Garchupiter
commented
2 years ago Hi Mike, thanks for using KrakenOS, these kinds of iterations will make it better and better. Regarding what you ask me, I cannot make diffraction occur simultaneously in two orders at the same time because I am processing rays individually. I have completed an example where it includes a change of order when redefining the system in each iteration, please install the latest version of KrakenOS (V1.0.0.15) and run this attached file, there you can see what I mention.
KrakenOS is slow but I am thinking of a future implementation in Cython, the example I send you is an echelle spectrograph, here only one central ray is being traced for many orders and wavelengths from a file, be patient, it takes some time to execute . you can comment lines 311 and 329 if you don't need to see the system.
Best regards Joel Herrera V.
El 20 jun 2022, a las 5:46, Mike Chaffin @.***> escribió:
Thanks for your work on this, this codebase looks like a great alternative to Zemax.
I would like to use this software to raytrace an all-reflective spatial heterodyne spectrometer, which depends on interference of light diffracted in multiple orders from the same diffraction grating. I tried to implement this but it looks like there's no support at present for multiple diffraction orders from the same grating--- is that right?
I'm willing to do the work to add this support myself if it's reasonably easy, but I will need some pointers about what work needs to be done and where.
— Reply to this email directly, view it on GitHub https://github.com/Garchupiter/Kraken-Optical-Simulator/issues/6, or unsubscribe https://github.com/notifications/unsubscribe-auth/AED73RWPBTDWGZ6WNA4KYLDVQBRY7ANCNFSM5ZIZ4IQA. You are receiving this because you are subscribed to this thread.
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1064 4874.364
1065 4876.260
1066 4878.009
1067 4878.733
1068 4879.900
1069 4881.204
1070 4882.250
1071 4887.947
1072 4889.060
1073 4889.490
1074 4892.760
1075 4893.445
1076 4894.955
1077 4898.459
1078 4899.240
1079 4902.054
1080 4902.770
1081 4904.750
1082 4910.156
1083 4910.793
1084 4911.378
1085 4912.529
1086 4919.815
1087 4920.623
1088 4921.613
1089 4925.950
1090 4927.780
1091 4929.086
1092 4933.240
1093 4933.852
1094 4936.774
1095 4937.829
1096 4939.642
1097 4943.064
1098 4945.458
1099 4946.663
1100 4947.575
1101 4950.251
1102 4950.626
1103 4954.660
1104 4960.423
1105 4961.726
1106 4965.120
1107 4965.731
1108 4968.755
1109 4970.063
1110 4972.177
1111 4980.186
1112 4982.487
1113 4985.372
1114 4987.147
1115 4989.308
1116 4993.749
1117 5002.097
1118 5003.598
1119 5004.127
1120 5009.350
1121 5015.889
1122 5017.160
1123 5017.254
1124 5019.324
1125 5019.806
1126 5022.005
1127 5028.655
1128 5029.891
1129 5039.230
1130 5041.122
1131 5044.719
1132 5045.248
1133 5047.043
1134 5048.813
1135 5048.936
1136 5049.796
1137 5050.784
1138 5051.888
1139 5055.347
1140 5057.986
1141 5058.361
1142 5059.861
1143 5061.656
1144 5062.070
1145 5062.932
1146 5064.602
1147 5064.945
1148 5066.135
1149 5066.773
1150 5067.973
1151 5069.338
1152 5081.440
1153 5085.020
1154 5085.295
1155 5090.550
1156 5094.106
1157 5095.064
1158 5096.484
1159 5098.043
1160 5098.931
1161 5098.970
1162 5100.621
1163 5101.129
1164 5111.278
1165 5113.382
1166 5115.044
1167 5118.200
1168 5122.499
1169 5125.489
1170 5125.950
