversion from " + prev + " to " + current + }; + } + } + } + } + } + } + + return { state: "success", data: response }; +} + +jQuery.extend( { + + // Counter for holding the number of active queries + active: 0, + + // Last-Modified header cache for next request + lastModified: {}, + etag: {}, + + ajaxSettings: { + url: location.href, + type: "GET", + isLocal: rlocalProtocol.test( location.protocol ), + global: true, + processData: true, + async: true, + contentType: "application/x-www-form-urlencoded; charset=UTF-8", + + /* + timeout: 0, + data: null, + dataType: null, + username: null, + password: null, + cache: null, + throws: false, + traditional: false, + headers: {}, + */ + + accepts: { + "*": allTypes, + text: "text/plain", + html: "text/html", + xml: "application/xml, text/xml", + json: "application/json, text/javascript" + }, + + contents: { + xml: /\bxml\b/, + html: /\bhtml/, + json: /\bjson\b/ + }, + + responseFields: { + xml: "responseXML", + text: "responseText", + json: "responseJSON" + }, + + // Data converters + // Keys separate source (or catchall "*") and destination types with a single space + converters: { + + // Convert anything to text + "* text": String, + + // Text to html (true = no transformation) + "text html": true, + + // Evaluate text as a json expression + "text json": JSON.parse, + + // Parse text as xml + "text xml": jQuery.parseXML + }, + + // For options that shouldn't be deep extended: + // you can add your own custom options here if + // and when you create one that shouldn't be + // deep extended (see ajaxExtend) + flatOptions: { + url: true, + context: true + } + }, + + // Creates a full fledged settings object into target + // with both ajaxSettings and settings fields. + // If target is omitted, writes into ajaxSettings. + ajaxSetup: function( target, settings ) { + return settings ? + + // Building a settings object + ajaxExtend( ajaxExtend( target, jQuery.ajaxSettings ), settings ) : + + // Extending ajaxSettings + ajaxExtend( jQuery.ajaxSettings, target ); + }, + + ajaxPrefilter: addToPrefiltersOrTransports( prefilters ), + ajaxTransport: addToPrefiltersOrTransports( transports ), + + // Main method + ajax: function( url, options ) { + + // If url is an object, simulate pre-1.5 signature + if ( typeof url === "object" ) { + options = url; + url = undefined; + } + + // Force options to be an object + options = options || {}; + + var transport, + + // URL without anti-cache param + cacheURL, + + // Response headers + responseHeadersString, + responseHeaders, + + // timeout handle + timeoutTimer, + + // Url cleanup var + urlAnchor, + + // Request state (becomes false upon send and true upon completion) + completed, + + // To know if global events are to be dispatched + fireGlobals, + + // Loop variable + i, + + // uncached part of the url + uncached, + + // Create the final options object + s = jQuery.ajaxSetup( {}, options ), + + // Callbacks context + callbackContext = s.context || s, + + // Context for global events is callbackContext if it is a DOM node or jQuery collection + globalEventContext = s.context && + ( callbackContext.nodeType || callbackContext.jquery ) ? + jQuery( callbackContext ) : + jQuery.event, + + // Deferreds + deferred = jQuery.Deferred(), + completeDeferred = jQuery.Callbacks( "once memory" ), + + // Status-dependent callbacks + statusCode = s.statusCode || {}, + + // Headers (they are sent all at once) + requestHeaders = {}, + requestHeadersNames = {}, + + // Default abort message + strAbort = "canceled", + + // Fake xhr + jqXHR = { + readyState: 0, + + // Builds headers hashtable if needed + getResponseHeader: function( key ) { + var match; + if ( completed ) { + if ( !responseHeaders ) { + responseHeaders = {}; + while ( ( match = rheaders.exec( responseHeadersString ) ) ) { + responseHeaders[ match[ 1 ].toLowerCase() + " " ] = + ( responseHeaders[ match[ 1 ].toLowerCase() + " " ] || [] ) + .concat( match[ 2 ] ); + } + } + match = responseHeaders[ key.toLowerCase() + " " ]; + } + return match == null ? null : match.join( ", " ); + }, + + // Raw string + getAllResponseHeaders: function() { + return completed ? responseHeadersString : null; + }, + + // Caches the header + setRequestHeader: function( name, value ) { + if ( completed == null ) { + name = requestHeadersNames[ name.toLowerCase() ] = + requestHeadersNames[ name.toLowerCase() ] || name; + requestHeaders[ name ] = value; + } + return this; + }, + + // Overrides response content-type header + overrideMimeType: function( type ) { + if ( completed == null ) { + s.mimeType = type; + } + return this; + }, + + // Status-dependent callbacks + statusCode: function( map ) { + var code; + if ( map ) { + if ( completed ) { + + // Execute the appropriate callbacks + jqXHR.always( map[ jqXHR.status ] ); + } else { + + // Lazy-add the new callbacks in a way that preserves old ones + for ( code in map ) { + statusCode[ code ] = [ statusCode[ code ], map[ code ] ]; + } + } + } + return this; + }, + + // Cancel the request + abort: function( statusText ) { + var finalText = statusText || strAbort; + if ( transport ) { + transport.abort( finalText ); + } + done( 0, finalText ); + return this; + } + }; + + // Attach deferreds + deferred.promise( jqXHR ); + + // Add protocol if not provided (prefilters might expect it) + // Handle falsy url in the settings object (#10093: consistency with old signature) + // We also use the url parameter if available + s.url = ( ( url || s.url || location.href ) + "" ) + .replace( rprotocol, location.protocol + "//" ); + + // Alias method option to type as per ticket #12004 + s.type = options.method || options.type || s.method || s.type; + + // Extract dataTypes list + s.dataTypes = ( s.dataType || "*" ).toLowerCase().match( rnothtmlwhite ) || [ "" ]; + + // A cross-domain request is in order when the origin doesn't match the current origin. + if ( s.crossDomain == null ) { + urlAnchor = document.createElement( "a" ); + + // Support: IE <=8 - 11, Edge 12 - 15 + // IE throws exception on accessing the href property if url is malformed, + // e.g. http://example.com:80x/ + try { + urlAnchor.href = s.url; + + // Support: IE <=8 - 11 only + // Anchor's host property isn't correctly set when s.url is relative + urlAnchor.href = urlAnchor.href; + s.crossDomain = originAnchor.protocol + "//" + originAnchor.host !== + urlAnchor.protocol + "//" + urlAnchor.host; + } catch ( e ) { + + // If there is an error parsing the URL, assume it is crossDomain, + // it can be rejected by the transport if it is invalid + s.crossDomain = true; + } + } + + // Convert data if not already a string + if ( s.data && s.processData && typeof s.data !== "string" ) { + s.data = jQuery.param( s.data, s.traditional ); + } + + // Apply prefilters + inspectPrefiltersOrTransports( prefilters, s, options, jqXHR ); + + // If request was aborted inside a prefilter, stop there + if ( completed ) { + return jqXHR; + } + + // We can fire global events as of now if asked to + // Don't fire events if jQuery.event is undefined in an AMD-usage scenario (#15118) + fireGlobals = jQuery.event && s.global; + + // Watch for a new set of requests + if ( fireGlobals && jQuery.active++ === 0 ) { + jQuery.event.trigger( "ajaxStart" ); + } + + // Uppercase the type + s.type = s.type.toUpperCase(); + + // Determine if request has content + s.hasContent = !rnoContent.test( s.type ); + + // Save the URL in case we're toying with the If-Modified-Since + // and/or If-None-Match header later on + // Remove hash to simplify url manipulation + cacheURL = s.url.replace( rhash, "" ); + + // More options handling for requests with no content + if ( !s.hasContent ) { + + // Remember the hash so we can put it back + uncached = s.url.slice( cacheURL.length ); + + // If data is available and should be processed, append data to url + if ( s.data && ( s.processData || typeof s.data === "string" ) ) { + cacheURL += ( rquery.test( cacheURL ) ? "&" : "?" ) + s.data; + + // #9682: remove data so that it's not used in an eventual retry + delete s.data; + } + + // Add or update anti-cache param if needed + if ( s.cache === false ) { + cacheURL = cacheURL.replace( rantiCache, "$1" ); + uncached = ( rquery.test( cacheURL ) ? "&" : "?" ) + "_=" + ( nonce.guid++ ) + + uncached; + } + + // Put hash and anti-cache on the URL that will be requested (gh-1732) + s.url = cacheURL + uncached; + + // Change '%20' to '+' if this is encoded form body content (gh-2658) + } else if ( s.data && s.processData && + ( s.contentType || "" ).indexOf( "application/x-www-form-urlencoded" ) === 0 ) { + s.data = s.data.replace( r20, "+" ); + } + + // Set the If-Modified-Since and/or If-None-Match header, if in ifModified mode. + if ( s.ifModified ) { + if ( jQuery.lastModified[ cacheURL ] ) { + jqXHR.setRequestHeader( "If-Modified-Since", jQuery.lastModified[ cacheURL ] ); + } + if ( jQuery.etag[ cacheURL ] ) { + jqXHR.setRequestHeader( "If-None-Match", jQuery.etag[ cacheURL ] ); + } + } + + // Set the correct header, if data is being sent + if ( s.data && s.hasContent && s.contentType !== false || options.contentType ) { + jqXHR.setRequestHeader( "Content-Type", s.contentType ); + } + + // Set the Accepts header for the server, depending on the dataType + jqXHR.setRequestHeader( + "Accept", + s.dataTypes[ 0 ] && s.accepts[ s.dataTypes[ 0 ] ] ? + s.accepts[ s.dataTypes[ 0 ] ] + + ( s.dataTypes[ 0 ] !== "*" ? ", " + allTypes + "; q=0.01" : "" ) : + s.accepts[ "*" ] + ); + + // Check for headers option + for ( i in s.headers ) { + jqXHR.setRequestHeader( i, s.headers[ i ] ); + } + + // Allow custom headers/mimetypes and early abort + if ( s.beforeSend && + ( s.beforeSend.call( callbackContext, jqXHR, s ) === false || completed ) ) { + + // Abort if not done already and return + return jqXHR.abort(); + } + + // Aborting is no longer a cancellation + strAbort = "abort"; + + // Install callbacks on deferreds + completeDeferred.add( s.complete ); + jqXHR.done( s.success ); + jqXHR.fail( s.error ); + + // Get transport + transport = inspectPrefiltersOrTransports( transports, s, options, jqXHR ); + + // If no transport, we auto-abort + if ( !transport ) { + done( -1, "No Transport" ); + } else { + jqXHR.readyState = 1; + + // Send global event + if ( fireGlobals ) { + globalEventContext.trigger( "ajaxSend", [ jqXHR, s ] ); + } + + // If request was aborted inside ajaxSend, stop there + if ( completed ) { + return jqXHR; + } + + // Timeout + if ( s.async && s.timeout > 0 ) { + timeoutTimer = window.setTimeout( function() { + jqXHR.abort( "timeout" ); + }, s.timeout ); + } + + try { + completed = false; + transport.send( requestHeaders, done ); + } catch ( e ) { + + // Rethrow post-completion exceptions + if ( completed ) { + throw e; + } + + // Propagate others as results + done( -1, e ); + } + } + + // Callback for when everything is done + function done( status, nativeStatusText, responses, headers ) { + var isSuccess, success, error, response, modified, + statusText = nativeStatusText; + + // Ignore repeat invocations + if ( completed ) { + return; + } + + completed = true; + + // Clear timeout if it exists + if ( timeoutTimer ) { + window.clearTimeout( timeoutTimer ); + } + + // Dereference transport for early garbage collection + // (no matter how long the jqXHR object will be used) + transport = undefined; + + // Cache response headers + responseHeadersString = headers || ""; + + // Set readyState + jqXHR.readyState = status > 0 ? 