File name: Pandora32s1_GreenbeltMD_20240919_L1_smca1c12d20221109p1-8.txt
File generation date: 20241015T134437.0Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c12d20221109p1-8
Local principal investigator: Thomas Hanisco
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 32
Spectrometer number: 1
Processing software version used: BlickP v1.8.60
Instrument operation file used: Pandora32_OF_v1d20220415.txt
Instrument calibration file used: Pandora32s1_CF_v12d20221109.txt
Level 0 file used: Pandora32s1_GreenbeltMD_20240919_L0.txt
Full location name: Goddard Space Flight Center
Short location name: GreenbeltMD
Country of location: USA
Location latitude [deg]: 38.9926
Location longitude [deg]: -76.8396
Location altitude [m]: 90
Local noon date: 20240919
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: Based on session 11 with new SO2 and HCHO field cal
Nominal wavelengths [nm]: 268.2722 268.4159 268.5597 268.7034 268.8471 268.9908 269.1345 269.2782 269.4218 269.5655 269.7092 269.8528 269.9964 270.1401 270.2837 270.4273 270.5709 270.7145 270.8580 271.0016 271.1451 271.2887 271.4322 271.5757 271.7192 271.8627 272.0062 272.1497 272.2932 272.4366 272.5801 272.7235 272.8670 273.0104 273.1538 273.2972 273.4406 273.5839 273.7273 273.8707 274.0140 274.1573 274.3007 274.4440 274.5873 274.7306 274.8738 275.0171 275.1604 275.3036 275.4469 275.5901 275.7333 275.8765 276.0197 276.1629 276.3061 276.4492 276.5924 276.7355 276.8786 277.0218 277.1649 277.3080 277.4511 277.5941 277.7372 277.8803 278.0233 278.1664 278.3094 278.4524 278.5954 278.7384 278.8814 279.0243 279.1673 279.3103 279.4532 279.5961 279.7390 279.8819 280.0248 280.1677 280.3106 280.4535 280.5963 280.7392 280.8820 281.0248 281.1676 281.3104 281.4532 281.5960 281.7388 281.8815 282.0243 282.1670 282.3097 282.4525 282.5952 282.7379 282.8805 283.0232 283.1659 283.3085 283.4512 283.5938 283.7364 283.8790 284.0216 284.1642 284.3068 284.4494 284.5919 284.7345 284.8770 285.0195 285.1620 285.3045 285.4470 285.5895 285.7320 285.8744 286.0169 286.1593 286.3017 286.4442 286.5866 286.7290 286.8713 287.0137 287.1561 287.2984 287.4408 287.5831 287.7254 287.8677 288.0100 288.1523 288.2946 288.4368 288.5791 288.7213 288.8636 289.0058 289.1480 289.2902 289.4324 289.5746 289.7167 289.8589 290.0010 290.1432 290.2853 290.4274 290.5695 290.7116 290.8537 290.9957 291.1378 291.2799 291.4219 291.5639 291.7059 291.8479 291.9899 292.1319 292.2739 292.4158 292.5578 292.6997 292.8417 292.9836 293.1255 293.2674 293.4092 293.5511 293.6930 293.8348 293.9767 294.1185 294.2603 294.4021 294.5439 294.6857 294.8275 294.9692 295.1110 295.2527 295.3945 295.5362 295.6779 295.8196 295.9613 296.1029 296.2446 296.3862 296.5279 296.6695 296.8111 296.9527 297.0943 297.2359 297.3775 297.5191 297.6606 297.8022 297.9437 298.0852 298.2267 298.3682 298.5097 298.6512 298.7926 298.9341 299.0755 299.2169 299.3584 299.4998 299.6412 299.7826 299.9239 300.0653 300.2066 300.3480 300.4893 300.6306 300.7719 300.9132 301.0545 301.1958 301.3371 301.4783 301.6195 301.7608 301.9020 302.0432 302.1844 302.3256 302.4667 302.6079 302.7491 302.8902 303.0313 303.1724 303.3135 303.4546 303.5957 303.7368 303.8779 304.0189 304.1599 304.3010 304.4420 304.5830 304.7240 304.8650 305.0059 305.1469 305.2878 305.4288 305.5697 305.7106 305.8515 305.9924 306.1333 306.2742 306.4150 306.5559 306.6967 306.8375 306.9783 307.1191 307.2599 307.4007 307.5415 307.6822 307.8230 307.9637 308.1044 308.2451 308.3858 308.5265 308.6672 308.8079 308.9485 309.0892 309.2298 309.3704 309.5110 309.6516 309.7922 309.9328 310.0733 310.2139 310.3544 310.4950 310.6355 310.7760 310.9165 311.0570 311.1974 311.3379 311.4784 311.6188 311.7592 311.8996 312.0400 312.1804 312.3208 312.4612 