File name: Pandora17s1_Busan_20160822_L1_smca1c2d20160407p1-8.txt
File generation date: 20250303T222653.9Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c2d20160407p1-8
Local principal investigator: Nader Abuhassan
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 17
Spectrometer number: 1
Processing software version used: BlickP v1.8.74
Instrument operation file used: Pandora17_OF_v1d20160305.txt
Instrument calibration file used: Pandora17s1_CF_v2d20160407.txt
Level 0 file used: Pandora17s1_Busan_20160822_L0.txt
Full location name: Busan/South Korea
Short location name: Busan
Country of location: South Korea
Location latitude [deg]: 35.2353
Location longitude [deg]: 129.0825
Location altitude [m]: 228
Local noon date: 20160822
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are dark map for dark correction (replaced by immediate dark method), latency correction, radiometric temperature correction, matrix method stray light correction (replaced by simple method)
Data caveats: Based on session 1 analab for fieldcal
Nominal wavelengths [nm]: 272.8840 273.0283 273.1727 273.3170 273.4613 273.6057 273.7500 273.8942 274.0385 274.1828 274.3270 274.4713 274.6155 274.7598 274.9040 275.0482 275.1924 275.3365 275.4807 275.6248 275.7690 275.9131 276.0572 276.2013 276.3454 276.4895 276.6336 276.7777 276.9217 277.0657 277.2098 277.3538 277.4978 277.6418 277.7857 277.9297 278.0736 278.2176 278.3615 278.5054 278.6493 278.7932 278.9371 279.0809 279.2248 279.3686 279.5124 279.6563 279.8000 279.9438 280.0876 280.2314 280.3751 280.5188 280.6626 280.8063 280.9500 281.0936 281.2373 281.3810 281.5246 281.6682 281.8118 281.9554 282.0990 282.2426 282.3862 282.5297 282.6733 282.8168 282.9603 283.1038 283.2473 283.3907 283.5342 283.6776 283.8210 283.9645 284.1078 284.2512 284.3946 284.5380 284.6813 284.8246 284.9680 285.1113 285.2545 285.3978 285.5411 285.6843 285.8276 285.9708 286.1140 286.2572 286.4004 286.5435 286.6867 286.8298 286.9729 287.1160 287.2591 287.4022 287.5453 287.6883 287.8314 287.9744 288.1174 288.2604 288.4034 288.5464 288.6893 288.8323 288.9752 289.1181 289.2610 289.4039 289.5467 289.6896 289.8324 289.9753 290.1181 290.2609 290.4037 290.5464 290.6892 290.8319 290.9747 291.1174 291.2601 291.4028 291.5454 291.6881 291.8307 291.9734 292.1160 292.2586 292.4012 292.5437 292.6863 292.8288 292.9714 293.1139 293.2564 293.3989 293.5413 293.6838 293.8262 293.9687 294.1111 294.2535 294.3959 294.5383 294.6806 294.8230 294.9653 295.1076 295.2499 295.3922 295.5345 295.6767 295.8190 295.9612 296.1034 296.2456 296.3878 296.5300 296.6721 296.8143 296.9564 297.0985 297.2406 297.3827 297.5248 297.6669 297.8089 297.9510 298.0930 298.2350 298.3770 298.5189 298.6609 298.8029 298.9448 299.0867 299.2286 299.3705 299.5124 299.6542 299.7961 299.9379 300.0798 300.2216 300.3634 300.5051 300.6469 300.7886 300.9304 301.0721 301.2138 301.3555 301.4972 301.6389 301.7805 301.9222 302.0638 302.2054 302.3470 302.4886 302.6301 302.7717 302.9132 303.0548 303.1963 303.3378 303.4793 303.6207 303.7622 303.9037 304.0451 304.1865 304.3279 304.4693 304.6107 304.7520 304.8934 305.0347 305.1760 305.3174 305.4586 305.5999 305.7412 305.8824 306.0237 306.1649 306.3061 306.4473 306.5885 306.7297 306.8708 307.0120 307.1531 307.2942 307.4353 307.5764 307.7175 307.8586 307.9996 308.1406 308.2817 308.4227 308.5637 308.7047 308.8456 308.9866 309.1275 309.2684 309.4094 309.5503 309.6911 309.8320 309.9729 310.1137 310.2546 310.3954 310.5362 310.6770 310.8178 310.9585 311.0993 311.2400 311.3808 311.5215 311.6622 311.8029 311.9435 312.0842 312.2248 312.3655 312.5061 312.6467 312.7873 312.9279 313.0685 313.2090 313.3496 313.4901 313.6306 313.7711 313.9116 314.0521 314.1925 314.3330 314.4734 314.6139 314.7543 314.8947 315.0351 315.1754 315.3158 315.4561 315.5965 315.7368 315.8771 316.0174 316.1577 316.2979 316.4382 316.5784 316.7187 316.8589 316.9991 317.1393 317.2795 317.4196 