diff --git a/Scattering/All_Surveys_v12-scattering-free-scattering.detections b/Scattering/All_Surveys_v12-scattering-free-scattering.detections new file mode 100644 index 0000000..26c002f --- /dev/null +++ b/Scattering/All_Surveys_v12-scattering-free-scattering.detections @@ -0,0 +1,54 @@ +# Creation time: 2023-08-15T10:35:16.000 +0200 +# a e i q r M Omega omega mag Hsur Filt Obj ifree Omfree omfree + 34.419 0.590 7.711 14.125 23.291 331.522 32.982 275.186 21.50 7.73 r o3e01 7.6269 26.9097 274.8682 + 86.736 0.609 18.362 33.887 36.851 352.253 213.926 36.549 23.60 7.86 r o3e11 18.8674 110.7862 31.8339 + 55.817 0.719 22.246 15.681 16.046 2.189 194.625 163.521 23.06 10.89 r o3l01 22.2171 90.9000 159.3259 + 44.608 0.278 11.207 32.217 45.138 283.504 23.080 99.783 24.04 7.41 r o3l65 10.7249 282.1870 108.3751 + 143.295 0.755 8.580 35.134 35.456 1.088 185.214 40.672 23.54 8.00 r o3o14 8.3828 88.1831 29.9781 + 57.387 0.436 13.701 32.366 35.680 342.611 206.630 80.117 23.92 8.34 r o3o16 14.0360 105.3093 73.6408 + 77.569 0.541 10.459 35.633 35.811 357.574 109.569 141.101 24.31 8.71 r o3o17 8.8729 2.3075 140.7490 + 49.012 0.544 34.878 22.331 57.342 78.509 71.569 31.598 23.73 6.09 r o3o36 33.6059 322.5656 33.2852 + 49.901 0.779 5.679 11.007 20.758 11.889 228.170 62.709 22.69 9.55 r o4h03 6.6280 132.4189 50.7838 + 35.028 0.376 31.276 21.855 21.916 356.538 26.001 12.605 24.59 11.23 r o4h04 31.0848 275.6285 15.6432 + 38.083 0.654 4.960 13.167 22.886 22.694 237.589 52.766 23.07 9.49 r o4h67PD 5.2807 110.1181 30.7909 + 33.557 0.525 15.414 15.945 17.958 13.693 51.640 313.637 23.74 11.18 r o5c002 14.6987 3.2202 313.4856 + 71.897 0.529 5.612 33.891 34.284 3.898 61.686 336.474 23.68 8.30 r o5c022 4.6494 299.9231 350.6842 + 98.381 0.646 4.287 34.809 52.291 341.981 82.711 50.617 23.79 6.58 r o5c101 2.9245 321.9157 63.8287 + 41.041 0.302 34.818 28.654 28.844 352.967 225.506 197.774 24.95 10.36 r o5d002 35.5885 119.9892 195.3634 + 44.204 0.278 7.719 31.912 34.655 331.028 209.179 251.398 24.54 9.14 r o5d020 8.7384 130.3541 241.4048 + 68.625 0.488 2.105 35.143 36.218 7.524 198.133 186.846 24.19 8.60 r o5d025 2.6477 127.3347 150.0066 + 115.424 0.778 22.482 25.660 38.181 7.922 223.144 112.560 23.91 8.08 r o5d034 23.2081 118.8866 108.9238 + 65.007 0.470 13.811 34.427 56.499 47.927 56.578 249.504 22.89 5.36 r o5d144 12.8709 303.5711 255.0517 + 89.174 0.874 38.666 11.253 12.879 1.550 225.574 328.383 23.94 12.85 r o5m03 39.4313 119.6798 326.1756 + 32.489 0.225 7.026 25.165 26.018 21.855 111.005 87.119 24.38 10.19 r o5m04 7.0471 106.4499 86.5239 + 680.203 0.940 13.994 40.494 41.057 359.856 219.103 32.091 24.27 8.12 r o5m52 14.6487 117.1621 26.2419 + 184.159 0.920 53.315 14.800 30.845 2.754 27.103 82.466 24.07 9.20 r o5p009 53.0692 278.3210 84.4245 + 31.375 0.303 28.287 21.882 34.605 93.529 206.634 234.797 22.94 7.55 r o5p019 28.6169 103.6038 231.5937 + 94.668 0.629 24.630 35.101 35.900 356.493 201.615 20.149 22.80 7.30 r o5p024 24.7884 97.4393 16.3704 + 100.893 0.643 4.771 36.045 36.250 358.368 60.622 154.901 22.66 7.08 r o5p025 3.8661 295.5820 172.3808 + 311.680 0.877 8.795 38.408 40.983 0.991 46.065 128.968 24.46 8.34 r o5p060 8.1580 288.6825 138.8492 + 85.634 0.605 14.247 33.845 57.872 28.315 34.902 73.034 24.09 6.47 r o5p146 13.8566 281.1429 79.3738 + 56.484 0.531 13.304 26.478 26.577 357.823 0.393 19.650 22.90 8.53 r o5s06 13.8554 246.6183 25.9930 + 101.338 0.687 18.054 31.671 33.472 4.155 358.086 338.527 24.22 8.89 r o5s10 18.6425 246.0309 343.2114 + 50.814 0.395 15.159 30.764 33.969 339.431 356.850 59.282 24.54 9.14 r o5s11 15.7898 243.9773 64.7438 + 226.645 0.862 6.031 31.298 34.254 1.421 341.533 354.458 24.55 9.09 r o5s13 7.0823 223.5309 4.9192 + 42.894 0.241 6.932 32.553 37.139 315.325 343.707 95.460 24.04 8.24 r o5s20 7.3786 249.3275 110.8504 + 57.676 0.428 14.077 33.014 46.615 318.572 358.623 99.191 24.82 8.05 r o5s59 14.6688 245.2632 105.1276 + 30.989 0.290 13.747 22.008 22.722 343.493 185.738 210.470 22.99 9.32 r o5t04 14.1951 152.2073 209.4715 + 126.432 0.735 19.830 33.502 33.518 359.716 192.415 179.261 24.16 8.80 r o5t05 19.7471 89.2131 174.5781 + 72.064 0.534 12.327 33.549 33.933 3.784 9.411 345.061 24.20 8.79 r o5t06 12.6497 254.7805 352.2526 + 59.872 0.688 30.267 18.674 51.422 320.449 189.651 304.002 24.32 7.12 r o5t50 30.0845 84.7545 300.8650 + 426.018 0.893 12.138 45.539 62.394 357.945 8.605 65.139 24.13 6.10 r o5t52 12.4837 253.8925 72.4097 + 159.682 0.761 15.500 38.098 38.445 358.965 197.871 10.841 23.59 7.66 r L3h08 15.5863 95.9632 4.9242 + 51.054 0.485 6.922 26.307 38.171 325.294 160.303 254.014 24.00 8.16 g L3q01 6.0917 64.6004 242.0317 + 30.192 0.185 13.586 24.601 26.634 42.267 235.598 295.040 23.64 9.33 g L4k09 14.0409 201.5976 295.8086 + 33.467 0.333 8.205 22.332 31.360 299.674 289.554 94.455 23.75 8.75 g L4m01 8.1827 281.3552 95.2101 + 39.954 0.281 23.545 28.732 29.586 16.328 130.074 152.442 