312.6015 312.7419 312.8822 313.0226 313.1629 313.3032 313.4435 313.5837 313.7240 313.8643 314.0045 314.1447 314.2849 314.4252 314.5654 314.7055 314.8457 314.9859 315.1260 315.2662 315.4063 315.5464 315.6865 315.8266 315.9667 316.1068 316.2468 316.3869 316.5269 316.6669 316.8070 316.9470 317.0869 317.2269 317.3669 317.5069 317.6468 317.7867 317.9266 318.0666 318.2065 318.3463 318.4862 318.6261 318.7659 318.9058 319.0456 319.1854 319.3252 319.4650 319.6048 319.7446 319.8843 320.0241 320.1638 320.3035 320.4432 320.5829 320.7226 320.8623 321.0020 321.1416 321.2813 321.4209 321.5605 321.7001 321.8397 321.9793 322.1189 322.2584 322.3980 322.5375 322.6770 322.8165 322.9560 323.0955 323.2350 323.3745 323.5139 323.6534 323.7928 323.9322 324.0716 324.2110 324.3504 324.4898 324.6291 324.7685 324.9078 325.0471 325.1865 325.3258 325.4650 325.6043 325.7436 325.8828 326.0221 326.1613 326.3005 326.4397 326.5789 326.7181 326.8573 326.9964 327.1356 327.2747 327.4138 327.5530 327.6921 327.8311 327.9702 328.1093 328.2483 328.3874 328.5264 328.6654 328.8044 328.9434 329.0824 329.2214 329.3603 329.4993 329.6382 329.7771 329.9160 330.0549 330.1938 330.3327 330.4715 330.6104 330.7492 330.8880 331.0269 331.1657 331.3044 331.4432 331.5820 331.7207 331.8595 331.9982 332.1369 332.2756 332.4143 332.5530 332.6917 332.8303 332.9690 333.1076 333.2462 333.3848 333.5234 333.6620 333.8006 333.9392 334.0777 334.2162 334.3548 334.4933 334.6318 334.7703 334.9088 335.0472 335.1857 335.3241 335.4625 335.6010 335.7394 335.8778 336.0161 336.1545 336.2929 336.4312 336.5695 336.7079 336.8462 336.9845 337.1227 337.2610 337.3993 337.5375 337.6758 337.8140 337.9522 338.0904 338.2286 338.3668 338.5049 338.6431 338.7812 338.9193 339.0574 339.1956 339.3336 339.4717 339.6098 339.7478 339.8859 340.0239 340.1619 340.2999 340.4379 340.5759 340.7139 340.8518 340.9898 341.1277 341.2656 341.4035 341.5414 341.6793 341.8172 341.9550 342.0929 342.2307 342.3686 342.5064 342.6442 342.7819 342.9197 343.0575 343.1952 343.3330 343.4707 343.6084 343.7461 343.8838 344.0215 344.1591 344.2968 344.4344 344.5721 344.7097 344.8473 344.9849 345.1224 345.2600 345.3976 345.5351 345.6726 345.8102 345.9477 346.0852 346.2226 346.3601 346.4976 346.6350 346.7724 346.9099 347.0473 347.1847 347.3220 347.4594 347.5968 347.7341 347.8714 348.0088 348.1461 348.2834 348.4207 348.5579 348.6952 348.8324 348.9697 349.1069 349.2441 349.3813 349.5185 349.6557 349.7928 349.9300 350.0671 350.2042 350.3413 350.4784 350.6155 350.7526 350.8897 351.0267 351.1637 351.3008 351.4378 351.5748 351.7118 351.8487 351.9857 352.1227 352.2596 352.3965 352.5334 352.6703 352.8072 352.9441 353.0809 353.2178 353.3546 353.4915 353.6283 353.7651 353.9019 354.0386 354.1754 354.3121 354.4489 354.5856 354.7223 354.8590 354.9957 355.1324 355.2690 355.4057 355.5423 355.6790 355.8156 355.9522 356.0888 356.2253 356.3619 356.4984 356.6350 356.7715 356.9080 357.0445 357.1810 357.3175 357.4539 357.5904 357.7268 357.8632 357.9996 358.1360 358.2724 358.4088 358.5452 358.6815 358.8178 358.9542 359.0905 359.2268 359.3630 359.4993 359.6356 359.7718 359.9081 360.0443 360.1805 360.3167 360.4529 360.5890 360.7252 360.8613 360.9974 361.1336 361.2697 361.4058 361.5418 361.6779 361.8140 361.9500 362.0860 362.2220 362.3580 362.4940 362.6300 362.7660 362.9019 363.0379 363.1738 363.3097 363.4456 363.5815 363.7173 363.8532 363.9891 364.1249 364.2607 364.3965 364.5323 364.6681 364.8039 364.9396 365.0754 365.2111 365.3468 365.4825 365.6182 365.7539 365.8895 366.0252 366.1608 366.2965 366.4321 366.5677 366.7033 366.8388 366.9744 367.1099 367.2455 367.3810 367.5165 367.6520 367.7875 367.9229 368.0584 368.1938 368.3293 368.4647 368.6001 368.7355 368.8709 369.0062 369.1416 369.2769 