1171 5128.489
1172 5134.746
1173 5137.473
1174 5140.773
1175 5141.810
1176 5143.267
1177 5143.916
1178 5145.360
1179 5148.211
1180 5151.612
1181 5154.243
1182 5158.604
1183 5159.620
1184 5160.710
1185 5161.539
1186 5162.284
1187 5163.458
1188 5165.820
1189 5168.586
1190 5168.922
1191 5173.671
1192 5175.324
1193 5175.911
1194 5176.280
1195 5176.403
1196 5176.961
1197 5177.623
1198 5183.989
1199 5184.453
1200 5186.413
1201 5187.337
1202 5187.467
1203 5187.746
1204 5190.872
1205 5193.825
1206 5194.020
1207 5194.457
1208 5195.813
1209 5198.800
1210 5199.163
1211 5203.848
1212 5205.152
1213 5206.495
1214 5209.724
1215 5211.230
1216 5213.349
1217 5216.596
1218 5218.527
1219 5219.109
1220 5220.926
1221 5221.270
1222 5228.224
1223 5231.159
1224 5233.225
1225 5234.107
1226 5237.903
1227 5238.813
1228 5239.552
1229 5240.196
1230 5247.196
1231 5247.654
1232 5252.786
1233 5254.259
1234 5258.360
1235 5260.104
1236 5261.472
1237 5266.710
1238 5269.792
1239 5273.131
1240 5274.118
1241 5277.500
1242 5281.068
1243 5291.816
1244 5294.397
1245 5296.278
1246 5297.743
1247 5298.282
1248 5300.523
1249 5301.404
1250 5303.483
1251 5305.770
1252 5306.986
1253 5307.465
1254 5310.266
1255 5312.002
1256 5312.528
1257 5312.904
1258 5317.494
1259 5320.770
1260 5322.898
1261 5325.143
1262 5326.277
1263 5326.975
1264 5329.374
1265 5330.080
1266 5340.498
1267 5343.581
1268 5347.971
1269 5351.126
1270 5351.836
1271 5355.636
1272 5358.706
1273 5359.827
1274 5360.150
1275 5361.155
1276 5362.575
1277 5369.282
1278 5369.447
1279 5370.709
1280 5372.702
1281 5374.822
1282 5375.352
1283 5376.130
1284 5376.780
1285 5379.110
1286 5382.927
1287 5384.301
1288 5386.610
1289 5388.050
1290 5390.440
1291 5392.572
1292 5393.972
1293 5394.760
1294 5398.701
1295 5398.922
1296 5399.010
1297 5399.174
1298 5400.145
1299 5402.690
1300 5403.199
1301 5407.653
1302 5410.768
1303 5415.491
1304 5417.485
1305 5421.346
1306 5421.836
1307 5424.008
1308 5425.678
1309 5426.407
1310 5431.112
1311 5434.151
1312 5435.892
1313 5437.387
1314 5439.970
1315 5440.601
1316 5443.118
1317 5443.210
1318 5447.153
1319 5449.478
1320 5451.650
1321 5452.218
1322 5457.370
1323 5458.967
1324 5461.735
1325 5464.205
1326 5470.759
1327 5473.440
1328 5474.865
1329 5479.075
1330 5484.146
1331 5488.628
1332 5492.643
1333 5493.204
1334 5494.330
1335 5495.872
1336 5499.255
1337 5499.647
1338 5501.281
1339 5504.301
1340 5506.112
1341 5507.538
1342 5508.558
1343 5509.993
1344 5514.873
1345 5518.989
1346 5524.582
1347 5524.930
1348 5527.295
1349 5528.227
1350 5537.130
1351 5537.556
1352 5538.608
1353 5539.262
1354 5539.910
1355 5541.581
1356 5542.890
1357 5548.175
1358 5551.372
1359 5552.623
1360 5554.070
1361 5557.045
1362 5558.342
1363 5558.702
1364 5559.891
1365 5564.201
1366 5567.998
1367 5571.191
1368 5572.465
1369 5573.353
1370 5576.204
1371 5577.700
1372 5579.358
1373 5580.077
1374 5580.754
1375 5583.762
1376 5587.026
1377 5588.750
1378 5593.613
1379 5595.063
1380 5595.846
1381 5597.460
1382 5599.654
1383 5601.603
1384 5602.852
1385 5604.515
1386 5606.386
1387 5606.732
1388 5609.573
1389 5610.104
1390 5610.231
1391 5610.680
1392 5612.068
1393 5615.319
1394 5619.975
1395 5630.297
1396 5632.872
1397 5633.295
1398 5639.746
1399 5641.734
1400 5645.668
1401 5646.451
1402 5648.991
1403 5650.703
1404 5657.925
1405 5659.130
1406 5664.621
1407 5665.180
1408 5665.628
1409 5667.128
1410 5674.986