22.41 7.66 g L4p07 21.9571 16.7834 151.2467 + 64.100 0.506 13.642 31.641 31.848 3.202 42.724 345.332 24.14 9.09 g L4v04 13.0462 288.9085 351.7107 + 60.036 0.629 11.972 22.256 26.757 11.179 39.623 308.144 24.19 9.94 g L4v11 11.4704 284.7495 315.5632 + 68.386 0.698 14.032 20.635 22.950 5.605 225.910 137.746 22.47 8.91 g L4v15 14.8491 123.5899 132.2854 + 59.613 0.439 4.575 33.414 46.991 321.650 327.938 248.628 23.84 7.11 g L7a03 5.8753 210.2849 258.7135 + 133.933 0.725 34.197 36.800 37.377 358.276 122.926 130.152 23.37 7.50 r HL7j2 32.6686 15.9657 129.3753 + 32.393 0.374 42.826 20.265 44.517 182.095 50.544 253.120 22.93 6.29 r HL8a1 41.9799 301.4791 255.1111 + 41.531 0.491 103.447 21.124 31.849 323.130 260.968 133.097 23.73 8.52 r HL8n1 104.8646 153.1794 132.3608 + 348.905 0.968 68.016 11.001 12.872 359.799 220.228 128.662 21.13 9.57 r HL9m1 68.6339 113.2005 127.0888 diff --git a/Scattering/Makefile b/Scattering/Makefile new file mode 100644 index 0000000..9d29657 --- /dev/null +++ b/Scattering/Makefile @@ -0,0 +1,24 @@ +# CFEPS Survey Simulator Makefile +# + +### also works with ifort and f77 +FC = gfortran +GIMEOBJ = OSSOS-scattering-model + +Scattering: clean ../Commons/GiMeObj.f95 OSSOS-scattering-model.f95 Makefile + \rm -f Scattering + \rm -f ../Commons/$(GIMEOBJ).f95 + ln -s ../Scattering/$(GIMEOBJ).f95 ../Commons/ + $(MAKE) -s -C ../Commons clean + $(MAKE) -s -C ../Commons Driver GIMEOBJ=$(GIMEOBJ) + \rm -f ../Commons/$(GIMEOBJ).f95 ../Commons/GiMeObj.f95 + cp ../Commons/Driver ./Scattering + +clean: + \rm -f *.o core Scattering OSSOS-model.out ModelUsed.dat + $(MAKE) -s -C ../Commons clean + +../Commons/GiMeObj.f95: + \rm -f ../Commons/$(GIMEOBJ).f95 ../Commons/GiMeObj.f95 + ln -s ../Scattering/$(GIMEOBJ).f95 ../Commons/ + ln -s $(GIMEOBJ).f95 ../Commons/GiMeObj.f95 diff --git a/Scattering/ModelUsed-check-8.66.dat b/Scattering/ModelUsed-check-8.66.dat new file mode 100644 index 0000000..de50931 --- /dev/null +++ b/Scattering/ModelUsed-check-8.66.dat @@ -0,0 +1,66026 @@ +# File: ModelUsed.dat +# Creation time: 2026-03-03T17:18:23.530 +0100 +# +# Scatering population model. +# Version OSSOS 1.0, 2026-02-02 +# +# Seed: 123476990 +# +# Epoch: 2453157.50000 +# +# Colors for hot: 0.60 0.00 -0.50 -1.00 1.50 1.20 0.80 -0.10 -0.50 0.00 +# +# Parameters for inclination distribution: 0.00 19.00 +# Parameters for a distribution: 30.00 700.00 0.90 +# Parameters for q distribution: 0.04 0.20 2.50 +# +# Hot H-dist. parameter: 8.30 0.32 8.66 +# +# lightcurve initial phase: 0.000 +# lightcurve period [day]: 0.600 +# lightcurve amplitude: 0.000 +# +# a e i Omega omega M H epoch dist comment + 635.8753 0.9237 18.9324 0.6877 248.7256 292.4365 8.27 2453157.50000 887.6498 scatterin + 220.9338 0.8278 16.0264 168.5394 293.3751 48.5569 7.77 2453157.50000 239.2565 scatterin + 355.1510 0.9053 14.6073 130.3472 83.6627 301.9487 8.52 2453157.50000 451.9091 scatterin + 506.8700 0.9086 25.2155 176.3664 62.7962 105.9481 8.26 2453157.50000 857.8784 scatterin + 514.3042 0.9098 17.1644 45.8901 80.1801 226.5944 8.43 2453157.50000 939.1944 scatterin + 636.5755 0.9254 24.6758 312.2811 77.3447 286.5853 7.04 2453157.50000 927.0123 scatterin + 144.2292 0.7499 38.9940 195.9703 299.7472 337.6538 7.93 2453157.50000 88.9843 scatterin + 195.8975 0.8057 20.2288 87.2818 48.7501 33.0103 8.31 2453157.50000 163.6175 scatterin + 96.8121 0.7048 9.1482 94.9236 64.7732 84.5456 8.36 2453157.50000 130.5567 scatterin + 609.8910 0.9337 21.6182 247.0718 91.7490 36.2850 8.64 2453157.50000 607.7479 scatterin + 608.7047 0.9266 45.9812 10.7779 156.9852 356.8348 8.37 2453157.50000 112.9764 scatterin + 643.0697 0.9289 26.9443 101.3317 76.7969 349.2178 6.95 2453157.50000 288.9602 scatterin + 627.0477 0.9326 25.6073 165.6265 39.8222 336.4390 8.58 2453157.50000 477.9769 scatterin + 239.8900 0.8432 55.8960 45.3444 301.6183 150.3909 8.25 2453157.50000 434.1772 scatterin + 465.9721 0.9090 18.6228 242.1179 123.7697 75.7274 7.78 2453157.50000 681.4136 scatterin + 351.5862 0.8968 33.8054 109.1815 181.8114 67.7664 6.60 2453157.50000 482.4293 scatterin + 583.5250 0.9215 34.5836 173.7978 90.0244 246.6532 7.61 2453157.50000 1019.7581 scatterin + 383.2420 0.8867 32.0662 305.9266 3.5083 222.8342 8.23 2453157.50000 696.0557 scatterin + 392.5407 0.9033 15.7015 70.1543 154.0465 35.5027 7.53 2453157.50000 375.1889 scatterin + 615.7685 0.9214 13.3304 207.6441 123.9715 122.2179 7.24 2453157.50000 1103.2723 scatterin + 514.8959 0.9090 18.3641 340.4959 203.3231 113.8850 7.86 2453157.50000 894.9348 scatterin + 105.0919 0.6482 11.7161 274.9684 68.2177 76.8908 8.46 2453157.50000 130.0119 scatterin + 300.5336 0.8555 12.1772 307.3840 338.2398 232.9714 7.77 2453157.50000 525.1501 scatterin + 510.8198 0.9118 12.5924 135.3576 205.9796 169.0604 7.96 2453157.50000 974.2638 scatterin + 676.8408 0.9339 41.6929 261.9339 167.1634 259.0941 6.75 2453157.50000 1140.9096 scatterin + 171.0151 