369.4122 369.5475 369.6828 369.8181 369.9534 370.0887 370.2239 370.3591 370.4943 370.6295 370.7647 370.8999 371.0351 371.1702 371.3054 371.4405 371.5756 371.7107 371.8458 371.9809 372.1159 372.2510 372.3860 372.5210 372.6560 372.7910 372.9260 373.0610 373.1959 373.3309 373.4658 373.6007 373.7356 373.8705 374.0053 374.1402 374.2750 374.4099 374.5447 374.6795 374.8143 374.9491 375.0838 375.2186 375.3533 375.4881 375.6228 375.7575 375.8921 376.0268 376.1615 376.2961 376.4307 376.5654 376.7000 376.8346 376.9691 377.1037 377.2382 377.3728 377.5073 377.6418 377.7763 377.9108 378.0452 378.1797 378.3141 378.4486 378.5830 378.7174 378.8518 378.9861 379.1205 379.2548 379.3892 379.5235 379.6578 379.7921 379.9264 380.0606 380.1949 380.3291 380.4633 380.5976 380.7318 380.8659 381.0001 381.1343 381.2684 381.4025 381.5366 381.6707 381.8048 381.9389 382.0730 382.2070 382.3410 382.4751 382.6091 382.7431 382.8770 383.0110 383.1449 383.2789 383.4128 383.5467 383.6806 383.8145 383.9484 384.0822 384.2161 384.3499 384.4837 384.6175 384.7513 384.8850 385.0188 385.1525 385.2863 385.4200 385.5537 385.6874 385.8211 385.9547 386.0884 386.2220 386.3556 386.4892 386.6228 386.7564 386.8900 387.0235 387.1571 387.2906 387.4241 387.5576 387.6911 387.8245 387.9580 388.0914 388.2249 388.3583 388.4917 388.6250 388.7584 388.8918 389.0251 389.1585 389.2918 389.4251 389.5584 389.6916 389.8249 389.9581 390.0914 390.2246 390.3578 390.4910 390.6242 390.7573 390.8905 391.0236 391.1567 391.2898 391.4229 391.5560 391.6891 391.8221 391.9552 392.0882 392.2212 392.3542 392.4872 392.6201 392.7531 392.8860 393.0190 393.1519 393.2848 393.4177 393.5505 393.6834 393.8162 393.9490 394.0819 394.2147 394.3474 394.4802 394.6130 394.7457 394.8785 395.0112 395.1439 395.2766 395.4092 395.5419 395.6745 395.8072 395.9398 396.0724 396.2050 396.3376 396.4701 396.6027 396.7352 396.8677 397.0002 397.1327 397.2652 397.3977 397.5301 397.6625 397.7950 397.9274 398.0598 398.1921 398.3245 398.4568 398.5892 398.7215 398.8538 398.9861 399.1184 399.2507 399.3829 399.5151 399.6474 399.7796 399.9118 400.0439 400.1761 400.3083 400.4404 400.5725 400.7046 400.8367 400.9688 401.1009 401.2329 401.3650 401.4970 401.6290 401.7610 401.8930 402.0250 402.1569 402.2889 402.4208 402.5527 402.6846 402.8165 402.9483 403.0802 403.2120 403.3439 403.4757 403.6075 403.7392 403.8710 404.0028 404.1345 404.2662 404.3979 404.5296 404.6613 404.7930 404.9246 405.0563 405.1879 405.3195 405.4511 405.5827 405.7143 405.8458 405.9774 406.1089 406.2404 406.3719 406.5034 406.6348 406.7663 406.8977 407.0292 407.1606 407.2920 407.4234 407.5547 407.6861 407.8174 407.9487 408.0800 408.2113 408.3426 408.4739 408.6051 408.7364 408.8676 408.9988 409.1300 409.2612 409.3923 409.5235 409.6546 409.7858 409.9169 410.0480 410.1790 410.3101 410.4412 410.5722 410.7032 410.8342 410.9652 411.0962 411.2271 411.3581 411.4890 411.6199 411.7509 411.8817 412.0126 412.1435 412.2743 412.4052 412.5360 412.6668 412.7976 412.9283 413.0591 413.1898 413.3206 413.4513 413.5820 413.7127 413.8434 413.9740 414.1047 414.2353 414.3659 414.4965 414.6271 414.7576 414.8882 415.0187 415.1493 415.2798 415.4103 415.5408 415.6712 415.8017 415.9321 416.0625 416.1930 416.3233 416.4537 416.5841 416.7144 416.8448 416.9751 417.1054 417.2357 417.3660 417.4962 417.6265 417.7567 417.8869 418.0171 418.1473 418.2775 418.4077 418.5378 418.6679 418.7980 418.9281 419.0582 419.1883 419.3184 419.4484 419.5784 419.7084 419.8384 419.9684 420.0984 420.2283 420.3583 420.4882 420.6181 420.7480 420.8779 421.0077 421.1376 421.2674 421.3972 421.5270 421.6568 421.7866 421.9164 422.0461 422.1758 422.3056 422.4353 422.5649 422.6946 422.8243 422.9539 423.0835 423.2131 423.3427 423.4723 423.6019 423.7314 423.8610 