317.5598 317.6999 317.8401 317.9802 318.1203 318.2604 318.4005 318.5405 318.6806 318.8206 318.9606 319.1007 319.2407 319.3806 319.5206 319.6606 319.8005 319.9405 320.0804 320.2203 320.3602 320.5001 320.6400 320.7798 320.9197 321.0595 321.1994 321.3392 321.4790 321.6188 321.7585 321.8983 322.0380 322.1778 322.3175 322.4572 322.5969 322.7366 322.8763 323.0159 323.1556 323.2952 323.4348 323.5745 323.7141 323.8536 323.9932 324.1328 324.2723 324.4119 324.5514 324.6909 324.8304 324.9699 325.1094 325.2488 325.3883 325.5277 325.6672 325.8066 325.9460 326.0854 326.2248 326.3641 326.5035 326.6428 326.7821 326.9215 327.0608 327.2001 327.3393 327.4786 327.6179 327.7571 327.8963 328.0356 328.1748 328.3140 328.4531 328.5923 328.7315 328.8706 329.0097 329.1489 329.2880 329.4271 329.5662 329.7052 329.8443 329.9833 330.1224 330.2614 330.4004 330.5394 330.6784 330.8174 330.9563 331.0953 331.2342 331.3732 331.5121 331.6510 331.7899 331.9288 332.0676 332.2065 332.3453 332.4842 332.6230 332.7618 332.9006 333.0394 333.1781 333.3169 333.4557 333.5944 333.7331 333.8718 334.0105 334.1492 334.2879 334.4265 334.5652 334.7038 334.8425 334.9811 335.1197 335.2583 335.3969 335.5354 335.6740 335.8125 335.9511 336.0896 336.2281 336.3666 336.5051 336.6435 336.7820 336.9205 337.0589 337.1973 337.3357 337.4741 337.6125 337.7509 337.8893 338.0276 338.1660 338.3043 338.4426 338.5809 338.7192 338.8575 338.9958 339.1340 339.2723 339.4105 339.5487 339.6869 339.8251 339.9633 340.1015 340.2397 340.3778 340.5159 340.6541 340.7922 340.9303 341.0684 341.2065 341.3445 341.4826 341.6206 341.7587 341.8967 342.0347 342.1727 342.3107 342.4486 342.5866 342.7246 342.8625 343.0004 343.1383 343.2762 343.4141 343.5520 343.6899 343.8277 343.9656 344.1034 344.2412 344.3790 344.5168 344.6546 344.7924 344.9301 345.0679 345.2056 345.3433 345.4810 345.6187 345.7564 345.8941 346.0317 346.1694 346.3070 346.4447 346.5823 346.7199 346.8575 346.9951 347.1326 347.2702 347.4077 347.5452 347.6828 347.8203 347.9578 348.0953 348.2327 348.3702 348.5076 348.6451 348.7825 348.9199 349.0573 349.1947 349.3321 349.4694 349.6068 349.7441 349.8814 350.0188 350.1561 350.2934 350.4306 350.5679 350.7052 350.8424 350.9796 351.1169 351.2541 351.3913 351.5284 351.6656 351.8028 351.9399 352.0770 352.2142 352.3513 352.4884 352.6255 352.7625 352.8996 353.0367 353.1737 353.3107 353.4477 353.5847 353.7217 353.8587 353.9957 354.1326 354.2696 354.4065 354.5434 354.6803 354.8172 354.9541 355.0909 355.2278 355.3646 355.5015 355.6383 355.7751 355.9119 356.0487 356.1854 356.3222 356.4590 356.5957 356.7324 356.8691 357.0058 357.1425 357.2792 357.4158 357.5525 357.6891 357.8257 357.9623 358.0989 358.2355 358.3721 358.5087 358.6452 358.7818 358.9183 359.0548 359.1913 359.3278 359.4643 359.6007 359.7372 359.8736 360.0100 360.1464 360.2828 360.4192 360.5556 360.6920 360.8283 360.9647 361.1010 361.2373 361.3736 361.5099 361.6462 361.7824 361.9187 362.0549 362.1912 362.3274 362.4636 362.5998 362.7359 362.8721 363.0082 363.1444 363.2805 363.4166 363.5527 363.6888 363.8249 363.9610 364.0970 364.2330 364.3691 364.5051 364.6411 364.7771 364.9131 365.0490 365.1850 365.3209 365.4568 365.5927 365.7286 365.8645 366.0004 366.1363 366.2721 366.4079 366.5438 366.6796 366.8154 366.9512 367.0869 367.2227 367.3584 367.4942 367.6299 367.7656 367.9013 368.0370 368.1727 368.3083 368.4440 368.5796 368.7152 368.8508 368.9864 369.1220 369.2576 369.3931 369.5286 369.6642 369.7997 369.9352 370.0707 370.2062 370.3416 370.4771 370.6125 370.7479 370.8834 371.0188 371.1541 371.2895 371.4249 371.5602 371.6956 371.8309 371.9662 372.1015 372.2368 372.3720 372.5073 372.6425 372.7778 372.9130 373.0482 373.1834 373.3185 373.4537 373.5889 373.7240 373.8591 373.9942 374.1293 374.2644 374.3995 374.5346 374.6696 374.8046 374.9397 375.0747 375.2097 375.3446 375.4796 375.6146 375.7495 375.8844 376.0193 376.1542 376.2891 376.4240 376.5589 376.6937 376.8285 