0.7758 22.0805 130.6177 139.6765 90.4074 7.14 2453157.50000 249.4730 scatterin + 453.3140 0.9102 24.3463 24.7394 332.1462 160.3352 7.30 2453157.50000 859.2479 scatterin + 611.5296 0.9236 28.6778 139.0482 148.8430 250.9850 7.78 2453157.50000 1055.1774 scatterin + 337.1638 0.8689 28.6642 93.4151 308.3246 11.8192 7.89 2453157.50000 148.4549 scatterin + 512.1025 0.9097 26.0676 63.5925 229.4507 107.4124 8.41 2453157.50000 871.7781 scatterin + 131.9625 0.7375 38.1358 203.2267 358.5128 149.3793 8.23 2453157.50000 224.6587 scatterin + 400.5564 0.8901 29.5396 327.7128 292.0654 208.0559 8.15 2453157.50000 745.0638 scatterin + 190.1168 0.8773 2.5939 356.1061 21.2935 157.8494 8.25 2453157.50000 353.3595 scatterin + 513.6233 0.9103 35.2942 135.5003 135.3450 357.4976 8.52 2453157.50000 80.9113 scatterin + 50.2823 0.3383 30.8677 168.7410 255.4267 103.8796 7.41 2453157.50000 58.9319 scatterin + 63.8490 0.4568 30.2189 226.3227 247.3886 291.0696 8.42 2453157.50000 66.3924 scatterin + 228.0784 0.8292 47.5450 123.7262 81.4439 309.1932 7.52 2453157.50000 253.9776 scatterin + 523.8922 0.9224 35.6947 129.9359 206.1158 3.7629 8.44 2453157.50000 109.3156 scatterin + 97.1435 0.7095 19.2292 156.9823 243.6003 277.4943 7.50 2453157.50000 129.8155 scatterin + 285.9771 0.9153 32.2278 210.4995 228.0515 22.6876 7.67 2453157.50000 208.4747 scatterin + 41.7547 0.2155 36.3546 76.1081 223.2058 330.3052 8.48 2453157.50000 34.5831 scatterin + 515.5609 0.9210 38.5421 176.0024 223.1335 302.3559 8.61 2453157.50000 661.2766 scatterin + 294.2665 0.9173 17.9395 341.0024 177.9781 286.3622 8.33 2453157.50000 426.8482 scatterin + 374.0967 0.9073 32.4061 68.4716 350.9678 170.2383 7.75 2453157.50000 712.1557 scatterin + 420.2574 0.9040 17.1834 102.9560 353.9631 290.0134 7.72 2453157.50000 589.0966 scatterin + 40.5103 0.2674 54.0493 290.0797 218.8021 133.3210 8.19 2453157.50000 49.1185 scatterin + 367.2251 0.8795 17.5607 304.2230 5.0348 39.8542 8.16 2453157.50000 368.5951 scatterin + 127.9254 0.7037 33.0167 212.2308 279.1950 262.3613 8.24 2453157.50000 184.5519 scatterin + 558.0793 0.9159 4.9515 251.2216 343.1108 42.0675 8.52 2453157.50000 597.2011 scatterin + 503.7306 0.9189 24.6382 16.9432 151.8131 300.4433 8.22 2453157.50000 656.3982 scatterin + 354.2212 0.8874 26.4183 3.4972 355.0379 313.6483 7.99 2453157.50000 391.6237 scatterin + 572.0676 0.9162 25.6706 154.2745 153.0401 262.4782 6.98 2453157.50000 941.2629 scatterin + 630.1572 0.9288 11.5625 13.8081 71.9707 132.3514 7.63 2453157.50000 1160.2382 scatterin + 314.5888 0.8699 33.6027 185.6781 263.9163 28.1811 8.64 2453157.50000 251.5504 scatterin + 124.9271 0.7147 31.6123 118.8375 191.2552 35.1341 8.28 2453157.50000 101.2417 scatterin + 456.7762 0.9090 44.1484 251.2994 198.6463 199.2109 7.89 2453157.50000 865.5553 scatterin + 96.7191 0.6212 21.4562 239.0333 118.2492 268.4200 8.61 2453157.50000 128.4013 scatterin + 50.2467 0.3310 26.0701 114.5103 39.1570 289.5242 8.12 2453157.50000 50.0840 scatterin + 239.9634 0.8891 16.5504 331.8905 328.5045 156.5859 6.58 2453157.50000 448.3075 scatterin + 398.1855 0.9384 21.4371 319.6742 73.7973 340.4409 5.95 2453157.50000 271.1253 scatterin + 694.7821 0.9297 21.2207 235.0981 287.6591 322.7151 8.24 2453157.50000 700.9904 scatterin + 364.9164 0.8823 10.6498 332.4659 251.9546 49.0652 8.50 2453157.50000 415.2728 scatterin + 551.8544 0.9155 13.5679 286.2149 205.8532 235.8652 7.98 2453157.50000 990.3010 scatterin + 552.0607 0.9164 19.7066 359.1331 11.9125 162.0116 7.92 2453157.50000 1051.1457 scatterin + 320.3807 0.8676 5.7909 346.0211 191.2786 61.7033 8.45 2453157.50000 409.8219 scatterin + 173.0183 0.7702 19.3133 212.4288 192.8497 324.9743 7.55 2453157.50000 145.8305 scatterin + 423.2175 0.8945 18.9456 169.9702 0.6065 62.8854 8.42 2453157.50000 557.6512 scatterin + 235.8362 0.8359 22.3608 280.9877 318.0059 56.0465 7.17 2453157.50000 279.3736 scatterin + 161.1921 0.7535 23.5203 82.9594 166.1518 113.0527 7.17 2453157.50000 254.9216 scatterin + 262.9785 0.8451 50.5067 80.5969 271.0285 354.2908 8.65 2453157.50000 69.9280 scatterin + 423.4815 0.9058 16.3032 137.2181 36.8926 247.1776 7.33 2453157.50000 732.2599 scatterin + 176.6672 0.7842 15.5569 140.3909 344.0699 128.7248 7.99 2453157.50000 297.4939 scatterin + 553.7830 0.9184 24.0281 75.2108 70.7406 93.0321 7.60 2453157.50000 894.6460 scatterin + 655.1296 0.9276 14.0126 184.4887 232.6597 168.5494 8.25 2453157.50000 1259.5891 scatterin + 481.7942 0.9153 8.3684 255.9466 336.7031 319.9927 8.58 2453157.50000 500.3010 scatterin + 259.0331 0.8444 30.9568 207.6104 230.6824 355.1902 8.25 2453157.50000 62.5719 scatterin + 48.9223 0.3338 37.1045 34.7324 24.9796 253.0122 8.65 2453157.50000 57.8212 scatterin + 290.9047 0.8692 21.1235 275.5607 309.1239 248.0971 7.55 2453157.50000 491.0608 scatterin + 601.3005 0.9266 12.9655 279.1130 336.4173 206.3917 8.27 2453157.50000 1142.4841 scatterin + 192.0215 0.7974 20.0854 