423.9905 424.1200 424.2495 424.3790 424.5084 424.6379 424.7673 424.8967 425.0261 425.1555 425.2849 425.4143 425.5436 425.6729 425.8022 425.9315 426.0608 426.1901 426.3194 426.4486 426.5778 426.7070 426.8362 426.9654 427.0946 427.2237 427.3528 427.4820 427.6111 427.7402 427.8692 427.9983 428.1273 428.2564 428.3854 428.5144 428.6434 428.7723 428.9013 429.0302 429.1591 429.2881 429.4169 429.5458 429.6747 429.8035 429.9324 430.0612 430.1900 430.3188 430.4476 430.5763 430.7051 430.8338 430.9625 431.0912 431.2199 431.3485 431.4772 431.6058 431.7345 431.8631 431.9917 432.1202 432.2488 432.3773 432.5059 432.6344 432.7629 432.8914 433.0199 433.1483 433.2768 433.4052 433.5336 433.6620 433.7904 433.9187 434.0471 434.1754 434.3037 434.4320 434.5603 434.6886 434.8169 434.9451 435.0733 435.2016 435.3298 435.4579 435.5861 435.7143 435.8424 435.9705 436.0986 436.2267 436.3548 436.4829 436.6109 436.7389 436.8670 436.9950 437.1229 437.2509 437.3789 437.5068 437.6347 437.7626 437.8905 438.0184 438.1463 438.2741 438.4020 438.5298 438.6576 438.7854 438.9131 439.0409 439.1686 439.2964 439.4241 439.5518 439.6795 439.8071 439.9348 440.0624 440.1900 440.3176 440.4452 440.5728 440.7004 440.8279 440.9554 441.0829 441.2104 441.3379 441.4654 441.5928 441.7203 441.8477 441.9751 442.1025 442.2299 442.3572 442.4846 442.6119 442.7392 442.8665 442.9938 443.1211 443.2483 443.3755 443.5028 443.6300 443.7572 443.8843 444.0115 444.1386 444.2658 444.3929 444.5200 444.6471 444.7741 444.9012 445.0282 445.1552 445.2822 445.4092 445.5362 445.6632 445.7901 445.9170 446.0439 446.1708 446.2977 446.4246 446.5514 446.6783 446.8051 446.9319 447.0587 447.1855 447.3122 447.4390 447.5657 447.6924 447.8191 447.9458 448.0724 448.1991 448.3257 448.4523 448.5789 448.7055 448.8321 448.9586 449.0852 449.2117 449.3382 449.4647 449.5912 449.7177 449.8441 449.9705 450.0969 450.2233 450.3497 450.4761 450.6025 450.7288 450.8551 450.9814 451.1077 451.2340 451.3602 451.4865 451.6127 451.7389 451.8651 451.9913 452.1175 452.2436 452.3698 452.4959 452.6220 452.7481 452.8741 453.0002 453.1262 453.2523 453.3783 453.5043 453.6302 453.7562 453.8822 454.0081 454.1340 454.2599 454.3858 454.5117 454.6375 454.7633 454.8892 455.0150 455.1408 455.2665 455.3923 455.5180 455.6438 455.7695 455.8952 456.0208 456.1465 456.2722 456.3978 456.5234 456.6490 456.7746 456.9002 457.0257 457.1513 457.2768 457.4023 457.5278 457.6533 457.7787 457.9042 458.0296 458.1550 458.2804 458.4058 458.5311 458.6565 458.7818 458.9071 459.0324 459.1577 459.2830 459.4082 459.5335 459.6587 459.7839 459.9091 460.0343 460.1594 460.2846 460.4097 460.5348 460.6599 460.7850 460.9101 461.0351 461.1601 461.2852 461.4102 461.5351 461.6601 461.7851 461.9100 462.0349 462.1598 462.2847 462.4096 462.5344 462.6593 462.7841 462.9089 463.0337 463.1585 463.2832 463.4080 463.5327 463.6574 463.7821 463.9068 464.0315 464.1561 464.2808 464.4054 464.5300 464.6546 464.7791 464.9037 465.0282 465.1528 465.2773 465.4018 465.5262 465.6507 465.7751 465.8996 466.0240 466.1484 466.2727 466.3971 466.5215 466.6458 466.7701 466.8944 467.0187 467.1430 467.2672 467.3914 467.5157 467.6399 467.7640 467.8882 468.0124 468.1365 468.2606 468.3847 468.5088 468.6329 468.7570 468.8810 469.0050 469.1290 469.2530 469.3770 469.5010 469.6249 469.7489 469.8728 469.9967 470.1206 470.2444 470.3683 470.4921 470.6159 470.7397 470.8635 470.9873 471.1110 471.2348 471.3585 471.4822 471.6059 471.7296 471.8532 471.9769 472.1005 472.2241 472.3477 472.4713 472.5948 472.7184 472.8419 472.9654 473.0889 473.2124 473.3358 473.4593 473.5827 473.7061 473.8295 473.9529 474.0763 474.1996 474.3230 474.4463 474.5696 474.6929 474.8161 474.9394 475.0626 475.1858 475.3091 475.4322 475.5554 475.6786 475.8017 475.9248 476.0479 