376.9634 377.0982 377.2330 377.3677 377.5025 377.6373 377.7720 377.9067 378.0415 378.1762 378.3108 378.4455 378.5802 378.7148 378.8495 378.9841 379.1187 379.2533 379.3879 379.5224 379.6570 379.7915 379.9260 380.0606 380.1951 380.3295 380.4640 380.5985 380.7329 380.8673 381.0018 381.1362 381.2706 381.4049 381.5393 381.6737 381.8080 381.9423 382.0766 382.2109 382.3452 382.4795 382.6137 382.7480 382.8822 383.0164 383.1506 383.2848 383.4190 383.5531 383.6873 383.8214 383.9555 384.0896 384.2237 384.3578 384.4919 384.6259 384.7599 384.8940 385.0280 385.1620 385.2960 385.4299 385.5639 385.6978 385.8317 385.9656 386.0995 386.2334 386.3673 386.5012 386.6350 386.7688 386.9026 387.0364 387.1702 387.3040 387.4378 387.5715 387.7052 387.8390 387.9727 388.1063 388.2400 388.3737 388.5073 388.6410 388.7746 388.9082 389.0418 389.1754 389.3089 389.4425 389.5760 389.7095 389.8430 389.9765 390.1100 390.2435 390.3769 390.5104 390.6438 390.7772 390.9106 391.0440 391.1774 391.3107 391.4440 391.5774 391.7107 391.8440 391.9773 392.1105 392.2438 392.3770 392.5102 392.6435 392.7767 392.9098 393.0430 393.1762 393.3093 393.4424 393.5755 393.7086 393.8417 393.9748 394.1079 394.2409 394.3739 394.5069 394.6399 394.7729 394.9059 395.0388 395.1718 395.3047 395.4376 395.5705 395.7034 395.8363 395.9691 396.1020 396.2348 396.3676 396.5004 396.6332 396.7660 396.8987 397.0315 397.1642 397.2969 397.4296 397.5623 397.6950 397.8276 397.9603 398.0929 398.2255 398.3581 398.4907 398.6233 398.7558 398.8883 399.0209 399.1534 399.2859 399.4184 399.5508 399.6833 399.8157 399.9481 400.0806 400.2130 400.3453 400.4777 400.6101 400.7424 400.8747 401.0070 401.1393 401.2716 401.4039 401.5361 401.6683 401.8006 401.9328 402.0650 402.1971 402.3293 402.4615 402.5936 402.7257 402.8578 402.9899 403.1220 403.2540 403.3861 403.5181 403.6501 403.7821 403.9141 404.0461 404.1781 404.3100 404.4419 404.5739 404.7058 404.8376 404.9695 405.1014 405.2332 405.3650 405.4968 405.6286 405.7604 405.8922 406.0240 406.1557 406.2874 406.4191 406.5508 406.6825 406.8142 406.9458 407.0775 407.2091 407.3407 407.4723 407.6039 407.7354 407.8670 407.9985 408.1300 408.2615 408.3930 408.5245 408.6559 408.7874 408.9188 409.0502 409.1816 409.3130 409.4444 409.5757 409.7071 409.8384 409.9697 410.1010 410.2323 410.3636 410.4948 410.6261 410.7573 410.8885 411.0197 411.1509 411.2820 411.4132 411.5443 411.6754 411.8065 411.9376 412.0687 412.1998 412.3308 412.4618 412.5929 412.7239 412.8548 412.9858 413.1168 413.2477 413.3786 413.5095 413.6404 413.7713 413.9022 414.0330 414.1639 414.2947 414.4255 414.5563 414.6871 414.8178 414.9486 415.0793 415.2100 415.3407 415.4714 415.6021 415.7328 415.8634 415.9940 416.1246 416.2552 416.3858 416.5164 416.6470 416.7775 416.9080 417.0385 417.1690 417.2995 417.4300 417.5604 417.6908 417.8213 417.9517 418.0821 418.2124 418.3428 418.4731 418.6035 418.7338 418.8641 418.9944 419.1246 419.2549 419.3851 419.5154 419.6456 419.7758 419.9059 420.0361 420.1663 420.2964 420.4265 420.5566 420.6867 420.8168 420.9468 421.0769 421.2069 421.3369 421.4669 421.5969 421.7269 421.8568 421.9868 422.1167 422.2466 422.3765 422.5064 422.6363 422.7661 422.8959 423.0258 423.1556 423.2854 423.4151 423.5449 423.6746 423.8044 423.9341 424.0638 424.1935 424.3231 424.4528 424.5824 424.7121 424.8417 424.9713 425.1008 425.2304 425.3600 425.4895 425.6190 425.7485 425.8780 426.0075 426.1369 426.2664 426.3958 426.5252 426.6546 426.7840 426.9134 427.0427 427.1721 427.3014 427.4307 427.5600 427.6893 427.8185 427.9478 428.0770 428.2062 428.3354 428.4646 428.5938 428.7230 428.8521 428.9812 429.1104 429.2395 429.3685 429.4976 429.6267 429.7557 429.8847 430.0137 430.1427 430.2717 430.4007 430.5296 430.6585 430.7875 430.9164 431.0452 431.1741 431.3030 431.4318 431.5606 431.6894 431.8182 431.9470 432.0758 432.2045 432.3333 432.4620 432.5907 432.7194 432.8481 432.9767 433.1054 433.2340 433.3626 433.4912 433.6198 433.7484 433.8769 