4 : 0; + + // Determine if successful + isSuccess = status >= 200 && status < 300 || status === 304; + + // Get response data + if ( responses ) { + response = ajaxHandleResponses( s, jqXHR, responses ); + } + + // Use a noop converter for missing script + if ( !isSuccess && jQuery.inArray( "script", s.dataTypes ) > -1 ) { + s.converters[ "text script" ] = function() {}; + } + + // Convert no matter what (that way responseXXX fields are always set) + response = ajaxConvert( s, response, jqXHR, isSuccess ); + + // If successful, handle type chaining + if ( isSuccess ) { + + // Set the If-Modified-Since and/or If-None-Match header, if in ifModified mode. + if ( s.ifModified ) { + modified = jqXHR.getResponseHeader( "Last-Modified" ); + if ( modified ) { + jQuery.lastModified[ cacheURL ] = modified; + } + modified = jqXHR.getResponseHeader( "etag" ); + if ( modified ) { + jQuery.etag[ cacheURL ] = modified; + } + } + + // if no content + if ( status === 204 || s.type === "HEAD" ) { + statusText = "nocontent"; + + // if not modified + } else if ( status === 304 ) { + statusText = "notmodified"; + + // If we have data, let's convert it + } else { + statusText = response.state; + success = response.data; + error = response.error; + isSuccess = !error; + } + } else { + + // Extract error from statusText and normalize for non-aborts + error = statusText; + if ( status || !statusText ) { + statusText = "error"; + if ( status < 0 ) { + status = 0; + } + } + } + + // Set data for the fake xhr object + jqXHR.status = status; + jqXHR.statusText = ( nativeStatusText || statusText ) + ""; + + // Success/Error + if ( isSuccess ) { + deferred.resolveWith( callbackContext, [ success, statusText, jqXHR ] ); + } else { + deferred.rejectWith( callbackContext, [ jqXHR, statusText, error ] ); + } + + // Status-dependent callbacks + jqXHR.statusCode( statusCode ); + statusCode = undefined; + + if ( fireGlobals ) { + globalEventContext.trigger( isSuccess ? "ajaxSuccess" : "ajaxError", + [ jqXHR, s, isSuccess ? success : error ] ); + } + + // Complete + completeDeferred.fireWith( callbackContext, [ jqXHR, statusText ] ); + + if ( fireGlobals ) { + globalEventContext.trigger( "ajaxComplete", [ jqXHR, s ] ); + + // Handle the global AJAX counter + if ( !( --jQuery.active ) ) { + jQuery.event.trigger( "ajaxStop" ); + } + } + } + + return jqXHR; + }, + + getJSON: function( url, data, callback ) { + return jQuery.get( url, data, callback, "json" ); + }, + + getScript: function( url, callback ) { + return jQuery.get( url, undefined, callback, "script" ); + } +} ); + +jQuery.each( [ "get", "post" ], function( _i, method ) { + jQuery[ method ] = function( url, data, callback, type ) { + + // Shift arguments if data argument was omitted + if ( isFunction( data ) ) { + type = type || callback; + callback = data; + data = undefined; + } + + // The url can be an options object (which then must have .url) + return jQuery.ajax( jQuery.extend( { + url: url, + type: method, + dataType: type, + data: data, + success: callback + }, jQuery.isPlainObject( url ) && url ) ); + }; +} ); + +jQuery.ajaxPrefilter( function( s ) { + var i; + for ( i in s.headers ) { + if ( i.toLowerCase() === "content-type" ) { + s.contentType = s.headers[ i ] || ""; + } + } +} ); + + +jQuery._evalUrl = function( url, options, doc ) { + return jQuery.ajax( { + url: url, + + // Make this explicit, since user can override this through ajaxSetup (#11264) + type: "GET", + dataType: "script", + cache: true, + async: false, + global: false, + + // Only evaluate the response if it is successful (gh-4126) + // dataFilter is not invoked for failure responses, so using it instead + // of the default converter is kludgy but it works. + converters: { + "text script": function() {} + }, + dataFilter: function( response ) { + jQuery.globalEval( response, options, doc ); + } + } ); +}; + + +jQuery.fn.extend( { + wrapAll: function( html ) { + var wrap; + + if ( this[ 0 ] ) { + if ( isFunction( html ) ) { + html = html.call( this[ 0 ] ); + } + + // The elements to wrap the target around + wrap = jQuery( html, this[ 0 ].ownerDocument ).eq( 0 ).clone( true ); + + if ( this[ 0 ].parentNode ) { + wrap.insertBefore( this[ 0 ] ); + } + + wrap.map( function() { + var elem = this; + + while ( elem.firstElementChild ) { + elem = elem.firstElementChild; + } + + return elem; + } ).append( this ); + } + + return this; + }, + + wrapInner: function( html ) { + if ( isFunction( html ) ) { + return this.each( function( i ) { + jQuery( this ).wrapInner( html.call( this, i ) ); + } ); + } + + return this.each( function() { + var self = jQuery( this ), + contents = self.contents(); + + if ( contents.length ) { + contents.wrapAll( html ); + + } else { + self.append( html ); + } + } ); + }, + + wrap: function( html ) { + var htmlIsFunction = isFunction( html ); + + return this.each( function( i ) { + jQuery( this ).wrapAll( htmlIsFunction ? html.call( this, i ) : html ); + } ); + }, + + unwrap: function( selector ) { + this.parent( selector ).not( "body" ).each( function() { + jQuery( this ).replaceWith( this.childNodes ); + } ); + return this; + } +} ); + + +jQuery.expr.pseudos.hidden = function( elem ) { + return !jQuery.expr.pseudos.visible( elem ); +}; +jQuery.expr.pseudos.visible = function( elem ) { + return !!( elem.offsetWidth || elem.offsetHeight || elem.getClientRects().length ); +}; + + + + +jQuery.ajaxSettings.xhr = function() { + try { + return new window.XMLHttpRequest(); + } catch ( e ) {} +}; + +var xhrSuccessStatus = { + + // File protocol always yields status code 0, assume 200 + 0: 200, + + // Support: IE <=9 only + // #1450: sometimes IE returns 1223 when it should be 204 + 1223: 204 + }, + xhrSupported = jQuery.ajaxSettings.xhr(); + +support.cors = !!xhrSupported && ( "withCredentials" in xhrSupported ); +support.ajax = xhrSupported = !!xhrSupported; + +jQuery.ajaxTransport( function( options ) { + var callback, errorCallback; + + // Cross domain only allowed if supported through XMLHttpRequest + if ( support.cors || xhrSupported && !options.crossDomain ) { + return { + send: function( headers, complete ) { + var i, + xhr = options.xhr(); + + xhr.open( + options.type, + options.url, + options.async, + options.username, + options.password + ); + + // Apply custom fields if provided + if ( options.xhrFields ) { + for ( i in options.xhrFields ) { + xhr[ i ] = options.xhrFields[ i ]; + } + } + + // Override mime type if needed + if ( options.mimeType && xhr.overrideMimeType ) { + xhr.overrideMimeType( options.mimeType ); + } + + // X-Requested-With header + // For cross-domain requests, seeing as conditions for a preflight are + // akin to a jigsaw puzzle, we simply never set it to be sure. + // (it can always be set on a per-request basis or even using ajaxSetup) + // For same-domain requests, won't change header if already provided. + if ( !options.crossDomain && !headers[ "X-Requested-With" ] ) { + headers[ "X-Requested-With" ] = "XMLHttpRequest"; + } + + // Set headers + for ( i in headers ) { + xhr.setRequestHeader( i, headers[ i ] ); + } + + // Callback + callback = function( type ) { + return function() { + if ( callback ) { + callback = errorCallback = xhr.onload = + xhr.onerror = xhr.onabort = xhr.ontimeout = + xhr.onreadystatechange = null; + + if ( type === "abort" ) { + xhr.abort(); + } else if ( type === "error" ) { + + // Support: IE <=9 only + // On a manual native abort, IE9 throws + // errors on any property access that is not readyState + if ( typeof xhr.status !== "number" ) { + complete( 0, "error" ); + } else { + complete( + + // File: protocol always yields status 0; see #8605, #14207 + xhr.status, + xhr.statusText + ); + } + } else { + complete( + xhrSuccessStatus[ xhr.status ] || xhr.status, + xhr.statusText, + + // Support: IE <=9 only + // IE9 has no XHR2 but throws on binary (trac-11426) + // For XHR2 non-text, let the caller handle it (gh-2498) + ( xhr.responseType || "text" ) !== "text" || + typeof xhr.responseText !== "string" ? + { binary: xhr.response } : + { text: xhr.responseText }, + xhr.getAllResponseHeaders() + ); + } + } + }; + }; + + // Listen to events + xhr.onload = callback(); + errorCallback = xhr.onerror = xhr.ontimeout = callback( "error" ); + + // Support: IE 9 only + // Use onreadystatechange to replace onabort + // to handle uncaught aborts + if ( xhr.onabort !== undefined ) { + xhr.onabort = errorCallback; + } else { + xhr.onreadystatechange = function() { + + // Check readyState before timeout as it changes + if ( xhr.readyState === 4 ) { + + // Allow onerror to be called first, + // but that will not handle a native abort + // Also, save errorCallback to a variable + // as xhr.onerror cannot be accessed + window.setTimeout( function() { + if ( callback ) { + errorCallback(); + } + } ); + } + }; + } + + // Create the abort callback + callback = callback( "abort" ); + + try { + + // Do send the request (this may raise an exception) + xhr.send( options.hasContent && options.data || null ); + } catch ( e ) { + + // #14683: Only rethrow if this hasn't been notified as an error yet + if ( callback ) { + throw e; + } + } + }, + + abort: function() { + if ( callback ) { + callback(); + } + } + }; + } +} ); + + + + +// Prevent auto-execution of scripts when no explicit dataType was provided (See gh-2432) +jQuery.ajaxPrefilter( function( s ) { + if ( s.crossDomain ) { + s.contents.script = false; + } +} ); + +// Install script dataType +jQuery.ajaxSetup( { + accepts: { + script: "text/javascript, application/javascript, " + + "application/ecmascript, application/x-ecmascript" + }, + contents: { + script: /\b(?:java|ecma)script\b/ + }, + converters: { + "text script": function( text ) { + jQuery.globalEval( text ); + return text; + } + } +} ); + +// Handle cache's special case and crossDomain +jQuery.ajaxPrefilter( "script", function( s ) { + if ( s.cache === undefined ) { + s.cache = false; + } + if ( s.crossDomain ) { + s.type = "GET"; + } +} ); + +// Bind script tag hack transport +jQuery.ajaxTransport( "script", function( s ) { + + // This transport only deals with cross domain or forced-by-attrs requests + if ( s.crossDomain || s.scriptAttrs ) { + var script, callback; + return { + send: function( _, complete ) { + script = jQuery( " +{% endmacro %} \ No newline at end of file diff --git a/genindex.html b/genindex.html new file mode 100644 index 0000000..643add3 --- /dev/null +++ b/genindex.html @@ -0,0 +1,237 @@ + + + + + + + + Index — PVSC 48 Python Tutorial + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
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