343.1102 177.2023 292.9498 6.84 2453157.50000 244.3568 scatterin + 556.6723 0.9209 24.3332 60.6193 261.9976 258.3661 8.01 2453157.50000 933.8533 scatterin + 145.6453 0.7537 59.8975 205.7843 76.0573 356.9796 7.85 2453157.50000 38.2679 scatterin + 558.5675 0.9262 17.0912 211.0538 155.8551 115.3735 7.31 2453157.50000 984.6990 scatterin + 678.0198 0.9337 38.1628 172.5571 162.7782 202.9983 8.02 2453157.50000 1297.4181 scatterin + 298.6610 0.9048 14.3314 3.7130 248.9464 22.7386 8.15 2453157.50000 215.4288 scatterin + 62.3576 0.4688 12.7143 351.2797 113.4973 259.0335 8.22 2453157.50000 78.4447 scatterin + 55.0712 0.3824 17.9000 356.6851 249.3273 287.6357 8.05 2453157.50000 56.6197 scatterin + 295.7430 0.9266 20.6889 242.7125 198.8273 78.8621 7.50 2453157.50000 446.0199 scatterin + 517.9005 0.9107 17.8882 256.3236 177.9837 196.1429 8.39 2453157.50000 984.3909 scatterin + 495.7990 0.9098 25.8427 235.7972 219.5835 107.7622 7.55 2453157.50000 845.0906 scatterin + 351.4915 0.8794 16.0269 246.0750 300.2895 275.4360 8.49 2453157.50000 531.2177 scatterin + 603.4055 0.9273 13.3299 332.5994 49.7231 231.3860 7.95 2453157.50000 1101.2876 scatterin + 480.4888 0.9055 6.9527 120.4638 154.2010 303.1701 8.63 2453157.50000 604.4941 scatterin + 665.3233 0.9289 17.0607 357.4094 128.8912 66.9867 7.30 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2453157.50000 459.1271 scatterin + 252.7789 0.8324 13.2180 227.1554 69.7030 156.3091 8.40 2453157.50000 457.8071 scatterin + 670.1365 0.9312 16.4061 211.6213 113.3356 308.5597 6.57 2453157.50000 814.2400 scatterin + 303.4809 0.8574 12.7327 233.7099 238.9646 266.0900 7.90 2453157.50000 474.1606 scatterin + 401.0936 0.8916 17.5511 301.1799 196.3245 186.3429 7.19 2453157.50000 758.1081 scatterin + 306.1519 0.9334 21.1569 100.5142 304.6304 155.5708 8.36 2453157.50000 584.9401 scatterin + 46.2889 0.2830 19.6064 118.3632 185.1975 354.5502 7.16 2453157.50000 33.3052 scatterin + 521.2389 0.9120 13.9173 39.1504 262.4653 89.4944 8.10 2453157.50000 824.8795 scatterin + 70.7900 0.5003 21.1531 236.2866 191.8033 169.1115 7.81 2453157.50000 105.9232 scatterin +# +# Total number of objects up to H = 8.66: 66000. +# Number of objects brighter than H_calib = 8.66: 66000 diff --git a/Scattering/OSSOS-scattering-model.f95 b/Scattering/OSSOS-scattering-model.f95 new file mode 100644 index 0000000..8c6574c --- /dev/null +++ b/Scattering/OSSOS-scattering-model.f95 @@ -0,0 +1,621 @@ +module gimeobjut + + use datadec + use elemutils + use rot + use modelutils + use ioutils + +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-* +! First define variables so they are accessible from a Python wrapper +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-* +! Values of time and planet positions for all models + real (kind=8) :: lambdaN, epoch_m + common /com_time/ epoch_m, lambdaN + data lambdaN /5.489d0/, epoch_m /2453157.5d0/ + +contains +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-* +! +! Generic model routines for Survey Simulator, version 2.0 for OSSOS +! +! Calling sequence in Driver.f95 (survey simulator driver) is: +! +! Loop (some condition): +! call GiMeObj(arg_list_1) +! Check model ended: +! set exit condition +! call Detos1(arg_list_2) +! Check detection and tracking: +! store results +! +! where arg_list_1 is +! (seed, nmax, hmax, rec, o_m, epoch, h, commen, nchar, ierr) +! with: +! +! INPUT +! seed : Random number generator seed (I4) +! nmax : -Maximum number of model objects, if < 0 (I4) +! hmax : Maximum value of H for model objects [mag] (R8) +! rec : Do we want to record the objects ? (logical) +! +! OUTPUT +! o_m : orbital elements of object (t_orb_m) +! epoch : Time of elements [JD] (R8) +! h : Absolute magnitude of object in 'x' band, what ever this is (R8) +! commen: user specified string containing whatever the user wants (CH*100) +! nchar : number of characters in the comment string that should be +! printed out in output files if the object is detected; +! maximum of 100 (I4) +! ierr : return code (I4) +! 0 : nominal run, things are good +! 100 : end of model, exit after checking this object +! -10 : could not get all orbital elements, skip object +! -20 : something went grossly wrong, should quit +! +! The model subroutines can access files using logical unit numbers from +! 