File name: Pandora2s1_GreenbeltMD_20200911_L1_smca1c1d20200623p1-8.txt
File generation date: 20250224T173306.4Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c1d20200623p1-8
Local principal investigator: Nader Abuhassan
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 2
Spectrometer number: 1
Processing software version used: BlickP v1.8.74
Instrument operation file used: Pandora2_OF_v2d20190715.txt
Instrument calibration file used: Pandora2s1_CF_v1d20200623.txt
Level 0 file used: Pandora2s1_GreenbeltMD_20200911_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: 20200911
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: None
Nominal wavelengths [nm]: 269.6789 269.8223 269.9656 270.1089 270.2521 270.3952 270.5384 270.6814 270.8245 270.9674 271.1104 271.2533 271.3961 271.5389 271.6817 271.8244 271.9672 272.1098 272.2524 272.3950 272.5376 272.6801 272.8226 272.9651 273.1075 273.2499 273.3923 273.5347 273.6770 273.8193 273.9615 274.1038 274.2460 274.3882 274.5303 274.6725 274.8146 274.9567 275.0987 275.2407 275.3828 275.5248 275.6667 275.8087 275.9506 276.0925 276.2344 276.3762 276.5181 276.6599 276.8017 276.9434 277.0852 277.2269 277.3686 277.5103 277.6520 277.7937 277.9353 278.0769 278.2185 278.3601 278.5016 278.6432 278.7847 278.9262 279.0677 279.2091 279.3506 279.4920 279.6334 279.7748 279.9162 280.0576 280.1989 280.3402 280.4815 280.6228 280.7641 280.9054 281.0466 281.1878 281.3290 281.4702 281.6114 281.7525 281.8937 282.0348 282.1759 282.3170 282.4581 282.5991 282.7402 282.8812 283.0222 283.1632 283.3042 283.4451 283.5861 283.7270 283.8679 284.0088 284.1497 284.2906 284.4314 284.5723 284.7131 284.8539 284.9947 285.1355 285.2762 285.4170 285.5577 285.6984 285.8391 285.9798 286.1205 286.2612 286.4018 286.5425 286.6831 286.8237 286.9643 287.1049 287.2454 287.3860 287.5265 287.6671 287.8076 287.9481 288.0886 288.2290 288.3695 288.5100 288.6504 288.7908 288.9312 289.0717 289.2120 289.3524 289.4928 289.6332 289.7735 289.9138 290.0542 290.1945 290.3348 290.4751 290.6153 290.7556 290.8959 291.0361 291.1764 291.3166 291.4568 291.5970 291.7372 291.8774 292.0176 292.1578 292.2979 292.4381 292.5782 292.7184 292.8585 292.9986 293.1387 293.2788 293.4189 293.5590 293.6991 293.8392 293.9792 294.1193 294.2593 294.3994 294.5394 294.6794 294.8195 294.9595 295.0995 295.2395 295.3795 295.5195 295.6594 295.7994 295.9394 296.0793 296.2193 296.3592 296.4992 296.6391 296.7791 296.9190 297.0589 297.1988 297.3387 297.4787 297.6186 297.7585 297.8984 298.0382 298.1781 298.3180 298.4579 298.5978 298.7376 298.8775 299.0174 299.1572 299.2971 299.4369 299.5768 299.7166 299.8564 299.9963 300.1361 300.2759 300.4158 300.5556 300.6954 300.8352 300.9751 301.1149 301.2547 301.3945 301.5343 301.6741 301.8139 301.9537 302.0935 302.2333 302.3731 302.5129 302.6526 302.7924 302.9322 303.0720 303.2118 303.3515 303.4913 303.6311 303.7709 303.9106 304.0504 304.1902 304.3299 304.4697 304.6094 304.7492 304.8890 305.0287 305.1685 305.3082 305.4480 305.5877 305.7275 305.8672 306.0070 306.1467 306.2864 306.4262 306.5659 306.7057 306.8454 306.9851 307.1249 307.2646 307.4043 307.5441 307.6838 307.8235 307.9632 308.1029 308.2427 308.3824 308.5221 308.6618 308.8015 308.9412 309.0810 309.2207 309.3604 309.5001 309.6398 309.7795 309.9192 310.0589 310.1986 310.3383 310.4780 310.6176 310.7573 310.8970 311.0367 311.1764 311.3161 311.4557 311.5954 311.7351 311.8747 312.0144 312.1541 312.2937 312.4334 312.5730 312.7127 312.8523 312.9920 313.1316 313.2713 313.4109 313.5505 313.6902 313.8298 313.9694 314.1091 314.2487 314.3883 314.5279 314.6675 314.8071 314.9467 315.0863 315.2259 315.3655 315.5051 315.6446 315.7842 315.9238 316.0634 