476.1710 476.2941 476.4172 476.5402 476.6632 476.7862 476.9092 477.0322 477.1552 477.2781 477.4011 477.5240 477.6469 477.7697 477.8926 478.0155 478.1383 478.2611 478.3839 478.5067 478.6294 478.7522 478.8749 478.9976 479.1204 479.2430 479.3657 479.4884 479.6110 479.7336 479.8562 479.9788 480.1014 480.2239 480.3465 480.4690 480.5915 480.7140 480.8365 480.9589 481.0814 481.2038 481.3262 481.4486 481.5710 481.6933 481.8157 481.9380 482.0603 482.1826 482.3049 482.4271 482.5494 482.6716 482.7938 482.9160 483.0382 483.1603 483.2825 483.4046 483.5267 483.6488 483.7709 483.8930 484.0150 484.1370 484.2591 484.3811 484.5030 484.6250 484.7470 484.8689 484.9908 485.1127 485.2346 485.3565 485.4783 485.6001 485.7220 485.8438 485.9655 486.0873 486.2091 486.3308 486.4525 486.5742 486.6959 486.8176 486.9392 487.0609 487.1825 487.3041 487.4257 487.5472 487.6688 487.7903 487.9118 488.0334 488.1548 488.2763 488.3978 488.5192 488.6406 488.7620 488.8834 489.0048 489.1261 489.2475 489.3688 489.4901 489.6114 489.7327 489.8539 489.9752 490.0964 490.2176 490.3388 490.4600 490.5811 490.7023 490.8234 490.9445 491.0656 491.1866 491.3077 491.4287 491.5498 491.6708 491.7918 491.9127 492.0337 492.1546 492.2756 492.3965 492.5174 492.6382 492.7591 492.8799 493.0008 493.1216 493.2424 493.3631 493.4839 493.6046 493.7254 493.8461 493.9668 494.0874 494.2081 494.3287 494.4493 494.5700 494.6905 494.8111 494.9317 495.0522 495.1727 495.2933 495.4137 495.5342 495.6547 495.7751 495.8955 496.0159 496.1363 496.2567 496.3771 496.4974 496.6177 496.7380 496.8583 496.9786 497.0989 497.2191 497.3393 497.4595 497.5797 497.6999 497.8201 497.9402 498.0603 498.1804 498.3005 498.4206 498.5406 498.6607 498.7807 498.9007 499.0207 499.1407 499.2606 499.3806 499.5005 499.6204 499.7403 499.8602 499.9800 500.0999 500.2197 500.3395 500.4593 500.5790 500.6988 500.8185 500.9383 501.0580 501.1776 501.2973 501.4170 501.5366 501.6562 501.7758 501.8954 502.0150 502.1345 502.2541 502.3736 502.4931 502.6126 502.7321 502.8515 502.9709 503.0904 503.2098 503.3291 503.4485 503.5679 503.6872 503.8065 503.9258 504.0451 504.1644 504.2836 504.4028 504.5221 504.6413 504.7604 504.8796 504.9988 505.1179 505.2370 505.3561 505.4752 505.5942 505.7133 505.8323 505.9513 506.0703 506.1893 506.3083 506.4272 506.5462 506.6651 506.7840 506.9028 507.0217 507.1405 507.2594 507.3782 507.4970 507.6157 507.7345 507.8533 507.9720 508.0907 508.2094 508.3281 508.4467 508.5653 508.6840 508.8026 508.9212 509.0397 509.1583 509.2768 509.3954 509.5139 509.6324 509.7508 509.8693 509.9877 510.1061 510.2245 510.3429 510.4613 510.5796 510.6980 510.8163 510.9346 511.0529 511.1711 511.2894 511.4076 511.5258 511.6440 511.7622 511.8804 511.9985 512.1167 512.2348 512.3529 512.4709 512.5890 512.7070 512.8251 512.9431 513.0611 513.1791 513.2970 513.4150 513.5329 513.6508 513.7687 513.8866 514.0044 514.1222 514.2401 514.3579 514.4757 514.5934 514.7112 514.8289 514.9466 515.0643 515.1820 515.2997 515.4173 515.5350 515.6526 515.7702 515.8878 516.0053 516.1229 516.2404 516.3579 516.4754 516.5929 516.7104 516.8278 516.9452 517.0626 517.1800 517.2974 517.4148 517.5321 517.6494 517.7667 517.8840 518.0013 518.1186 518.2358 518.3530 518.4702 518.5874 518.7046 518.8217 518.9389 519.0560 519.1731 519.2902 519.4072 519.5243 519.6413 519.7583 519.8753 519.9923 520.1092 520.2262 520.3431 520.4600 520.5769 520.6938 520.8107 520.9275 521.0443 521.1611 521.2779 521.3947 521.5114 521.6282 521.7449 521.8616 521.9783 522.0950 522.2116 522.3283 522.4449 522.5615 522.6781 522.7946 522.9112 523.0277 523.1442 523.2607 523.3772 523.4937 523.6101 523.7265 523.8429 523.9593 524.0757 524.1921 524.3084 524.4247 524.5410 524.6573 524.7736 524.8898 525.0061 525.1223 525.2385 525.3547 