10 to 15. This range in reseved for them and won't be used by the +! drivers nor SurveySubs routines. +! +! It is good practice that when first started, the GiMeObj routine +! writes a file describing the model used, the version and the date of +! the routine. +! +! Since this routine is called once for every object created, it needs +! to get all the required parameters once when it is called the first +! time, then save these values for future use. +! +! The following routine gives a working example of a model routine. It +! is probably worth reading it through. +! +! The survey simulator expects orbital elements with respect to ecliptic +! reference frame. +! +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-* +! +! File generated on 2026-03-02 +! +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-* + subroutine GiMeObj (seed, nmax, hmax, rec, o_m, epoch, h, commen, nchar, ierr) +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-* +! This routine generates an object from a model parametric model of the +! outer/detached population. +! +! Version 1.0 draws according to a distributino of the form +! P(a) x P(q) x P(i_free) x P(H_r). +! +! P(a) = \left(\frac{a - a_{min}}{a_{max} - a_{min}}\right)^\alpha +! with a_{min} = 30.0d0, a_{max} = 700.0d0 and \alpha = 0.9d0 +! +! P(q) is defined as follows. +! The extend of the $q$ distribution depends on $a$. So we first +! scale according to $a$. The minimum value of $q$ is +! $q_{min} = max(10, q_3 (a/a_3)^\beta)$, +! with $\beta = log10(q_3/q_4)/log10(a_3/a_4)$, +! $a_3 = 100$, $q_3 = 10$, $a_4 = 700$ and $q_4 = 40$ +! Given this, +! - $P(q)$ is uniform between 10 and 20 with total fraction fr_1 = 0.040d0; +! if q_{min} > 10, then fr_1 is reduced according to reduced range +! - $P(q)$ is uniform between 20 and 32 with total fraction fr_2 = 0.20d0; +! if q_{min} > 20, then fr_2 is reduced according to reduced range +! - for the rest, $P(xq)$ is increasing as a power of xq with remaining fraction; +! xq in range [fr_1+fr_2; 1] corresponds linearly to q in range +! [max(32, q_{min}); q_{max}] +! with: +! \begin{displaymath} +! \frac{xq - xq_0}{xq_1 - xq_0}= \frac{q-q_0}{q_1 \left(\frac{a}{a_1}\right)^\alpha - q_0} +! \end{displaymath} +! where $xq_0 = 0$, $xq_1 = 1$, $q_0 = q_{min}$, +! q_{max} = 33.0d0*(a/43.0d0)^\alpha, +! \alpha = Log(33.0d0/46.0d0)/Log(43.0d0/425.0d0) +! All this has been determined empirically based on stability diagrams. +! +! P(i_free) is the usual Brown function of width 19°. It is refered to the +! secular forced plane, accounting for inclination (hence close to invariable +! plane for large inclinations). +! +! P(H_r) is the analytical size distribution for +! hot from Petit et al. (2023), ApJL, 947:L4. Implementation: =H_draw_hot_6=. +! +! The other angles follow a factorized uniform probability. +! +! Input files and paramters for the model are hardcoded to avoid misuse. +! +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-* +! +! J-M. Petit Institut UTINAM, UMR 6213 CNRS-UMLP, OSU THETA, Besançon, France +! Version 1.0 : February 2026 +! +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-* +! INPUT +! seed : Random number generator seed (I4) +! nmax : -Maximum number of model objects, if < 0 (I4) +! hmax : Maximum value of H for model objects [mag] (R8) +! rec : Do we want to record the objects ? (logical) +! +! OUTPUT +! o_m : orbital elements of object (t_orb_m) +! epoch : Time of elements [JD] (R8) +! h : Absolute magnitude of object in 'x' band, what ever this is (R8) +! commen: user specified string containing whatever the user wants (CH*100) +! nchar : number of characters in the comment string that should be +! printed out in output files if the object is detected; +! maximum of 100 (I4) +! ierr : return code (I4) +! 0 : nominal run, things are good +! 100 : end of model, exit after checking this object +! -10 : could not get all orbital elements, skip object +! -20 : something went grossly wrong, should quit +! +! The user can fill the 100-character 'commen' string any way they +! wish; this comment string will be printed by the driver on the output +! line of each detection. Examples of the comment might be resonance name +! and libration amplitude, or the name of a component in the GiMeObj model +! that the object responds to. The nchar variable (passed back to Driver) +! allows the user to print only the first nchar characters of this string. +! +! This routine uses logical unit 10 to access the file containing the model. +! +! The model uses the following indices in incdism to define the various +! distributions. Remember that only indices from 1 to 10 are allowed. +! 1: +! 2: qhot +! 3: offgau +! 4: +! 8: +! 9: +! 10: +! +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-* +!f2py intent(in) nmax +!f2py intent(in) hmax +!f2py intent(in) rec +!f2py intent(in,out) seed +!f2py intent(out) o_m +!f2py intent(out) epoch +!f2py intent(out) h +!f2py intent(out) commen +!f2py intent(out) nchar +!f2py intent(out) ierr + implicit none + +! Calling arguments + real (kind=8), intent(in) :: hmax + integer (kind=4), intent(in) :: nmax + logical, intent(in) :: rec + integer (kind=4), intent(inout) :: seed + integer (kind=4), intent(out) :: ierr, nchar + type(t_orb_m), intent(out) :: o_m + real (kind=8), intent(out) :: epoch, h + character(100), intent(out) :: commen + +! Some values better set up as parameters + integer, parameter :: & + lun_m = 20, &! Logical unit number for data file reading + lun_ll = 21 ! Logical unit number for logging + real (kind=8), parameter :: & + Pi = 3.141592653589793238d0, &! Pi + TwoPi = 2.0d0*Pi, &! 