434.0055 434.1340 434.2625 434.3910 434.5195 434.6480 434.7764 434.9048 435.0333 435.1617 435.2900 435.4184 435.5468 435.6751 435.8035 435.9318 436.0601 436.1883 436.3166 436.4449 436.5731 436.7013 436.8295 436.9577 437.0859 437.2141 437.3422 437.4703 437.5985 437.7266 437.8547 437.9827 438.1108 438.2388 438.3668 438.4949 438.6229 438.7508 438.8788 439.0068 439.1347 439.2626 439.3905 439.5184 439.6463 439.7741 439.9020 440.0298 440.1576 440.2854 440.4132 440.5410 440.6687 440.7965 440.9242 441.0519 441.1796 441.3073 441.4349 441.5626 441.6902 441.8178 441.9454 442.0730 442.2006 442.3282 442.4557 442.5832 442.7107 442.8382 442.9657 443.0932 443.2206 443.3481 443.4755 443.6029 443.7303 443.8577 443.9850 444.1124 444.2397 444.3670 444.4943 444.6216 444.7489 444.8761 445.0034 445.1306 445.2578 445.3850 445.5122 445.6393 445.7665 445.8936 446.0207 446.1478 446.2749 446.4020 446.5291 446.6561 446.7831 446.9101 447.0371 447.1641 447.2911 447.4180 447.5450 447.6719 447.7988 447.9257 448.0526 448.1794 448.3063 448.4331 448.5599 448.6867 448.8135 448.9403 449.0670 449.1938 449.3205 449.4472 449.5739 449.7006 449.8272 449.9539 450.0805 450.2071 450.3338 450.4603 450.5869 450.7135 450.8400 450.9665 451.0931 451.2195 451.3460 451.4725 451.5989 451.7254 451.8518 451.9782 452.1046 452.2310 452.3573 452.4837 452.6100 452.7363 452.8626 452.9889 453.1152 453.2414 453.3677 453.4939 453.6201 453.7463 453.8725 453.9986 454.1248 454.2509 454.3770 454.5031 454.6292 454.7553 454.8813 455.0074 455.1334 455.2594 455.3854 455.5114 455.6374 455.7633 455.8892 456.0152 456.1411 456.2670 456.3928 456.5187 456.6445 456.7704 456.8962 457.0220 457.1478 457.2735 457.3993 457.5250 457.6507 457.7764 457.9021 458.0278 458.1535 458.2791 458.4047 458.5303 458.6559 458.7815 458.9071 459.0327 459.1582 459.2837 459.4092 459.5347 459.6602 459.7857 459.9111 460.0365 460.1619 460.2873 460.4127 460.5381 460.6635 460.7888 460.9141 461.0394 461.1647 461.2900 461.4153 461.5405 461.6657 461.7910 461.9162 462.0413 462.1665 462.2917 462.4168 462.5419 462.6671 462.7921 462.9172 463.0423 463.1673 463.2924 463.4174 463.5424 463.6674 463.7924 463.9173 464.0422 464.1672 464.2921 464.4170 464.5419 464.6667 464.7916 464.9164 465.0412 465.1660 465.2908 465.4156 465.5403 465.6651 465.7898 465.9145 466.0392 466.1639 466.2886 466.4132 466.5379 466.6625 466.7871 466.9117 467.0362 467.1608 467.2853 467.4099 467.5344 467.6589 467.7833 467.9078 468.0323 468.1567 468.2811 468.4055 468.5299 468.6543 468.7786 468.9030 469.0273 469.1516 469.2759 469.4002 469.5245 469.6487 469.7729 469.8972 470.0214 470.1455 470.2697 470.3939 470.5180 470.6421 470.7662 470.8903 471.0144 471.1385 471.2625 471.3866 471.5106 471.6346 471.7586 471.8825 472.0065 472.1304 472.2544 472.3783 472.5022 472.6260 472.7499 472.8737 472.9976 473.1214 473.2452 473.3690 473.4927 473.6165 473.7402 473.8640 473.9877 474.1113 474.2350 474.3587 474.4823 474.6060 474.7296 474.8532 474.9767 475.1003 475.2239 475.3474 475.4709 475.5944 475.7179 475.8414 475.9648 476.0883 476.2117 476.3351 476.4585 476.5819 476.7053 476.8286 476.9519 477.0752 477.1985 477.3218 477.4451 477.5684 477.6916 477.8148 477.9380 478.0612 478.1844 478.3075 478.4307 478.5538 478.6769 478.8000 478.9231 479.0462 479.1692 479.2923 479.4153 479.5383 479.6613 479.7842 479.9072 480.0301 480.1531 480.2760 480.3989 480.5217 480.6446 480.7674 480.8903 481.0131 481.1359 481.2587 481.3814 481.5042 481.6269 481.7496 481.8723 481.9950 482.1177 482.2403 482.3630 482.4856 482.6082 482.7308 482.8534 482.9759 483.0985 483.2210 483.3435 483.4660 483.5885 483.7110 483.8334 483.9559 484.0783 484.2007 484.3231 484.4454 484.5678 484.6901 484.8124 484.9348 485.0570 485.1793 485.3016 485.4238 485.5460 485.6683 485.7905 485.9126 486.0348 486.1569 486.2791 486.4012 486.5233 486.6454 486.7674 486.8895 487.0115 487.1335 487.2555 487.3775 487.4995 487.6215 487.7434 487.8653 487.9872 488.1091 