1411 5677.053
1412 5679.005
1413 5681.900
1414 5685.192
1415 5691.710
1416 5700.458
1417 5700.917
1418 5702.651
1419 5707.103
1420 5717.171
1421 5719.623
1422 5720.183
1423 5724.253
1424 5724.463
1425 5725.388
1426 5732.975
1427 5736.029
1428 5739.517
1429 5741.170
1430 5741.829
1431 5748.741
1432 5749.388
1433 5753.026
1434 5760.550
1435 5762.794
1436 5763.529
1437 5767.778
1438 5768.181
1439 5771.760
1440 5772.116
1441 5773.946
1442 5777.400
1443 5781.658
1444 5782.289
1445 5789.645
1446 5792.430
1447 5796.068
1448 5796.418
1449 5797.319
1450 5798.478
1451 5800.829
1452 5802.082
1453 5804.141
1454 5807.681
1455 5812.972
1456 5815.422
1457 5822.793
1458 5830.827
1459 5832.370
1460 5834.263
1461 5838.950
1462 5840.640
1463 5843.807
1464 5845.918
1465 5852.680
1466 5853.474
1467 5854.120
1468 5859.668
1469 5860.315
1470 5863.718
1471 5866.811
1472 5868.374
1473 5869.850
1474 5870.552
1475 5871.182
1476 5882.625
1477 5885.701
1478 5886.531
1479 5888.592
1480 5889.953
1481 5891.451
1482 5894.698
1483 5895.281
1484 5899.844
1485 5904.159
1486 5905.570
1487 5908.935
1488 5911.229
1489 5912.084
1490 5914.671
1491 5916.728
1492 5918.944
1493 5922.802
1494 5925.403
1495 5926.232
1496 5927.130
1497 5928.805
1498 5929.480
1499 5929.934
1500 5934.409
1501 5934.461
1502 5936.386
1503 5937.162
1504 5937.663
1505 5938.825
1506 5942.668
1507 5944.647
1508 5948.799
1509 5949.260
1510 5955.561
1511 5959.673
1512 5962.056
1513 5969.737
1514 5971.590
1515 5973.664
1516 5975.064
1517 5981.900
1518 5986.266
1519 5987.289
1520 5989.044
1521 5991.007
1522 5994.128
1523 5996.629
1524 5999.000
1525 6000.762
1526 6001.203
1527 6005.165
1528 6005.740
1529 6007.072
1530 6010.160
1531 6011.533
1532 6013.680
1533 6015.422
1534 6021.035
1535 6023.224
1536 6025.140
1537 6030.445
1538 6032.124
1539 6032.872
1540 6033.413
1541 6035.192
1542 6037.697
1543 6038.680
1544 6042.589
1545 6043.230
1546 6044.432
1547 6049.051
1548 6052.721
1549 6053.380
1550 6055.593
1551 6059.373
1552 6061.536
1553 6065.779
1554 6069.020
1555 6073.103
1556 6077.105
1557 6077.872
1558 6078.421
1559 6079.222
1560 6085.374
1561 6087.262
1562 6088.030
1563 6090.760
1564 6098.120
1565 6099.083
1566 6101.160
1567 6101.725
1568 6102.594
1569 6103.560
1570 6103.641
1571 6104.568
1572 6105.645
1573 6107.533
1574 6112.837
1575 6114.920
1576 6116.166
1577 6119.699
1578 6120.556
1579 6121.407
1580 6122.214
1581 6123.380
1582 6124.480
1583 6125.739
1584 6127.380
1585 6129.545
1586 6137.926
1587 6138.670
1588 6145.430
1589 6150.683
1590 6151.993
1591 6154.068
1592 6154.516
1593 6155.581
1594 6157.087
1595 6161.353
1596 6162.170
1597 6164.479
1598 6169.822
1599 6172.280
1600 6173.106
1601 6178.431
1602 6180.705
1603 6182.621
1604 6184.778
1605 6188.125
1606 6191.905
1607 6193.856
1608 6198.222
1609 6203.492
1610 6205.860
1611 6207.220
1612 6208.686
1613 6212.507
1614 6215.945
1615 6220.011
1616 6221.319
1617 6224.527
1618 6226.369
1619 6232.974
1620 6234.855
1621 6240.953
1622 6243.130
1623 6248.400
1624 6250.485
1625 6257.423
1626 6258.606
1627 6261.064
1628 6261.418
1629 6266.173
1630 6271.544
1631 6274.116
1632 6274.164
1633 6277.238
1634 6279.166
1635 6285.278
1636 6287.255
1637 6291.191
1638 6293.242
1639 6296.876
1640 6300.916
1641 6303.250
1642 6307.662
1643 6309.140
1644 6310.810
1645 6315.775
1646 6317.182
1647 6321.820
1648 6324.450
1649 6326.367
1650 6327.277