316.2029 316.3425 316.4820 316.6216 316.7611 316.9007 317.0402 317.1797 317.3193 317.4588 317.5983 317.7378 317.8773 318.0168 318.1563 318.2958 318.4353 318.5747 318.7142 318.8537 318.9931 319.1326 319.2720 319.4115 319.5509 319.6903 319.8298 319.9692 320.1086 320.2480 320.3874 320.5268 320.6662 320.8055 320.9449 321.0843 321.2236 321.3630 321.5023 321.6417 321.7810 321.9203 322.0596 322.1989 322.3382 322.4775 322.6168 322.7560 322.8953 323.0346 323.1738 323.3130 323.4523 323.5915 323.7307 323.8699 324.0091 324.1483 324.2875 324.4267 324.5658 324.7050 324.8441 324.9832 325.1224 325.2615 325.4006 325.5397 325.6788 325.8179 325.9569 326.0960 326.2350 326.3741 326.5131 326.6521 326.7911 326.9301 327.0691 327.2081 327.3471 327.4860 327.6250 327.7639 327.9028 328.0417 328.1807 328.3195 328.4584 328.5973 328.7362 328.8750 329.0139 329.1527 329.2915 329.4303 329.5691 329.7079 329.8467 329.9854 330.1242 330.2629 330.4017 330.5404 330.6791 330.8178 330.9564 331.0951 331.2338 331.3724 331.5111 331.6497 331.7883 331.9269 332.0655 332.2040 332.3426 332.4812 332.6197 332.7582 332.8967 333.0352 333.1737 333.3122 333.4507 333.5891 333.7276 333.8660 334.0044 334.1428 334.2812 334.4196 334.5579 334.6963 334.8346 334.9729 335.1112 335.2495 335.3878 335.5261 335.6644 335.8026 335.9408 336.0791 336.2173 336.3555 336.4936 336.6318 336.7700 336.9081 337.0462 337.1844 337.3225 337.4606 337.5986 337.7367 337.8747 338.0128 338.1508 338.2888 338.4268 338.5648 338.7028 338.8407 338.9787 339.1166 339.2545 339.3924 339.5303 339.6682 339.8060 339.9439 340.0817 340.2195 340.3573 340.4951 340.6329 340.7707 340.9084 341.0462 341.1839 341.3216 341.4593 341.5970 341.7347 341.8723 342.0100 342.1476 342.2852 342.4228 342.5604 342.6980 342.8355 342.9731 343.1106 343.2481 343.3856 343.5231 343.6606 343.7981 343.9355 344.0730 344.2104 344.3478 344.4852 344.6226 344.7599 344.8973 345.0346 345.1720 345.3093 345.4466 345.5839 345.7212 345.8584 345.9957 346.1329 346.2701 346.4073 346.5445 346.6817 346.8189 346.9560 347.0931 347.2303 347.3674 347.5045 347.6416 347.7786 347.9157 348.0527 348.1898 348.3268 348.4638 348.6008 348.7377 348.8747 349.0116 349.1486 349.2855 349.4224 349.5593 349.6962 349.8330 349.9699 350.1067 350.2436 350.3804 350.5172 350.6539 350.7907 350.9275 351.0642 351.2010 351.3377 351.4744 351.6111 351.7477 351.8844 352.0211 352.1577 352.2943 352.4309 352.5675 352.7041 352.8407 352.9772 353.1138 353.2503 353.3868 353.5233 353.6598 353.7963 353.9328 354.0692 354.2057 354.3421 354.4785 354.6149 354.7513 354.8876 355.0240 355.1603 355.2967 355.4330 355.5693 355.7056 355.8419 355.9781 356.1144 356.2506 356.3868 356.5231 356.6593 356.7954 356.9316 357.0678 357.2039 357.3401 357.4762 357.6123 357.7484 357.8845 358.0205 358.1566 358.2926 358.4286 358.5647 358.7007 358.8367 358.9726 359.1086 359.2445 359.3805 359.5164 359.6523 359.7882 359.9241 360.0600 360.1958 360.3317 360.4675 360.6033 360.7391 360.8749 361.0107 361.1465 361.2822 361.4180 361.5537 361.6894 361.8251 361.9608 362.0965 362.2321 362.3678 362.5034 362.6390 362.7746 362.9102 363.0458 363.1814 363.3169 363.4525 363.5880 363.7235 363.8590 363.9945 364.1300 364.2655 364.4009 364.5364 364.6718 364.8072 364.9426 365.0780 365.2134 365.3487 365.4841 365.6194 365.7547 365.8900 366.0253 366.1606 366.2959 366.4312 366.5664 366.7016 366.8368 366.9720 367.1072 367.2424 367.3776 367.5127 367.6479 367.7830 367.9181 368.0532 368.1883 368.3233 368.4584 368.5935 368.7285 368.8635 368.9985 369.1335 369.2685 369.4034 369.5384 369.6733 369.8083 369.9432 370.0781 370.2130 370.3478 370.4827 370.6175 370.7524 370.8872 371.0220 371.1568 371.2916 371.4263 371.5611 371.6958 371.8305 371.9653 