488.2310 488.3528 488.4747 488.5965 488.7183 488.8401 488.9619 489.0837 489.2054 489.3271 489.4489 489.5705 489.6922 489.8139 489.9355 490.0572 490.1788 490.3004 490.4220 490.5435 490.6651 490.7866 490.9082 491.0297 491.1511 491.2726 491.3941 491.5155 491.6369 491.7583 491.8797 492.0011 492.1225 492.2438 492.3651 492.4864 492.6077 492.7290 492.8503 492.9715 493.0927 493.2140 493.3352 493.4563 493.5775 493.6986 493.8198 493.9409 494.0620 494.1831 494.3041 494.4252 494.5462 494.6672 494.7882 494.9092 495.0302 495.1511 495.2721 495.3930 495.5139 495.6348 495.7556 495.8765 495.9973 496.1181 496.2389 496.3597 496.4805 496.6012 496.7220 496.8427 496.9634 497.0841 497.2048 497.3254 497.4461 497.5667 497.6873 497.8079 497.9284 498.0490 498.1695 498.2901 498.4106 498.5310 498.6515 498.7720 498.8924 499.0128 499.1332 499.2536 499.3740 499.4944 499.6147 499.7350 499.8553 499.9756 500.0959 500.2161 500.3364 500.4566 500.5768 500.6970 500.8172 500.9373 501.0575 501.1776 501.2977 501.4178 501.5379 501.6579 501.7779 501.8980 502.0180 502.1380 502.2579 502.3779 502.4978 502.6177 502.7376 502.8575 502.9774 503.0973 503.2171 503.3369 503.4567 503.5765 503.6963 503.8160 503.9358 504.0555 504.1752 504.2949 504.4145 504.5342 504.6538 504.7734 504.8930 505.0126 505.1322 505.2517 505.3713 505.4908 505.6103 505.7297 505.8492 505.9687 506.0881 506.2075 506.3269 506.4463 506.5656 506.6850 506.8043 506.9236 507.0429 507.1622 507.2814 507.4007 507.5199 507.6391 507.7583 507.8775 507.9966 508.1158 508.2349 508.3540 508.4731 508.5921 508.7112 508.8302 508.9492 509.0682 509.1872 509.3062 509.4251 509.5440 509.6630 509.7819 509.9007 510.0196 510.1384 510.2573 510.3761 510.4949 510.6136 510.7324 510.8511 510.9698 511.0885 511.2072 511.3259 511.4445 511.5632 511.6818 511.8004 511.9190 512.0375 512.1561 512.2746 512.3931 512.5116 512.6301 512.7485 512.8670 512.9854 513.1038 513.2222 513.3405 513.4589 513.5772 513.6955 513.8138 513.9321 514.0504 514.1686 514.2868 514.4050 514.5232 514.6414 514.7596 514.8777 514.9958 515.1139 515.2320 515.3500 515.4681 515.5861 515.7041 515.8221 515.9401 516.0580 516.1760 516.2939 516.4118 516.5297 516.6476 516.7654 516.8832 517.0010 517.1188 517.2366 517.3544 517.4721 517.5898 517.7075 517.8252 517.9429 518.0605 518.1781 518.2957 518.4133 518.5309 518.6485 518.7660 518.8835 519.0010 519.1185 519.2359 519.3534 519.4708 519.5882 519.7056 519.8230 519.9403 520.0576 520.1750 520.2923 520.4095 520.5268 520.6440 520.7612 520.8784 520.9956 521.1128 521.2299 521.3471 521.4642 521.5812 521.6983 521.8154 521.9324 522.0494 522.1664 522.2834 522.4003 522.5173 522.6342 522.7511 522.8679 522.9848 523.1016 523.2185 523.3353 523.4520 523.5688 523.6856 523.8023 523.9190 524.0357 524.1523 524.2690 524.3856 524.5022 524.6188 524.7354 524.8519 524.9684 525.0850 525.2014 525.3179 525.4344 525.5508 525.6672 525.7836 525.9000 526.0163 526.1327 526.2490 526.3653 526.4815 526.5978 526.7140 526.8302 526.9464 527.0626 527.1788 527.2949 527.4110 527.5271 527.6432 527.7592 527.8752 527.9913 528.1072 528.2232 528.3392 528.4551 528.5710 528.6869 528.8028 528.9186 529.0344 529.1503 529.2660 529.3818 529.4975 529.6133 529.7290 529.8447 529.9603 530.0760 530.1916 530.3072 530.4228 530.5383 530.6539 530.7694 530.8849 531.0003 531.1158 531.2312 531.3466 531.4620 531.5774 531.6927 531.8081 531.9234 532.0386 532.1539 532.2691 532.3844 532.4996 532.6147 532.7299 532.8450 532.9601 533.0752 533.1903 533.3053 533.4203 533.5353 533.6503 533.7653 533.8802 533.9951 534.1100 534.2249 534.3397 534.4545 534.5693 534.6841 534.7988 534.9136 535.0283 535.1430 535.2576 535.3723 535.4869 535.6015 535.7161 535.8306 535.9451 536.0596 536.1741 536.2886 536.4030 536.5174 536.6318 536.7462 536.8605 536.9748 537.0891 537.2034 537.3176 537.4319 537.5461 537.6602 537.7744 537.8885 538.0026 538.1167 538.2308 538.3448 538.4588 538.5728 538.6867 538.8007 538.9146 539.0285 539.1423 539.2562 539.3700 539.4838 539.5975