525.4709 525.5870 525.7031 525.8193 525.9354 526.0514 526.1675 526.2836 526.3996 526.5156 526.6316 526.7476 526.8635 526.9795 527.0954 527.2113 527.3272 527.4431 527.5589 527.6748 527.7906 527.9064 528.0222 528.1379 528.2537 528.3694 528.4851 528.6008 528.7165 528.8322 528.9478 529.0635 529.1791 529.2947 529.4102 529.5258 529.6413 529.7569 529.8724 529.9879 530.1033 530.2188 530.3342 530.4496 530.5650 530.6804 530.7958 530.9111 531.0265 531.1418 531.2571 531.3723 531.4876 531.6028 531.7181 531.8333 531.9485 532.0636 532.1788 532.2939 532.4090 532.5241 532.6392 532.7543 532.8693 532.9844 533.0994 533.2144 533.3294 533.4443 533.5593 533.6742 533.7891 533.9040 534.0189 534.1338 534.2486 534.3634 534.4782 534.5930 534.7078 534.8226 534.9373 535.0521 535.1668 535.2815 535.3962
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Retrieved value for dark background fitting parameter 4, -9 if no background fitting was done
Column 51: Uncertainty of retrieved value for dark background fitting parameter 4, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 52: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 53: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 54: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 60: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 61: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 62: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 63: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 64: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 65: Mean wavelength correction applied [%], -9=no wavelength correction
Column 66: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 67: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 68: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 69: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 70: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 71: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 72: Temperature at electronics board [°C], 999=no temperature signal
Column 73: Spectrometer control temperature [°C], 999=no temperature signal
Column 74: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 75: Temperature in head sensor [°C], 999=no temperature signal
Column 76: Humidity in head sensor [%], -9=no humidity signal
Column 77: Pressure in head sensor [hPa], -9=no pressure signal
Column 78: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 79: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 80: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 81-2128: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2129-4176: Atmospheric variability of L1 data for each pixel [%], 101=no atmospheric variability was measured and pixel is inside the range of the filter, 102=no atmospheric variability was measured and pixel is outside the range of the filter, 103=atmospheric variability was measured, but pixel is outside the range of the filter, 104=saturated data, 109=no atmospheric variability was determined since no dark correction was attempted
Columns 4177-6224: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
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MO 20240919T050223.4Z 9028.209993 2 1 48.01 3 4000.000 12 3 0 1 1 0.00 2 0.00 2 -1.00 507 1 10 0 0 21.85 33 0 0 1272 5.081e+02 4.187e+00 5.328e+02 8.596e+00 11 2.558e+02 2.267e+02 -2.521e-01 2.561e+02 2.447e+00 38 1 0 1273 1.38e+03 1.416e-21 1.426e-21 3.163e+01 5.543e-01 4.289e+03 4.474e-01 4.143e+01 9.360e-01 1 39.94 84.27 81.77 84.49 68.64 50.40 49.55 47.28 0 3.858e-01 1724 -9 -9.00 -9.00 -9.00 -9.00 0.00004 8.69853e-02 -6.75723e-04 26.62 19.99 21.85 25.37 5.1 1007.31 1.319e+14 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1814 214 -493 -2131 -1064 -446 -1916 -806 -2127 -1513 -1683 -2020 36 -2107 -1473 577 -2075 -556 -2115 -1823 -1706 -2044 -1751 -108 -245 -2110 -2079 876 -2090 -1237 -2075 -1034 -740 -251 -295 -904 1513 -1191 -1826 -1755 1924 -2056 -1638 -61 -1563 41 -2027 1006 -491 -124 -1550 -2029 -1325 -1124 -281 334 -1387 2231 601 -1439 -1796 1061 -1100 -1088 -617 -1987 1919 865 -532 2174 -298 693 -1965 -1480 -1408 -1196 -1111 -1908 -1954 354 -504 -438 -477 -1797 -1071 4227 -380 -612 -388 367 1642 -1967 -1971 -1961 467 -1656 688 947 -1950 -1963 -1160 288 1031 -1965 141 -1840 -222 -1346 2914 -1398 -615 -725 1716 -901 51 -754 1753 165 2300 -725 -1715 1576 327 2088 -1683 1710 1202 2147 1531 -1065 78 -1066 -331 1121 2375 -437 -337 2753 -1724 592 307 1410 1545 -1665 1107 -412 2423 848 -1347 -189 -683 1352 -390 -443 1410 804 524 -536 382 -22 2798 959 -1668 1535 1202 -284 -607 -1415 -258 -1987 1791 -1621 307 -261 1423 1356 691 -1498 -454 1927 470 870 788 718 -1093 781 437 1080 1032 1286 -822 -783 814 819 206 -314 -1130 1192 854 -673 -494 1255 2262 -2017 7 1180 1848 640 1638 1777 1990 24 391 2161 1327 2956 -1191 -274 1762 -2068 -1624 105 288 -1911 -1924 -164 -1216 1643 306 1082 1993 67 2967 1129 1291 1152 396 796 1112 2519 875 2026 -657 4489 604 2209 868 2776 3605 1421 553 2135 1545 2392 1136 1129 -500 1743 844 -1354 1418 735 3074 4033 1992 1635 431 1641 -1853 2080 1168 1527 2748 2202 591 659 2636 1325 3467 620 2359 2869 3418 1300 994 2295 2996 2822 1766 1084 2746 543 1446 -190 2437 3338 1966 3186 3633 884 2508 1381 2165 1701 3061 3766 1266 1271 6260 4176 308 1590 1006 1447 8570 1309 1464 47 998 4022 1284 2509 1965 2499 2257 1170 3611 2956 -410 844 4497 2111 1356 2316 2437 2120 474 1910 1804 4702 2276 -554 3280 337 1057 662 -1459 3452 413 1267 2901 3163 3515 818 3264 336 1318 2945 -1717 -401 849 3965 3158 2464 3704 2045 -333 2903 1543 429 -254 2595 1097 2434 -16 1201 950 1692 2242 2520 3952 1246 2160 547 894 1579 2588 2369 4245 4347 4185 3873 8930 1574 1851 1692 2851 402 2461 2478 -1712 1369 6214 4912 4467 3326 5552 477 1845 80 3417 2871 617 1122 -809 3099 2653 4313 4024 1497 2337 2461 2367 2495 2792 4027 -2170 1513 3999 1154 3368 685 1787 1445 2556 456 1092 3536 657 3739 -371 2834 1820 2979 3129 1928 1181 2519 2615 3507 1567 2321 632 5906 1672 745 3715 1644 2446 2295 -584 1293 3391 3730 1765 2030 3194 2472 -407 380 2278 1650 4492 1657 2075 2765 4620 5071 2105 3649 3038 4356 175 1089 -740 272 1644 2380 554 4364 2171 6512 -2091 5370 746 1902 3559 2835 4016 1390 2427 3855 2048 4173 333 589 2013 4181 3574 4280 3512 2085 2336 3255 1660 4494 4643 4334 141 4516 2591 1905 5669 2918 3326 2130 2968 1771 2905 4112 2335 2614 -16 3504 3187 773 3279 3581 2606 374 2431 5752 4548 4302 1791 3871 3101 74 2982 2428 3081 739 431 5203 1537 1598 1643 4807 1658 -884 2566 -128 3469 1811 2109 2841 2877 5207 2800 4701 826 2566 5036 612 4242 2463 5515 478 2752 1199 2631 4082 464 3516 1961 2257 2563 2803 -1674 1653 2947 -2653 916 1266 3060 4283 -1232 1358 4321 1954 1015 478 676 883 2123 2478 -796 2357 1910 3571 2227 2985 3898 2145 3179 -100 2025 4222 2843 3455 3383 1698 3458 214 3090 1539 7222 7500 -38 -103 3526 2500 832 617 2882 3440 2506 3312 5438 498 2112 3379 4144 876 3104 1957 1260 -38 5342 -461 4263 -1683 799 583 2902 3320 3970 6218 1212 2822 181 789 419 6423 2464 4289 3246 3327 3956 3192 4617 3304 3099 -1324 3773 1567 539 712 3492 2110 1456 2299 2344 2387 2068 3515 1058 5287 1409 1368 -187 1746 3053 4000 2608 2440 827 296 4555 1774 3563 3656 2132 1934 3664 -18 2301 4242 6700 2611 3026 1310 3691 6590 4619 2124 4211 368 494 727 1179 3561 4426 7668 1650 3968 1541 1798 342 -37 6302 4269 2213 -1111 1979 3534 1279 3478 -61 2295 1604 1590 2718 619 -312 -1761 1569 1575 1892 3298 -2093 -478 1037 2257 -1582 545 1456 