372.1000 372.2346 372.3693 372.5040 372.6386 372.7732 372.9079 373.0425 373.1771 373.3116 373.4462 373.5807 373.7153 373.8498 373.9843 374.1188 374.2533 374.3878 374.5222 374.6567 374.7911 374.9255 375.0599 375.1943 375.3287 375.4630 375.5974 375.7317 375.8660 376.0003 376.1346 376.2689 376.4032 376.5374 376.6716 376.8059 376.9401 377.0743 377.2085 377.3426 377.4768 377.6109 377.7450 377.8792 378.0133 378.1473 378.2814 378.4155 378.5495 378.6835 378.8176 378.9516 379.0856 379.2195 379.3535 379.4874 379.6214 379.7553 379.8892 380.0231 380.1570 380.2908 380.4247 380.5585 380.6923 380.8261 380.9599 381.0937 381.2275 381.3612 381.4950 381.6287 381.7624 381.8961 382.0298 382.1634 382.2971 382.4307 382.5644 382.6980 382.8316 382.9651 383.0987 383.2323 383.3658 383.4993 383.6329 383.7664 383.8998 384.0333 384.1668 384.3002 384.4336 384.5670 384.7004 384.8338 384.9672 385.1006 385.2339 385.3672 385.5005 385.6338 385.7671 385.9004 386.0337 386.1669 386.3001 386.4333 386.5665 386.6997 386.8329 386.9661 387.0992 387.2323 387.3654 387.4986 387.6316 387.7647 387.8978 388.0308 388.1638 388.2969 388.4299 388.5628 388.6958 388.8288 388.9617 389.0947 389.2276 389.3605 389.4934 389.6262 389.7591 389.8919 390.0248 390.1576 390.2904 390.4232 390.5559 390.6887 390.8214 390.9542 391.0869 391.2196 391.3523 391.4849 391.6176 391.7502 391.8829 392.0155 392.1481 392.2807 392.4133 392.5458 392.6784 392.8109 392.9434 393.0759 393.2084 393.3409 393.4733 393.6058 393.7382 393.8706 394.0030 394.1354 394.2678 394.4001 394.5325 394.6648 394.7971 394.9294 395.0617 395.1940 395.3262 395.4585 395.5907 395.7229 395.8551 395.9873 396.1195 396.2516 396.3838 396.5159 396.6480 396.7801 396.9122 397.0443 397.1763 397.3084 397.4404 397.5724 397.7044 397.8364 397.9684 398.1003 398.2323 398.3642 398.4961 398.6280 398.7599 398.8918 399.0236 399.1555 399.2873 399.4191 399.5509 399.6827 399.8145 399.9463 400.0780 400.2097 400.3415 400.4732 400.6048 400.7365 400.8682 400.9998 401.1315 401.2631 401.3947 401.5263 401.6578 401.7894 401.9209 402.0525 402.1840 402.3155 402.4470 402.5785 402.7099 402.8414 402.9728 403.1042 403.2356 403.3670 403.4984 403.6297 403.7611 403.8924 404.0237 404.1550 404.2863 404.4176 404.5489 404.6801 404.8114 404.9426 405.0738 405.2050 405.3362 405.4673 405.5985 405.7296 405.8607 405.9918 406.1229 406.2540 406.3851 406.5161 406.6472 406.7782 406.9092 407.0402 407.1712 407.3021 407.4331 407.5640 407.6949 407.8258 407.9567 408.0876 408.2185 408.3493 408.4802 408.6110 408.7418 408.8726 409.0034 409.1342 409.2649 409.3957 409.5264 409.6571 409.7878 409.9185 410.0491 410.1798 410.3104 410.4411 410.5717 410.7023 410.8329 410.9634 411.0940 411.2245 411.3551 411.4856 411.6161 411.7466 411.8770 412.0075 412.1379 412.2684 412.3988 412.5292 412.6596 412.7899 412.9203 413.0506 413.1810 413.3113 413.4416 413.5719 413.7021 413.8324 413.9626 414.0929 414.2231 414.3533 414.4835 414.6137 414.7438 414.8740 415.0041 415.1342 415.2643 415.3944 415.5245 415.6545 415.7846 415.9146 416.0446 416.1746 416.3046 416.4346 416.5645 416.6945 416.8244 416.9543 417.0842 417.2141 417.3440 417.4739 417.6037 417.7335 417.8633 417.9932 418.1229 418.2527 418.3825 418.5122 418.6419 418.7717 418.9014 419.0310 419.1607 419.2904 419.4200 419.5497 419.6793 419.8089 419.9385 420.0680 420.1976 420.3271 420.4566 420.5862 420.7157 420.8451 420.9746 421.1041 421.2335 421.3629 421.4923 421.6217 421.7511 421.8805 422.0098 422.1392 422.2685 422.3978 422.5271 422.6564 422.7857 422.9149 423.0441 423.1734 423.3026 423.4318 423.5609 423.6901 423.8193 423.9484 424.0775 424.2066 424.3357 424.4648 424.5938 424.7229 424.8519 424.9809 425.1099 425.2389 425.3679 425.4968 