2*Pi + drad = Pi/180.0d0 ! Degree to radian convertion: Pi/180 + +! Internal storage + type(t_v3d) :: p, opos, ovel + type(func_holder) :: fp + character(5) :: zone ! Time zone + character(8) :: date ! Date of execution + character(10) :: time ! Time of execution + integer (kind=4), save :: & + values(8), &! Date and time of execution + flag, &! Tell invar_ecl_osc which direction to go + i, &! Dummy index + comp, &! Index of the component + n_h, &! Number of parameters for H distributions + nparam, &! Number of parameters for the function called + ! by routine incdism + n_calib, &! Calibrated number of objects at H_calib + n_iter, &! Number iterations + n_hits ! Number of draws wit H <= H_calib + real (kind=8), save :: & + h_calib, &! H value for calibration + h_max, &! max(h_calib, hmax) + h_params(60), &! Parameters for the H distribution + inc_f, node_f, peri_f, &! Free inclination and node and arg of peri + i_ref, om_ref, &! Coordinates of forced plane + param(50), &! Temporary storage for distribution parameters + q, &! Perihelion distance + random, &! Random number + r, &! Distance of object to Sun + colorH(10), &! Color parameters of model for hot component + ra, dec, &! + delta, or, mag, alpha, &! + rn_iter, &! Number iterations + beta_ah, &! Index of the a distribution + ah_min, ah_max, &! Lower and upper limit of a distribution + a0sl, a1sl ! Intermediate values for a distribution + logical, save :: & + first ! Tells if first call to routine + real (kind=8) :: & + epoch_m, &! Epoch of elements [JD] + lambdaN ! Longitude of Neptune at epoch +! Lightcurve and opposition surge effect parameters + real (kind=8), save :: gb0, ph0, period0, amp0 + +! Place some variables in common block so they can be accessed directly +! by a Python program. + common /com_time/ epoch_m, lambdaN + +! Sets initial values + data & + first /.true./, &! First call + gb0 / 0.15d0/, &! Opposition surge effect + ph0 / 0.00d0/, &! Initial phase of lightcurve + period0 / 0.60d0/, &! Period of lightcurve + amp0 / 0.00d0/ ! Amplitude of lightcurve (peak-to-peak) + +! Calibrated number of objects + data & + n_calib /66000/, &! Number of object at H_calib + h_calib /8.66d0/ + +! This is the first call + if (first) then +! Reads in other parameters describing the model. +! open (unit=lun_m, file=filena, status='old', err=1000) +! read (lun_m, *) n_h + n_h = 3 +! hot +! read (lun_m, *) (h_params(i+0*n_h), i=1,n_h) + h_params(1:3) = [8.3d0, 0.316d0, 13.5d0] + h_max = max(h_calib, hmax) + h_params(3:3:3) = h_max + comp = 1 +! read (lun_m, *) (param(comp*10+i),i=1,2) + param(comp*10+1:comp*10+2) = [0.0d0, 19.0d0] + do i = 1, 2 + param(comp*10+i) = param(comp*10+i)*drad + end do + comp = 2 +! read (lun_m, *) (param(comp*10+i),i=1,3) + param(comp*10+1:comp*10+3) = [30.0d0, 700.0d0, 0.90d0] + comp = 3 +! read (lun_m, *) (param(comp*10+i),i=1,3) + param(comp*10+1:comp*10+3) = [0.040d0, 0.200d0, 2.50d0] +! read (lun_m, *) (colorH(i),i=1,10) ! read color array + colorH(1:10) = [0.60d0, 0.0d0, -0.5d0, -1.0d0, 1.5d0, & + 1.2d0, 0.8d0, -0.1d0, -0.5d0, 0.0d0] +! read (lun_m, *) log ! logical variable, turn on drawing log +! close (lun_m) +! Writes a file describing the model that was used. + open (unit=lun_ll, file='ModelUsed.dat', access='sequential', & + status='unknown') + write (lun_ll, '(a)') '# File: ModelUsed.dat' + call date_and_time(date, time, zone, values) + write (lun_ll, '(a17,a23,2x,a5)') '# Creation time: ', & + date(1:4)//'-'//date(5:6)//'-'//date(7:8)//'T' & + //time(1:2)//':'//time(3:4)//':'//time(5:10), zone + write (lun_ll, '(''#'')') + write (lun_ll, '(a)') '# Scatering population model.' + write (lun_ll, '(a)') '# Version OSSOS 1.0, 2026-02-02' + write (lun_ll, '(''#'')') + write (lun_ll, '(a,1x,i10)') '# Seed:', seed + write (lun_ll, '(''#'')') + write (lun_ll, '(a,1x,f13.5)') '# Epoch:', epoch_m + write (lun_ll, '(''#'')') + write (lun_ll, '(a,10(1x,f5.2))') & + '# Colors for hot: ', (colorH(i),i=1,10) + write (lun_ll, '(''#'')') + comp = 1 + write (lun_ll, '(a,4(1x,f5.2))') & + '# Parameters for inclination distribution: ', & + (param(comp*10+i)/drad, i=1,2) + comp = 2 + write (lun_ll, '(a,3(1x,f6.2))') & + '# Parameters for a distribution: ', & + (param(comp*10+i), i=1,3) + comp = 3 + write (lun_ll, '(a,3(1x,f6.2))') & + '# Parameters for q distribution: ', & + (param(comp*10+i), i=1,3) + write (lun_ll, '(''#'')') + write (lun_ll, '(a,4(1x,f5.2))') & + '# Hot H-dist. parameter: ', (h_params(i+0*n_h), i=1,n_h) + write (lun_ll, '(''#'')') + write (lun_ll, '(2(a,f6.3,/),a,f6.3)') & + '# lightcurve initial phase: ', ph0, & + '# lightcurve period [day]: ', period0, & + '# lightcurve amplitude: ', amp0 + write (lun_ll, '(''#'')') + write (lun_ll, '(a,a)') & + '# a e i Omega omega M', & + ' H epoch dist comment ' + close (lun_ll) +! Initialize counters + n_hits = 0 + n_iter = 0 + rn_iter = 0.0d0 +! Change "first" so this is not called anymore + first = .false. + end if +! +! Only 1 component, detached + commen = 'scattering_' + nchar = 11 + +1100 continue +! + ! For this component, draw 'a' + o_m%a = scat_a_2(seed, 3, param(20+1)) +! +! Index of distributions for incdism +! 