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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: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 34: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 35: 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 36: 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 37: 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 38: 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 39: 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 40: 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 41: 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 42: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 43: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 44: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 45: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 46: Mean wavelength correction applied [%], -9=no wavelength correction
Column 47: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 48: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 49: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 50: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 51: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 52: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 53: Temperature at electronics board [°C], 999=no temperature signal
Column 54: Spectrometer control temperature [°C], 999=no temperature signal
Column 55: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 56: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 57: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 58: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 59-2106: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2107-4154: 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 4155-6202: 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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SO 20160822T043105.0Z 6078.188252 3 1 20.06 2 4000.000 5 5 0 1 4 0.00 1 0.00 1 -1.00 475 0 10 0 0 24.01 38 0 0 1541 5.166e+02 7.668e+00 5.212e+02 5.522e+00 1 0.62 41.31 21.33 12.15 5.18 2.04 1.09 0.52 0 1.197e-02 1764 -9 -9.00 -9.00 -9.00 -9.00 0.00917 1.46676e-02 -4.58124e-05 25.58 20.00 24.01 2.028e+06 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 -5 -7 -5 -18 -7 -9 -8 -12 1 -3 -1 -1 -5 -5 -3 2 -2 -1 0 0 -3 -7 -1 -8 -3 0 -1 -6 -1 -3 -2 -1 -5 -5 -3 1 0 -3 -4 0 -3 -5 -8 1 -3 2 -5 -2 -8 -2 -5 -3 1 -1 -3 -4 0 4 -4 1 0 1 -3 3 -1 1 1 3 -5 1 -2 2 -5 0 -2 3 -2 1 -2 -1 1 1 0 -1 2 1 0 1 0 -3 4 -2 4 -4 3 -2 2 -1 6 4 -1 1 3 0 1 -1 2 1 1 1 0 -1 1 3 -1 0 1 0 -1 8 1 3 6 5 4 2 6 0 3 6 5 1 4 6 3 4 5 5 3 3 5 2 6 10 5 5 10 8 5 7 12 5 8 9 8 12 11 13 12 17 16 17 17 16 21 16 16 19 21 16 20 22 22 25 25 31 28 30 27 28 23 28 28 31 32 32 30 35 37 39 43 46 44 45 48 47 48 43 51 51 50 50 51 45 44 50 51 50 50 50 48 55 61 70 78 85 86 87 85 86 87 85 86 80 76 80 88 90 93 95 99 96 96 96 97 100 103 112 113 115 107 98 93 99 110 117 121 123 120 108 99 91 90 93 103 109 119 125 132 137 143 156 154 155 150 142 132 120 120 122 132 143 152 157 151 150 136 133 141 152 160 162 172 173 179 189 184 180 162 152 146 145 153 159 170 174 173 165 159 156 147 144 144 151 157 163 165 165 174 182 192 192 201 199 193 191 186 186 187 202 212 228 237 252 255 257 251 250 249 252 256 253 249 246 248 247 242 240 233 229 228 233 231 226 240 250 267 286 290 293 298 305 303 298 294 276 258 248 250 254 258 260 256 253 256 265 271 269 264 257 258 261 267 268 258 261 261 254 248 239 236 244 255 262 272 280 278 269 260 265 274 285 297 290 270 235 208 204 221 243 250 246 226 214 206 215 237 257 268 263 252 241 247 257 273 277 278 278 266 257 251 258 270 291 306 309 306 300 292 279 272 274 269 263 260 255 253 262 285 292 294 286 275 271 279 292 295 297 298 291 280 280 267 239 212 198 193 205 224 245 263 276 282 284 282 285 280 261 245 245 254 259 271 278 283 292 291 282 261 241 237 246 259 