425.6258 425.7547 425.8836 426.0125 426.1414 426.2703 426.3991 426.5280 426.6568 426.7856 426.9144 427.0432 427.1719 427.3007 427.4294 427.5581 427.6868 427.8155 427.9442 428.0728 428.2015 428.3301 428.4587 428.5873 428.7159 428.8445 428.9730 429.1016 429.2301 429.3586 429.4871 429.6156 429.7440 429.8725 430.0009 430.1293 430.2577 430.3861 430.5145 430.6428 430.7712 430.8995 431.0278 431.1561 431.2844 431.4126 431.5409 431.6691 431.7973 431.9255 432.0537 432.1819 432.3101 432.4382 432.5663 432.6944 432.8225 432.9506 433.0787 433.2067 433.3348 433.4628 433.5908 433.7188 433.8468 433.9747 434.1027 434.2306 434.3585 434.4864 434.6143 434.7421 434.8700 434.9978 435.1256 435.2534 435.3812 435.5090 435.6368 435.7645 435.8922 436.0199 436.1476 436.2753 436.4030 436.5306 436.6583 436.7859 436.9135 437.0411 437.1686 437.2962 437.4237 437.5513 437.6788 437.8063 437.9337 438.0612 438.1886 438.3161 438.4435 438.5709 438.6983 438.8256 438.9530 439.0803 439.2076 439.3350 439.4622 439.5895 439.7168 439.8440 439.9712 440.0985 440.2257 440.3528 440.4800 440.6072 440.7343 440.8614 440.9885 441.1156 441.2427 441.3697 441.4968 441.6238 441.7508 441.8778 442.0048 442.1317 442.2587 442.3856 442.5125 442.6394 442.7663 442.8932 443.0200 443.1469 443.2737 443.4005 443.5273 443.6540 443.7808 443.9075 444.0343 444.1610 444.2877 444.4144 444.5410 444.6677 444.7943 444.9209 445.0475 445.1741 445.3007 445.4272 445.5538 445.6803 445.8068 445.9333 446.0598 446.1862 446.3127 446.4391 446.5655 446.6919 446.8183 446.9447 447.0710 447.1973 447.3237 447.4500 447.5763 447.7025 447.8288 447.9550 448.0813 448.2075 448.3337 448.4598 448.5860 448.7121 448.8383 448.9644 449.0905 449.2166 449.3426 449.4687 449.5947 449.7208 449.8468 449.9728 450.0987 450.2247 450.3506 450.4766 450.6025 450.7284 450.8543 450.9801 451.1060 451.2318 451.3576 451.4834 451.6092 451.7350 451.8608 451.9865 452.1122 452.2379 452.3636 452.4893 452.6150 452.7406 452.8663 452.9919 453.1175 453.2431 453.3686 453.4942 453.6197 453.7453 453.8708 453.9963 454.1217 454.2472 454.3726 454.4981 454.6235 454.7489 454.8743 454.9997 455.1250 455.2503 455.3757 455.5010 455.6263 455.7515 455.8768 456.0021 456.1273 456.2525 456.3777 456.5029 456.6281 456.7532 456.8783 457.0035 457.1286 457.2537 457.3787 457.5038 457.6288 457.7539 457.8789 458.0039 458.1289 458.2538 458.3788 458.5037 458.6287 458.7536 458.8785 459.0033 459.1282 459.2530 459.3779 459.5027 459.6275 459.7523 459.8770 460.0018 460.1265 460.2512 460.3759 460.5006 460.6253 460.7500 460.8746 460.9992 461.1239 461.2485 461.3730 461.4976 461.6222 461.7467 461.8712 461.9957 462.1202 462.2447 462.3692 462.4936 462.6180 462.7424 462.8668 462.9912 463.1156 463.2399 463.3643 463.4886 463.6129 463.7372 463.8615 463.9857 464.1100 464.2342 464.3584 464.4826 464.6068 464.7310 464.8551 464.9792 465.1034 465.2275 465.3516 465.4756 465.5997 465.7237 465.8478 465.9718 466.0958 466.2197 466.3437 466.4677 466.5916 466.7155 466.8394 466.9633 467.0872 467.2110 467.3349 467.4587 467.5825 467.7063 467.8301 467.9538 468.0776 468.2013 468.3250 468.4487 468.5724 468.6961 468.8197 468.9434 469.0670 469.1906 469.3142 469.4378 469.5613 469.6849 469.8084 469.9319 470.0554 470.1789 470.3024 470.4258 470.5492 470.6727 470.7961 470.9194 471.0428 471.1662 471.2895 471.4128 471.5361 471.6594 471.7827 471.9060 472.0292 472.1524 472.2757 472.3989 472.5220 472.6452 472.7683 472.8915 473.0146 473.1377 473.2608 473.3838 473.5069 473.6299 473.7530 473.8760 473.9990 474.1219 474.2449 474.3678 474.4908 474.6137 474.7366 474.8594 474.9823 475.1051 475.2280 475.3508 475.4736 475.5964 475.7191 475.8419 475.9646 476.0873 476.2100 476.3327 476.4554 476.5780 476.7007 