3: offgau +! +! Draw 'q' + q = scat_q_4(seed, 3, param(30+1), o_m%a) + if (q .ge. 0.82d0*o_m%a) goto 1100 +! +! Determination of "e" + o_m%e = 1.d0 - q/o_m%a +! +! Now select inclination cell +1150 continue + nparam = 2 + fp%f_ptr => offgau + call incdism (seed, nparam, param(10+1), 0.0d0*drad, 110.d0*drad, inc_f, & + 3, ierr, fp) +! +! H-mag distribution: Exponential cutoff and broken exponential law + h = H_draw_hot_6(seed, n_h, h_params(0*n_h+1)) +! +! Angles: uniform distribution on allowable values + random=ran_3(seed) + o_m%node = random*TwoPi + random=ran_3(seed) + o_m%peri = random*TwoPi + random=ran_3(seed) + o_m%m = random*TwoPi +! +! Set up epoch for orbial elements + epoch = epoch_m + +! +! The model above gives orbital elements with respect to the forced +! plane reference frame (orientation depending on 'a') +! The survey simulator expects the orbital elements with respect to the +! ecliptic, so convert them. + o_m%inc = inc_f + node_f = o_m%node + peri_f = o_m%peri + call forced_plane_damp(o_m%a, inc_f/drad, i_ref, om_ref) + flag = 1 + call ref_ecl_osc (flag, o_m, o_m, i_ref*drad, om_ref*drad, ierr) +! +! Store object if user requested +! Normally, we should explicitly open a file and write to its end, it +! seems like the pointer to the file is not retained from one call to +! the other, so simply use the default file assigned to the logical +! unit. In this case, the output file will be something like "fort.11" + if (rec) then + call pos_cart(o_m, p) + open (unit=lun_ll, file='ModelUsed.dat', access='append', & + status='old') + write(lun_ll,101) o_m%a, o_m%e, o_m%inc/drad, o_m%node/drad, & + o_m%peri/drad, o_m%m/drad, h, epoch, sqrt(p%x**2+p%y**2+p%z**2), & + commen(1:nchar) + close (lun_ll) +101 format(f9.4,1x,5(f8.4,1x),f6.2,1x,f13.5,1x,f9.4,1x,a9) + end if + + n_iter = n_iter + 1 + if (n_iter .gt. 2000000000) then + rn_iter = rn_iter + dble(n_iter) + n_iter = 0 + end if + + if (h .le. h_calib) then + n_hits = n_hits + 1 + end if + + if (((nmax .lt. 0) .and. (rn_iter+dble(n_iter) .ge. dble(-nmax))) .or. & + ((nmax .ge. 0) .and. ((rn_iter .ge. 1.d12) .or. (n_hits .ge. n_calib)))) & + then + ierr = 100 + open (unit=lun_ll, file='ModelUsed.dat', access='append', & + status='old') + write(lun_ll, '(''#'')') + write(lun_ll, '(a,f5.2,a,f13.0)') & + '# Total number of objects up to H = ', h_max, ': ', & + rn_iter + dble(n_iter) + write(lun_ll, '(a,f5.2,a,i10)') & + '# Number of objects brighter than H_calib = ', h_calib, & + ': ', n_hits + close (lun_ll) + return + end if + +! Prepare return code + ierr = 0 + + return + +1000 continue +! If we get here, there is something really wrong, better return with +! panic code. + ierr = -20 + return + + end subroutine GiMeObj + + real (kind=8) function scat_q_4 (seed, np, p, a) +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*- +! This routine draws randomly a number according to the scattering q +! distribution, described below. +! The first values have been eye-balled on the scattering q distribution. +! +! The extend of the $q$ distribution depends on $a$. So we first +! scale according to $a$. The minimum value of $q$ is +! $q_{min} = max(10, q_3 (a/a_3)^\beta)$, with $\beta = log10(q_3/q_4)/log10(a_3/a_4)$, +! $a_3 = 100$, $q_3 = 10$, $a_4 = 700$ and $q_4 = 40$ +! Given this, +! - $P(q)$ is uniform between 10 and 20 with total fraction fr_1; if q_{min} > 10, +! then fr_1 is reduced according to reduced range +! - $P(q)$ is uniform between 20 and 32 with total fraction fr_2; if q_{min} > 20, +! then fr_2 is reduced according to reduced range +! - for the rest, $P(xq)$ is increasing as a power of xq with remaining fraction; +! xq in range [fr_1+fr_2; 1] corresponds linearly to q in range +! [max(32, q_{min}); q_{max}] +! with: +! \begin{displaymath} +! \frac{xq - xq_0}{xq_1 - xq_0}= \frac{q-q_0}{q_1 \left(\frac{a}{a_1}\right)^\alpha - q_0} +! \end{displaymath} +! where $xq_0 = 0$, $xq_1 = 1$, $q_0 = q_{min}$. +! +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*- +! +! J-M. Petit Observatoire de Besancon +! Version 1 : September 2023 +! In this version I set the various points that define $\alpha$ +! and $\beta$. I can vary fr_1 and fr_2 only +! +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*- +! INPUT +! seed : Random number generator seed (I4) +! np : Number of parameters (I4) +! p : Parameters for distribution (n*R8) +! p(1): fr_1 +! p(2): fr_2 +! p(2): al, the exponent of the increasing