1651 6331.413
1652 6337.620
1653 6339.668
1654 6342.859
1655 6348.737
1656 6355.910
1657 6369.139
1658 6369.577
1659 6371.943
1660 6376.930
1661 6379.673
1662 6384.719
1663 6387.395
1664 6399.230
1665 6406.446
1666 6411.899
1667 6413.614
1668 6416.315
1669 6431.570
1670 6437.761
1671 6439.071
1672 6441.950
1673 6443.890
1674 6446.771
1675 6450.006
1676 6450.955
1677 6457.282
1678 6462.595
1679 6466.560
1680 6483.100
1681 6487.441
1682 6488.883
1683 6490.737
1684 6493.197
1685 6493.777
1686 6501.992
1687 6503.511
1688 6506.986
1689 6509.050
1690 6512.364
1691 6513.840
1692 6522.043
1693 6531.341
1694 6537.614
1695 6538.115
1696 6545.718
1697 6551.705
1698 6554.160
1699 6558.875
1700 6569.632
1701 6576.122
1702 6577.214
1703 6577.656
1704 6580.229
1705 6583.906
1706 6584.613
1707 6588.539
1708 6591.484
1709 6593.462
1710 6593.939
1711 6596.100
1712 6599.482
1713 6604.853
1714 6605.416
1715 6613.374
1716 6617.058
1717 6617.515
1718 6618.166
1719 6619.946
1720 6638.240
1721 6638.912
1722 6639.720
1723 6643.790
1724 6644.663
1725 6646.540
1726 6648.495
1727 6648.958
1728 6658.677
1729 6660.640
1730 6662.268
1731 6664.020
1732 6666.360
1733 6668.816
1734 6673.579
1735 6674.697
1736 6677.282
1737 6678.706
1738 6683.367
1739 6684.360
1740 6687.520
1741 6692.726
1742 6694.496
1743 6696.140
1744 6697.712
1745 6698.850
1746 6704.051
1747 6711.252
1748 6713.970
1749 6717.385
1750 6719.200
1751 6727.458
1752 6728.118
1753 6728.759
1754 6733.748
1755 6742.884
1756 6752.832
1757 6754.300
1758 6756.453
1759 6757.109
1760 6758.203
1761 6765.669
1762 6766.560
1763 6772.174
1764 6778.312
1765 6780.125
1766 6780.413
1767 6787.736
1768 6788.840
1769 6791.235
1770 6809.100
1771 6809.509
1772 6818.260
1773 6823.508
1774 6824.677
1775 6827.240
1776 6829.035
1777 6834.924
1778 6851.860
1779 6853.523
1780 6854.109
1781 6861.300
1782 6863.520
1783 6866.366
1784 6866.763
1785 6868.450
1786 6871.290
1787 6874.753
1788 6879.590
1789 6882.811
1790 6886.408
1791 6886.570
1792 6887.100
1793 6888.170
1794 6889.303
1795 6909.849
1796 6911.226
1797 6916.128
1798 6937.666
1799 6942.538
1800 6943.610
1801 6945.490
1802 6948.205
1803 6951.460
1804 6954.656
1805 6965.430
1806 6989.655
1807 6992.170
1808 6993.037
1809 7000.803
1810 7002.883
1811 7018.567
1812 7030.262
1813 7036.283
1814 7045.797
1815 7053.619
1816 7058.489
1817 7060.041
1818 7060.653
1819 7064.451
1820 7067.217
1821 7068.730
1822 7072.394
1823 7075.333
1824 7084.169
1825 7086.700
1826 7089.339
1827 7100.514
1828 7107.496
1829 7109.860
1830 7114.398
1831 7122.044
1832 7124.560
1833 7125.800
1834 7130.184
1835 7132.100
1836 7142.331
1837 7147.041
1838 7148.559
1839 7150.284
1840 7154.762
1841 7154.953
1842 7156.941
1843 7158.830
1844 7159.947
1845 7162.570
1846 7168.895
1847 7173.372
1848 7191.133
1849 7200.045
1850 7206.483
1851 7206.986
1852 7208.006
1853 7212.689
1854 7218.054
1855 7219.151
1856 7229.930
1857 7230.862
1858 7233.580
1859 7242.092
1860 7244.696
1861 7246.127
1862 7255.354
1863 7256.986
1864 7258.177
1865 7270.660
1866 7272.936
1867 7284.903
1868 7285.440
1869 7288.980
1870 7296.265
1871 7298.143
1872 7305.404
1873 7308.641
1874 7311.710
1875 7315.066
1876 7316.000
1877 7324.807
1878 7328.285
1879 7329.491
1880 7335.577
1881 7341.151
1882 7342.576
1883 7350.780
1884 7353.316
1885 7372.118
1886 7376.877
1887 7383.980
1888 7392.970
1889 7402.252