476.8233 476.9459 477.0685 477.1910 477.3136 477.4361 477.5586 477.6812 477.8036 477.9261 478.0486 478.1710 478.2934 478.4158 478.5382 478.6606 478.7830 478.9053 479.0276 479.1500 479.2722 479.3945 479.5168 479.6390 479.7613 479.8835 480.0057 480.1278 480.2500 480.3721 480.4943 480.6164 480.7385 480.8606 480.9826 481.1047 481.2267 481.3487 481.4707 481.5927 481.7147 481.8366 481.9585 482.0805 482.2024 482.3242 482.4461 482.5680 482.6898 482.8116 482.9334 483.0552 483.1770 483.2987 483.4204 483.5422 483.6639 483.7855 483.9072 484.0289 484.1505 484.2721 484.3937 484.5153 484.6369 484.7584 484.8800 485.0015 485.1230 485.2445 485.3659 485.4874 485.6088 485.7302 485.8516 485.9730 486.0944 486.2157 486.3371 486.4584 486.5797 486.7010 486.8223 486.9435 487.0647 487.1860 487.3072 487.4283 487.5495 487.6707 487.7918 487.9129 488.0340 488.1551 488.2762 488.3972 488.5183 488.6393 488.7603 488.8813 489.0023 489.1232 489.2442 489.3651 489.4860 489.6069 489.7277 489.8486 489.9694 490.0903 490.2111 490.3319 490.4526 490.5734 490.6941 490.8149 490.9356 491.0563 491.1769 491.2976 491.4182 491.5389 491.6595 491.7801 491.9006 492.0212 492.1417 492.2623 492.3828 492.5033 492.6237 492.7442 492.8647 492.9851 493.1055 493.2259 493.3463 493.4666 493.5870 493.7073 493.8276 493.9479 494.0682 494.1885 494.3087 494.4290 494.5492 494.6694 494.7896 494.9097 495.0299 495.1500 495.2701 495.3902 495.5103 495.6304 495.7505 495.8705 495.9905 496.1105 496.2305 496.3505 496.4704 496.5904 496.7103 496.8302 496.9501 497.0700 497.1899 497.3097 497.4295 497.5493 497.6691 497.7889 497.9087 498.0284 498.1482 498.2679 498.3876 498.5073 498.6269 498.7466 498.8662 498.9859 499.1055 499.2250 499.3446 499.4642 499.5837 499.7032 499.8228 499.9422 500.0617 500.1812 500.3006 500.4201 500.5395 500.6589 500.7783 500.8976 501.0170 501.1363 501.2556 501.3749 501.4942 501.6135 501.7327 501.8520 501.9712 502.0904 502.2096 502.3288 502.4479 502.5671 502.6862 502.8053 502.9244 503.0435 503.1625 503.2816 503.4006 503.5196 503.6386 503.7576 503.8766 503.9955 504.1145 504.2334 504.3523 504.4712 504.5900 504.7089 504.8277 504.9465 505.0654 505.1841 505.3029 505.4217 505.5404 505.6591 505.7778 505.8965 506.0152 506.1339 506.2525 506.3711 506.4898 506.6084 506.7269 506.8455 506.9640 507.0826 507.2011 507.3196 507.4381 507.5565 507.6750 507.7934 507.9118 508.0302 508.1486 508.2670 508.3853 508.5036 508.6220 508.7403 508.8585 508.9768 509.0951 509.2133 509.3315 509.4497 509.5679 509.6861 509.8042 509.9223 510.0405 510.1586 510.2766 510.3947 510.5128 510.6308 510.7488 510.8668 510.9848 511.1027 511.2207 511.3386 511.4565 511.5744 511.6923 511.8102 511.9280 512.0458 512.1636 512.2814 512.3992 512.5170 512.6347 512.7524 512.8701 512.9878 513.1055 513.2232 513.3408 513.4584 513.5760 513.6936 513.8112 513.9287 514.0463 514.1638 514.2813 514.3988 514.5162 514.6337 514.7511 514.8685 514.9859 515.1033 515.2206 515.3380 515.4553 515.5726 515.6899 515.8072 515.9244 516.0416 516.1589 516.2761 516.3932 516.5104 516.6276 516.7447 516.8618 516.9789 517.0960 517.2130 517.3301 517.4471 517.5641 517.6811 517.7980 517.9150 518.0319 518.1488 518.2657 518.3826 518.4995 518.6163 518.7332 518.8500 518.9668 519.0836 519.2003 519.3171 519.4338 519.5505 519.6672 519.7838 519.9005 520.0171 520.1338 520.2504 520.3669 520.4835 520.6001 520.7166 520.8331 520.9496 521.0661 521.1826 521.2990 521.4154 521.5319 521.6483 521.7646 521.8810 521.9974 522.1137 522.2300 522.3463 522.4626 522.5788 522.6951 522.8113 522.9275 523.0437 523.1599 523.2761 523.3923 523.5084 523.6245 523.7406 523.8567 523.9728 524.0888 524.2049 524.3209 524.4369 524.5529 524.6689 524.7848 524.9008 525.0167 525.1326 