272 271 267 266 271 271 268 259 244 244 253 248 257 270 285 310 324 324 319 314 307 303 287 273 274 269 283 302 310 299 280 258 241 234 252 269 285 296 301 304 310 318 322 319 322 330 323 328 328 330 329 331 320 308 300 293 297 298 302 312 309 290 272 246 229 229 228 233 251 265 272 262 240 214 201 189 187 193 201 217 251 272 296 307 313 326 337 338 331 317 297 280 267 253 251 251 258 278 283 284 267 249 244 255 280 307 328 345 345 321 292 269 260 276 292 312 328 337 337 320 308 293 276 278 288 313 331 346 363 369 376 385 385 374 371 363 359 353 349 355 360 370 375 363 349 330 325 326 332 337 327 320 320 333 353 370 376 373 365 377 393 398 390 368 335 310 288 292 313 343 375 397 411 398 359 312 279 266 283 314 337 349 348 339 320 286 251 220 221 251 295 324 327 309 282 252 229 232 247 279 331 371 375 355 331 308 307 321 328 323 322 326 329 341 361 376 393 401 410 414 420 431 440 432 413 390 355 342 344 341 337 327 307 293 298 309 338 374 384 385 381 384 386 389 379 345 318 301 293 283 283 273 262 257 236 221 220 223 221 213 213 215 215 217 213 226 254 288 315 335 343 335 330 333 324 320 318 300 275 262 269 291 318 342 350 335 317 298 281 285 301 324 331 324 307 294 296 304 297 297 289 291 304 334 356 375 382 386 389 395 386 380 370 357 356 371 389 414 432 434 434 425 425 401 381 363 352 348 340 326 295 254 211 173 146 135 138 161 201 244 277 295 309 330 345 366 395 407 413 421 423 412 420 415 398 372 336 295 255 224 190 169 163 189 229 274 318 362 402 436 461 468 473 468 473 481 494 510 515 520 521 522 514 505 515 528 548 546 523 510 503 513 532 553 559 560 563 551 560 560 559 568 567 564 572 575 572 555 534 506 493 506 535 564 582 588 585 557 514 490 479 494 539 565 569 554 545 528 518 524 527 519 507 497 483 494 531 540 532 536 528 525 521 515 508 520 548 563 564 564 566 584 600 606 612 593 575 562 550 528 499 465 449 453 480 516 543 561 563 567 580 594 605 612 604 598 587 575 594 593 588 584 582 570 560 548 542 547 571 598 618 624 606 574 561 554 568 585 593 593 579 575 568 562 560 570 581 600 614 624 624 610 602 596 583 571 556 540 537 551 565 569 568 572 567 567 558 556 555 553 573 594 596 592 576 547 532 526 524 543 559 583 600 609 616 613 621 616 605 584 581 590 599 612 611 586 534 485 475 498 542 589 604 592 569 555 548 553 567 581 589 604 597 589 568 543 544 554 558 569 581 574 563 544 539 547 571 603 612 602 577 533 508 488 482 510 547 566 575 576 567 561 559 552 539 518 510 511 518 530 538 529 495 456 425 403 398 407 412 404 393 382 382 403 441 491 557 608 648 666 655 624 577 521 499 508 551 594 629 640 642 637 608 578 523 477 464 479 517 562 592 614 626 610 593 582 573 587 612 617 622 633 637 653 662 665 652 647 632 624 620 606 597 591 596 613 624 611 562 521 499 506 537 575 584 592 594 598 604 622 630 629 627 616 597 575 579 573 581 612 644 663 663 654 639 632 637 667 681 682 672 661 652 665 667 667 661 661 645 634 638 649 664 679 672 658 653 655 668 684 688 684 681 666 649 627 613 602 603 610 616 629 641 654 669 669 661 667 676 691 701 714 718 716 695 678 659 653 672 699 710 705 696 683 688 688 691 696 691 703 710 712 725 732 740 752 752 752 750 741 735 731 719 715 710 718 725 723 722 716 702 678 662 644 640 641 646 654 655 669 690 706 716 720 716 708 706 706 689 677 680 678 676 683 686 695 704 717 731 741 735 723 712 707 715 719 722 725 722 724 731 739 733 721 704 692 683 678 685 690 703 713 717 712 706 696 694 693 698 697 692 700 699 694 711 716 724 733 733 734 727 724 724 728 724 723 732 729 733 736 734 729 728 729 729 729 720 724 717 707 707 701 704 707 710 711 693 687 679 676 689 707 714 712 716 710 719 732 734 738 736 715 692 665 658 656 659 684 699 712 719 720 714 708 697 690 690 704 707 711 714 710 706 701 698 708 710 709 703 695 679 667 659 660 667 667 675 677 683 689 697 699 706 709 720 737 744 745 744 748 748 737 727 710 694 694 700 707 709 713 711 714 715 726 731 729 734 739 732 737 737 728 723 