distribution of xq +! a : Value of semimajor axis +! +! OUTPUT +! scat_q_4: Random value of q (R8) +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*- +!f2py intent(in,out) seed +!f2py intent(in) np +!f2py intent(in) p +!f2py intent(in) a + implicit none + + integer (kind=4), intent(inout) :: seed + integer (kind=4), intent(in) :: np + real (kind=8), intent(in) :: p(*), a + integer (kind=4) :: i + real (kind=8), save :: random, a1, qa1, a2, qa2, a3, qa3, a4, qa4 + real (kind=8), save :: q0, q1, q2, qm, al, al1 + real (kind=8), save :: alpha, beta, fr1, fr2, xq, qmax, qmin, f1, f2 + logical, save :: first + + data a1 /43.0d0/, qa1 /33.0d0/, a2 /425.0d0/, qa2 /46.0d0/, & + a3 /100.0d0/, qa3 /10.0d0/, a4 /700.0d0/, qa4 /40.0d0/ + data q0 /10.0d0/, q1 /20.0d0/, q2 /32.0d0/ + data fr1 /0.1d0/, fr2 /0.2d0/, al /2.5d0/ + data first /.true./ + + if (first) then + if (np .ge. 1) then + fr1 = p(1) + end if + if (np .ge. 2) then + fr2 = p(2) + end if + if (np .ge. 3) then + al = p(3) + end if + alpha = log10(qa1/qa2)/log10(a1/a2) + beta = log10(qa3/qa4)/log10(a3/a4) + al1 = 1.0d0/al + first = .false. + end if + + qmax = qa1*(a/a1)**alpha + qmin = max(q0, qa3*(a/a3)**beta) + f1 = min(fr1, max(0.0d0, fr1*(q1-qmin)/(q1-q0))) + f2 = min(fr2, max(0.0d0, fr2*(q2-qmin)/(q2-q1))) + random=ran_3(seed) + if (random .le. f1) then + scat_q_4 = q0 + random*(q1-q0)/f1 + else if (random .le. f1+f2) then + scat_q_4 = q1 + (random-f1)*(q2-q1)/f2 + else + xq = ((random-f1-f2)/(1.0d0-f1-f2))**al1 + qm = max(q2, qmin) + scat_q_4 = qm + xq*(qmax-qm) + end if + + return + end function scat_q_4 + + real (kind=8) function scat_a_2 (seed, np, p) +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*- +! This routine draws randomly a number according to the scattering a +! distribution, represented by a power-law of the shifted semimajor axis. +! The first parameter values have been eye-balled on the scattering a distribution. +! +! The cumulative probability of $a$ is +! \begin{displaymath} +! P(a) = \left(\frac{a - a_{min}}{a_{max} - a_{min}}\right)^\alpha +! \end{displaymath} +! where $a_{min}$ and $a_{max}$ are the smallest and largest semimajor axis +! and $\alpha$ is the index that will set the global shape. +! +! Once a probablity $P(a)$ is drawn in [0; 1], one can easily obtain $a$ with: +! \begin{displaymath} +! a = a_{min}} + (a_{max} - a_{min})P(a)^{1/\alpha} +! \end{displaymath} +! +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*- +! +! J-M. Petit Observatoire de Besancon +! Version 1 : August 2023 +! +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*- +! INPUT +! seed : Random number generator seed (I4) +! np : Number of parameters (I4) +! p : Parameters for distribution (n*R8) +! p(1): minimum value of a +! p(2): maximum value of a +! p(3): exponential slope of distribution +! +! OUTPUT +! scat_a_2: Random value of a (R8) +!-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*-*- +!f2py intent(in,out) seed +!f2py intent(in) np +!f2py intent(in) p + implicit none + + integer (kind=4), intent(inout) :: seed + integer (kind=4), intent(in) :: np + real (kind=8), intent(in) :: p(*) + integer (kind=4) :: i + real (kind=8), save :: amini, amaxi, alpha, al1 + real (kind=8) :: random + logical, save :: first + + data amini /30.0d0/, amaxi /700.0d0/, alpha /0.5d0/ + data first /.true./ + + if (first) then + if (np .ge. 1) then + amini = p(1) + end if + if (np .ge. 2) then + amaxi = p(2) + end if + if (np .ge. 3) then + alpha = p(3) + end if + al1 = 1.0d0/alpha +! print *, 'Scat_a_2' +! print *, amini, amaxi, alpha +! print *, al1 + first = .false. + end if + + random=ran_3(seed) + scat_a_2 = amini + (amaxi - amini)*random**al1 + + return + end function scat_a_2 + +end module gimeobjut diff --git a/Scattering/input_params_0 b/Scattering/input_params_0 new file mode 100644 index 0000000..118cd69 --- /dev/null +++ b/Scattering/input_params_0 @@ -0,0 +1,5 @@ +123476990 +-10000 +10.5 +.true. +./OSSOS-model.out diff --git a/Scattering/test.sh b/Scattering/test.sh new file mode 100755 index 0000000..f41935e --- /dev/null +++ b/Scattering/test.sh @@ -0,0 +1,39 @@ +#! /bin/bash + +\rm -f OSSOS-model.out ModelUsed.dat Scattering + +make + +time ./Scattering < zzz1 +tail --lines=+3 ModelUsed-check-8.66.dat > zzz2 +diff zzz1 zzz2 > /dev/null 2>&1 +status=$? +\rm -f zzz1 zzz2 +\rm -f OSSOS-model.out ModelUsed.dat +if [ $status != 0 ]; then + echo "=================================================================" + echo "======================= Test FAILED! =========================" + echo "=================================================================" + exit ${status} +else + echo "=================================================================" + echo "===================== Test successful! ========================" + echo "=================================================================" +fi + +exit