1890 7411.736
1891 7412.310
1892 7417.790
1893 7418.550
1894 7421.827
1895 7422.260
1896 7425.240
1897 7428.940
1898 7430.253
1899 7435.330
1900 7436.250
1901 7447.801
1902 7455.208
1903 7461.874
1904 7471.180
1905 7481.354
1906 7483.625
1907 7484.240
1908 7487.973
1909 7489.614
1910 7503.867
1911 7510.420
1912 7511.349
1913 7511.790
1914 7514.651
1915 7523.134
1916 7525.508
1917 7549.313
1918 7565.851
1919 7567.741
1920 7569.511
1921 7585.743
1922 7589.330
1923 7598.205
1924 7607.823
1925 7618.330
1926 7625.705
1927 7627.175
1928 7628.860
1929 7630.310
1930 7635.105
1931 7647.379
1932 7652.320
1933 7653.828
1934 7654.699
1935 7658.324
1936 7660.890
1937 7670.040
1938 7678.126
1939 7685.307
1940 7697.924
1941 7704.810
1942 7710.269
1943 7713.937
1944 7724.206
1945 7731.738
1946 7782.316
1947 7788.934
1948 7798.358
1949 7814.330
1950 7817.770
1951 7834.457
1952 7840.457
1953 7841.791
1954 7847.539
1955 7861.910
1956 7865.969
1957 7868.200
1958 7886.283
1959 7891.075
1960 7900.320
1961 7916.450
1962 7937.733
1963 7941.726
1964 7948.175
1965 7978.973
1966 7987.973
1967 8006.156
1968 8014.786
1969 8022.201
1970 8022.330
1971 8032.431
1972 8037.230
1973 8046.130
1974 8053.307
1975 8062.630
1976 8066.826
1977 8068.742
1978 8075.652
1979 8079.680
1980 8085.219
1981 8093.623
1982 8103.692
1983 8115.311
1984 8122.723
1985 8129.405
1986 8138.475
1987 8143.138
1988 8159.727
1989 8169.786
1990 8178.840
1991 8186.911
1992 8202.147
1993 8203.201
1994 8231.406
1995 8252.393
1996 8254.742
1997 8259.511
1998 8263.924
1999 8264.521
2000 8275.626
2001 8320.855
2002 8330.450
2003 8332.210
2004 8358.726
2005 8367.393
2006 8369.340
2007 8408.208
2008 8416.727
2009 8417.998
2010 8421.225
2011 8424.647
2012 8445.487
2013 8446.511
2014 8464.236
2015 8471.826
2016 8478.358
2017 8490.300
2018 8510.624
2019 8516.554
2020 8521.441
2021 8554.944
2022 8573.120
2023 8605.780
2024 8616.222
2025 8620.470
2026 8621.322
2027 8629.142
2028 8631.356
2029 8635.741
2030 8638.362
2031 8639.441
2032 8645.309
2033 8648.396
2034 8649.149
2035 8655.876
2036 8662.137
2037 8665.485
2038 8667.446
2039 8667.943
2040 8668.116
2041 8678.430
2042 8682.220
2043 8686.093
2044 8686.619
2045 8687.848
2046 8691.335
2047 8698.596
2048 8701.121
2049 8703.702
2050 8704.860
2051 8707.359
2052 8709.234
2053 8710.414
2054 8712.853
2055 8713.654
2056 8719.629
2057 8721.659
2058 8722.458
2059 8723.718
2060 8724.376
2061 8730.821
2062 8732.424
2063 8734.023
2064 8739.781
2065 8748.031
2066 8749.169
2067 8751.206
2068 8758.243
2069 8760.449
2070 8761.720
2071 8766.745
2072 8771.880
2073 8772.384
2074 8772.805
2075 8773.532
2076 8775.573
2077 8782.716
2078 8784.142
2079 8784.562
2080 8784.590
2081 8790.376
2082 8792.058
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planetarymike
AndZhur
Thanks for your work on this, this codebase looks like a great alternative to Zemax.
I would like to use this software to raytrace an all-reflective spatial heterodyne spectrometer, which depends on interference of light diffracted in multiple orders from the same diffraction grating. I tried to implement this but it looks like there's no support at present for multiple diffraction orders from the same grating--- is that right?
I'm willing to do the work to add this support myself if it's reasonably easy, but I will need some pointers about what work needs to be done and where.