525.2485 525.3644 525.4803 525.5961 525.7120 525.8278 525.9436 526.0594 526.1752 526.2910 526.4067 526.5225 526.6382 526.7539 526.8696 526.9852 527.1009 527.2166 527.3322 527.4478 527.5634 527.6790 527.7946 527.9101 528.0257 528.1412 528.2567 528.3722 528.4877 528.6032 528.7186 528.8341 528.9495 529.0649 529.1803 529.2957 529.4110 529.5264 529.6417 529.7570 529.8723 529.9876 530.1029 530.2181 530.3334 530.4486 530.5638 530.6790 530.7941 530.9093 531.0244 531.1395 531.2546 531.3697 531.4847 531.5998 531.7148 531.8298 531.9448 532.0597 532.1746 532.2895 532.4044 532.5193 532.6341 532.7489 532.8637 532.9785 533.0932 533.2079 533.3226 533.4372 533.5519 533.6665 533.7810 533.8955 534.0100 534.1245 534.2389 534.3533 534.4677 534.5820 534.6963 534.8105 534.9247 535.0389 535.1530 535.2670 535.3810 535.4950 535.6089
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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: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 51: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 52: 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 53: 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 54: 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 55: 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 56: 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 57: 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 58: 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 59: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 60: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 61: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 62: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 63: Mean wavelength correction applied [%], -9=no wavelength correction
Column 64: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 65: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 66: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 67: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 68: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 69: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 70: Temperature at electronics board [°C], 999=no temperature signal
Column 71: Spectrometer control temperature [°C], 999=no temperature signal
Column 72: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 73: Temperature in head sensor [°C], 999=no temperature signal
Column 74: Azimuth motor temperature [°C], 999=no temperature signal
Column 75: Humidity in head sensor [%], -9=no humidity signal
Column 76: Pressure in head sensor [hPa], -9=no pressure signal
Column 77: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 78: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 79: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 80-2127: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2128-4175: 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 4176-6223: 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 20200911T050622.0Z 7559.212755 2 1 48.01 3 4000.000 12 3 0 1 1 0.00 2 0.00 2 -1.00 507 1 11 32 0 20.66 672 0 0 1259 5.687e+02 4.300e+00 5.903e+02 7.171e+00 10 6.921e+01 5.360e+01 5.165e+00 6.928e+01 3.370e+00 105 0 0 145 1.55e+02 5.113e-21 7.841e-21 3.041e+01 8.925e-01 3.494e+03 4.097e-01 1 43.41 -1.00 48.90 -1.00 72.31 -1.00 47.60 24.44 0 5.819e-01 1738 -9 -9.00 -9.00 -9.00 -9.00 -0.00006 1.33181e-01 -4.71001e-03 24.86 20.00 20.66 28.37 999.00 21.2 1006.36 5.320e+10 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 0 147 92 183 50 42 35 -40 -63 91 -42 -33 -54 -30 12 -27 -64 -75 -19 -38 -27 85 40 25 15 49 -25 8 90 88 11 8 -43 -102 28 40 -11 -58 -33 44 -32 14 96 24 74 41 -59 -9 24 45 17 -21 82 -80 -27 42 -35 -17 -8 60 