2433 2559 1067 12212 3103 3532 1893 448 1399 269 4258 3929 -153 -1025 3747 6954 1451 2635 3866 1480 2866 1313 2211 4256 -1511 612 -1828 3329 889 6260 -227 2429 -561 1547 4368 2449 2086 7095 2156 3813 -2743 5609 2391 2288 8958 659 4415 3392 8417 4078 1607 2782 1770 -697 604 -1145 1834 1309 1454 -834 3124 1053 1552 2200 -327 915 -289 2117 383 3797 939 1824 6542 2484 -1407 2643 2667 170 796 2203 3967 4183 1155 775 2892 1809 136 -55 1450 -2619 -1092 -2024 925 703 3519 1780 -500 -1750 4471 1303 2070 4060 2026 3784 893 3081 2675 6802 1372 1787 3386 4926 1813 2270 4781 2105 2484 1402 2314 3135 2126 3647 4376 5520 3047 1003 3906 -2475 4000 1437 2927 1601 4887 3568 3653 4266 2646 1588 2608 878 2580 3414 9144 6342 4268 432 2547 3537 4213 4865 2419 3780 3603 6149 2092 4351 2507 6515 2265 4835 2363 2973 6302 473 2748 3414 4097 5022 3077 3941 2682 2365 8419 2146 5990 1961 4946 3106 2038 2600 3977 4182 4536 2674 1534 2836 3113 3523 3611 -722 2524 1347 5007 970 4561 5424 3947 2496 2450 5317 3710 2238 3957 2960 931 3902 3108 3622 82 3527 3473 5220 4641 3849 3466 1235 4001 3762 1759 2411 4970 2464 4068 1174 4313 2352 4240 3064 2823 4173 4910 4813 3889 4234 4662 3382 3665 4989 3626 4558 2526 2102 7657 3652 2453 2249 3439 2618 2001 3717 2758 -515 1883 489 1735 4936 5254 3649 3587 4604 3225 2752 3395 5627 4473 3124 4004 2454 3314 3604 3766 5053 4393 -2153 4456 3531 4545 4563 4253 275 2465 3332 4903 2675 3359 2087 3600 2531 2995 3623 2872 -897 2495 -81 3100 9866 3937 3144 1182 2209 3269 4886 2578 4949 4041 1779 2083 3649 4478 3775 2735 3310 3397 2693 3864 5904 1993 1887 2796 1809 3770 3549 4424 2951 4263 3338 2010 3592 2670 4831 2352 1532 3063 4540 1126 3828 2179 1622 4590 2290 1203 2208 3313 -164 3540 3040 2384 -989 2659 1064 3394 1506 2384 1372 1354 4303 5775 4207 4954 6298 4313 2318 4060 2728 -104 4975 1855 8030 4083 2102 5742 2356 3914 4183 3565 3660 2927 875 4286 -1105 457 5157 3533 5309 12542 1737 -2410 2496 4669 6442 4582 3518 4916 5964 1699 2448 4134 4339 3754 2460 3003 2303 4512 3384 3913 4298 3009 3325 485 2888 3872 3210 3146 4199 1289 3910 1861 3985 1196 5418 1988 48 39 3093 4549 2639 2313 5728 3355 4730 5467 3292 4317 3311 65248 6172 1511 2273 4986 5443 5725 6631 4302 6244 5384 6805 10534 11706 5788 10138 5981 2607 5991 3315 7145 6152 7689 3808 4277 3765 5643 2654 2369 4959 5822 5609 5053 5057 2013 4193 1674 5936 3549 5975 6130 3115 6111 3731 7607 5006 5806 5053 4340 4728 4171 5409 3910 4123 2992 3862 4805 7091 4939 3736 4146 5365 2165 4210 8500 2505 5589 4970 2803 3935 4363 3807 7782 5260 4344 2073 3969 5297 6830 8303 5814 1779 5688 5679 -533 4191 8243 4962 5252 5113 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616 594 629 637 617 620 626 639 591 619 608 628 605 639 622 616 634 620 639 626 653 629 647 640 616 632 636 630 616 619 625 612 641 626 634 632 634 638 639 638 636 638 632 636 640 641 647 635 629 622 628 629 640 645 641 631 634 628 624 617 612 619 629 625 624 634 623 634 633 638 639 635 632 614 618 621 617 617 626 625 625 629 622 626 624 621 623 622 626 625 627 632 632 631 627 626 615 616 614 619 614 620 622 623 617 620 616 615 611 609 613 608 614 617 616 613 615 614 618 626 615 614 614 613 612 612 613 618 621 622 623 624 623 623 622 625 620 621 626 623 622 618 620 619 619 618 615 615 615 614 613 607 615 617 621 624 624 626 625 627 625 625 625 615 615 614 619 618 618 617 617 611 617 618 621 617 618 618 615 614 617 618 617 620 619 617 615 611 612 615 618 620 621 624 622 619 620 624 621 625 624 623 616 611 607 602 612 617 620 615 613 611 606 614 617 625 626 622 618 617 622 623 630 628 623 629 624 623 623 624 631 632 634 638 636 636 632 634 630 631 631 629 631 631 631 631 637 638 639 639 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