716 708 700 698 713 716 712 710 704 684 682 686 699 709 716 720 730 735 741 750 752 753 752 744 736 730 716 717 719 714 711 723 731 745 751 756 747 741 731 729 731 734 732 729 726 726 732 734 734 742 747 751 759 758 758 755 740 734 730 732 737 734 736 729 725 731 735 736 734 727 719 709 706 707 714 720 721 719 718 710 708 701 687 670 653 629 596 555 530 528 542 588 628 654 663 651 645 639 647 659 677 693 700 708 711 718 709 698 689 677 668 658 650 658 673 701 730 751 750 743 738 734 723 721 724 727 727 712 702 695 695 707 724 723 698 667 640 626 635 654 683 697 708 724 730 730 729 714 708 694 684 678 682 692 703 726 737 742 738 738 739 745 743 743 733 725 695 682 686 690 718 745 752 742 735 726 715 716 721 726 738 739 747 741 732 717 702 682 666 654 654 673 690 713 724 718 712 713 722 726 724 718 708 695 690 688 673 667 669 676 682 695 686 668 665 655 651 653 657 670 665 674 682 684 677 682 684 683 697 705 709 695 685 667 646 635 628 622 631 657 687 707 710 702 693 691 693 703 711 716 724 725 724 729 740 731 721 710 690 684 694 696 693 697 691 690 689 687 669 660 656 657 656 681 693 698 709 718 722 721 727 725 716 710 689 677 673 679 695 711 717 709 704 695 690 698 709 715 727 735 731 737 735 728 724 711 695 680 681 676 684 682 695 695 698 700 702 689 682 677 666 665 673 684 677 684 693 690 691 693 695 696 695 700 707 710 716 720 708 695 676 640 607 576 566 561 554 555 572 586 622 671 698 702 690 655 599 572 568 587 629 679 679 672 669 672 674 666 680 689 699 711 708 711 701 679 671 658 660 673 690 710 720 709 704 695 690 700 716 729 724 715 693 662 649 649 663 678 688 693 683 688 704 716 727 732 733 730 728 730 723 726 718 709 702 709 708 705 707 721 729 732 734 715 683 662 628 624 619 611 607 622 632 639 660 673 686 710 709 718 711 697 685 690 710 717 738 749 754 747 751 752 736 715 704 692 686 694 701 731 726 734 741 744 742 749 752 750 751 743 731 721 724 729 725 733 718 700 691 674 651 648 655 665 681 713 720 728 726 728 714 701 697 698 699 709 715 717 711 708 712 717 732 737 739 748 754 758 756 749 747 726 720 712 710 693 694 683 675 674 683 702 719 732 733 728 724 718 712 707 713 720 721 726 722 713 0 0 0 0 0 0 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 51.65 -167.20 1.88 63.01 37.46 -106.04 29.38 55.82 60.52 65.35 64.77 -33.54 52.76 54.53 -83.91 -55.04 36.32 71.00 70.31 -95.24 22.66 54.74 -17.82 29.20 61.99 0.17 43.31 9.51 48.61 -5.87 9.66 -41.20 24.69 28.63 38.87 -22.84 55.84 36.43 -38.82 59.36 -11.43 67.05 66.47 -176.33 39.70 45.41 58.23 28.18 -861.23 52.79 37.26 68.46 5.66 77.13 -261.50 56.60 -8.97 -9.07 21.19 12.90 -389.56 43.57 39.43 60.99 69.79 55.71 54.27 69.99 53.98 -115.11 57.24 51.56 7.65 25.53 51.97 -6.41 57.25 -133.20 12.70 66.40 49.13 37.06 52.60 55.44 74.60 -1.31 16.08 -194.61 -54.26 29.90 15.58 69.44 50.63 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2174 2118 2059 2014 1942 1830 1713 1627 1611 1673 1808 1944 2026 2054 2021 1988 1976 2000 2036 2102 2139 2176 2193 2203 2221 2198 2164 2133 2107 2071 2033 2005 2043 2092 2175 2274 2333 2328 2319 2304 2281 2244 2241 2250 2256 2257 2224 2186 2162 2167 2210 2246 2243 2186 2077 1992 1964 1978 2036 2122 2176 2215 2262 2286 2297 2272 2231 2209 2174 2136 2122 2131 2151 2201 2266 2307 2314 2314 2310 2312 2331 2345 2329 2313 2274 2177 2133 2141 2164 2243 2338 2365 2330 2305 2275 2261 2242 2270 2292 2315 2327 2337 2333 2290 2268 2217 2147 2091 2059 2063 2117 2192 2251 2273 2271 2256 2258 2280 2294 2289 2262 2238 2198 2176 2147 2122 2103 2110 2127 2166 2189 2175 2134 2086 2077 2058 2068 2085 2103 2112 2147 2167 2168 2163 2161 2169 2172 2197 2247 2255 2213 2171 2126 2080 2033 1994 1984 2022 2091 2188 2258 2255 2229 2199 2164 2187 2221 2261 2292 2307 2314 2321 2336 2355 2331 2292 2250 2212 2187 2210 2224 2213 2222 2220 2197 2212 2193 2139 2111 2095 2084 2120 2183 2211 2241 2269 2281 2296 2310 2321 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