166 -51 113 29 -7 -48 -23 -16 -31 -44 37 58 -238 -55 -30 177 -21 -21 62 50 -49 133 -41 -101 117 85 -14 -2 -33 -41 39 38 -52 -17 -53 -23 52 -18 -3 -25 -31 -9 61 -50 -4 -50 -82 24 -36 42 -34 -38 -58 -5 180 22 -77 22 -104 -54 -24 100 -63 3 -67 -63 -51 -24 -79 -11 -81 -39 -88 42 -2 -30 -38 1 -34 -75 -86 -2 108 -63 -50 -46 106 160 -80 -35 -45 -50 111 10 -1 12 -49 -55 280 236 -33 -43 -41 -49 107 44 -55 -28 41 149 32 -25 -30 -34 -41 -31 -66 -29 -8 -47 337 -51 -3 -34 4 -47 77 -2 83 -30 -43 180 -63 -24 -61 28 10 160 11 -82 -42 34 12 -29 -36 -67 -22 -28 -52 -39 74 -32 -13 215 -56 32 106 -70 -21 -62 47 4 -63 -13 -49 -34 -69 45 -50 -3 19 -57 68 4 -65 106 89 17 45 -45 -16 42 114 174 36 -24 34 -21 -26 59 -65 -38 33 -55 94 -56 -40 -36 -48 -30 -77 -32 -69 -41 -78 3 -61 16 54 -19 -28 55 159 -12 -41 64 -55 98 -68 -72 141 -87 -33 6 -45 -37 46 -10 -42 13 -60 -11 22 60 -31 -89 61 38 61 110 -28 -38 53 -60 -31 45 -33 -41 46 -13 52 92 -24 28 99 -50 -33 -35 -36 -116 -47 31 64 -40 -39 -34 58 -32 -60 45 26 64 -89 245 45 35 -42 -94 -12 -63 3 -24 -77 -30 -41 5 180 -68 -41 -46 299 -25 -62 -27 183 108 -95 131 54 34 -42 49 -7 -40 -84 -46 102 8 15 55 119 213 -93 46 -50 -63 177 -28 60 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48 87 97 160 -41 23 154 135 -23 1 103 -22 242 -45 63 52 -20 -18 46 97 -8 -51 53 97 -71 193 126 -7 79 127 107 -74 -59 18 164 -59 166 -55 154 12 180 207 -16 178 -47 21 22 126 118 115 186 -66 22 65 -75 71 -18 -43 -46 19 146 -84 -8 -14 134 41 186 74 215 162 -1 -33 79 94 -18 -21 73 152 28 -91 259 -53 80 99 -27 62 51 115 -69 -34 180 78 119 -47 -31 203 140 57 12 155 42 105 -33 -69 -45 78 83 28 247 88 21 10 22 -29 -26 -56 77 -59 -50 -39 -88 -44 17 -58 70 52 80 307 271 72 187 152 145 -46 246 -37 32 124 43 108 92 117 -11 35 -51 107 125 -39 173 39 -100 -9 21 158 -77 -93 -40 -71 -9 243 103 91 -44 200 259 -48 132 187 85 34 114 193 61 90 -32 132 -1 213 -35 241 128 5 112 -32 17 79 186 96 342 152 133 194 85 -49 -14 76 109 177 114 21 139 134 266 -40 82 -32 163 189 -31 292 -80 210 335 23 157 99 56 -37 100 7 -102 22 232 233 211 -34 -50 -33 2 315 249 -63 204 177 -53 -48 168 -44 167 151 220 254 216 123 79 127 140 165 72 24 267 370 427 138 -45 63 17 116 -31 51 27 70 177 120 188 60 46 48 172 18 -45 266 89 173 91 270 -18 111 51 35 105 44 -30 300 108 90 0 121 90 33 248 103 155 179 211 -38 200 38 -1 185 147 -1 93 157 222 202 112 -36 132 -39 88 58 308 55 6 152 -28 63 6 -51 88 59 46 -32 64 49 10 20 163 65 -56 247 63 -48 -63 96 112 106 -49 44 93 39 187 151 142 -82 -40 -36 -14 95 9 -10 -28 81 346 15 165 6 82 13 104 -35 59 168 46 8 9 98 36 84 143 -15 122 107 -31 -7 -27 213 15 -40 245 10 139 110 215 132 68 69 -8 26 42 91 206 -53 -32 -38 -38 126 19 35 231 -1 -29 165 -59 119 143 334 8 173 29 -20 28 82 -35 133 94 -23 -39 -50 122 178 176 -30 91 -15 144 190 122 -41 152 95 208 213 224 -7 283 -7 18 103 -2 -46 -48 -21 306 164 41 36 -33 30 106 47 -60 120 34 137 -11 52 146 -53 73 -24 28 -56 -44 69 15 -76 -46 -56 -52 -25 4 -11 -46 -14 -41 -105 168 80 30 16 -23 4 -13 36 86 -15 244 -82 117 96 49 143 -19 169 -52 131 15 239 14 43 -89 240 162 -9 21 5 -42 -69 100 -40 -51 118 282 -53 -29 -99 6 15 232 -72 51 -64 -125 131 506 -8 -5 61 49 170 84 -64 350 2 -57 -124 15 94 -31 36 -60 -29 -79 90 77 28 -26 -47 144 106 55 243 -43 19 -8 152 23 11 174 128 28 -85 202 -43 -45 46 158 20 -36 -65 42 -115 -33 -53 8 33 184 -50 -48 -44 288 135 70 26 -62 -63 -62 208 -99 93 -73 -46 -56 -89 34 176 131 202 41 145 -2 106 179 -55 75 -35 -34 -50 21 65 -30 -94 -76 189 -44 -96 -75 116 -68 169 -66 -45 227 115 -43 -29 224 -32 32 -53 44 -65 -50 106 21 -64 -105 -17 146 197 -59 113 -10 -63 -38 -27 68 -53 139 0 28 -57 -27 -48 340 -79 33 -34 148 -12 -33 -66 40 20 -30 76 79 123 -60 167 6 -60 109 16 96 51 -9 -3 61 -11 -17 -77 -27 -38 92 234 -94 184 -48 92 -45 44 -73 10 60 86 -36 -4 -33 -4 -20 -64 130 -73 38 -54 30 3 3 -79 -20 -106 26 19 -44 -59 -19 -36 75 9 -42 -71 -7 -19 209 -63 -77 180 0 -60 -26 89 112 13 12 215 10 40 143 -25 -35 113 1 -14 144 68 -37 40 201 -27 79 165 -16 -71 93 -77 51 -13 61 228 -56 -75 12 -5 -28 -43 269 -29 -21 -45 -27 88 99 -40 132 -9 24 111 -63 120 112 -61 -24 -13 -30 181 -55 -11 3 139 53 -12 66 -67 74 1 -65 -38 -1 -48 110 -72 20 -65 120 -50 -70 -33 -35 -34 -43 56 62 -41 101 -27 -24 113 -65 -37 -74 70 40 -43 166 52 47 27 29 -46 -17 -69 43 10 120 51 99 2 -69 -49 13 61 18 -48 7 -76 40 14 12 -66 45 89 63 63 22 2 91 -74 169 73 -41 -42 -21 -18 -104 18 24 -38 274 235 -27 -18 -31 14 190 46 135 -14 52 48 143 48 20 414 265 154 122 268 -17 70 210 465 276 -52 178 78 -46 125 188 83 108 149 12 -55 122 -65 -42 -38 96 -48 -38 -58 -79 15 -24 -3 -100 -79 95 -36 123 -11 44 40 -102 -43 230 -61 -78 -23 -49 -39 -50 -79 75 7 122 -38 -55 -109 -100 -78 -45 -90 -112 -89 95 14 173 231 -24 -80 -89 -115 45 -77 -124 -56 -78 -59 -59 -29 24 183 -52 46 -111 -41 -114 92 -41 -69 192 -60 75 66 11 70 -53 73 97 59 84 -49 -49 -46 -66 124 237 29 76 -57 331 139 83 132 204 152 12 30 215 -37 30 44 112 192 -32 -32 14 -38 -69 -58 21 -88 75 -45 118 69 -42 -98 4 3 234 -45 -55 -63 -2 26 70 147 -39 -41 62 94 -79 121 -72 357 -134 -113 -36 22 -81 -98 61 -84 -123 -69 71 -85 27 -76 -74 -106 -89 134 -97 -80 -43 -77 -149 -43 -83 43 -115 22 -34 -61 -61 -84 -62 -63 -33 -95 218 -85 295 236 149 95 -108 -49 263 165 -43 -2 -134 -78 -94 111 2 -28 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16843 17014 17389 17590 17601 17392 17153 16943 16756 16506 16317 16375 16609 16879 17335 17646 17710 17787 17710 17758 17808 17839 17804 17701 17338 16762 16347 16197 16589 16919 17623 18003 17812 17648 17415 17147 17185 17131 17359 17547 17675 17872 17748 17538 17220 16919 16571 16033 15735 15723 15999 16431 17068 17204 17222 17185 17269 17274 17282 17469 17241 16930 16721 16481 16353 16203 16011 15810 16115 16335 16456 16514 16342 15922 15765 15678 15692 15827 15891 16024 16230 16359 16471 16567 16500 16487 16524 16717 16962 17135 17022 16773 16412 16012 15639 15281 15137 15180 15624 16070 16852 17033 16994 16701 16469 16420 16550 16811 17207 17254 17304 17443 17480 17615 17597 17497 17113 16909 16667 16482 16628 16751 16631 16642 16683 16721 16624 16481 16173 15924 15784 15938 16134 16453 16784 16864 17087 17319 17354 17344 17505 17405 17241 16945 16475 16209 16213 16429 16839 16954 17105 16980 16818 16591 16642 16702 16967 17191 17349 17579 17596 17556 17697 17543 17340 17057 16633 16389 16367 16370 16282 16475 16624 16651 16680 16883 16844 16605 16389 16097 16034 15894 15931 16124 16280 16249 16268 16415 16409 16518 16491 16590 16556 16577 16819 16950 17064 17169 16911 16651 16097 15420 14605 13803 13461 13249 13247 13183 13375 13906 14772 15544 16444 16795 16497 15691 14694 13750 13535 13854 14607 15455 16104 16235 16019 15864 15798 15907 16139 16449 16555 16792 16989 16909 16684 16353 16018 15955 15761 15879 16371 16660 17037 17033 16842 16586 16594 16577 16951 17116 17281 17019 16664 16119 15584 15479 15668 15940 16225 16347 16304 16396 16428 16813 17180 17323 17472 17375 17342 17365 17202 17106 17213 17050 16838 16771 16807 16828 16886 17093 17165 17351 17315 17252 16787 16209 15548 14978 14664 14654 14450 14358 14639 14917 15275 15558 15890 16310 16574 16900 16890 16799 16579 16425 16369 16738 17135 17406 17700 17793 17735 17849 17646 17331 17013 16706 16456 16405 16506 16611 17055 17181 17417 17494 17595 17589 17651 17704 17756 17665 17509 17372 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