File name: Pandora246s1_IowaCityIA-WHS_20240906_L1_smca1c2d20230109p1-8.txt
File generation date: 20240913T205128.1Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c2d20230109p1-8
Local principal investigator: 
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 246
Spectrometer number: 1
Processing software version used: BlickP v1.8.59
Instrument operation file used: Pandora246_OF_v1d20221122.txt
Instrument calibration file used: Pandora246s1_CF_v2d20230109.txt
Level 0 file used: Pandora246s1_IowaCityIA-WHS_20240906_L0.txt
Full location name: West High School, Iowa City, IA
Short location name: IowaCityIA-WHS
Country of location: United States
Location latitude [deg]: 41.6548
Location longitude [deg]: -91.5827
Location altitude [m]: 235
Local noon date: 20240906
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: OoB session based on session 1
Nominal wavelengths [nm]: 277.0988 277.2420 277.3852 277.5284 277.6716 277.8148 277.9579 278.1011 278.2442 278.3874 278.5305 278.6736 278.8167 278.9598 279.1029 279.2460 279.3890 279.5321 279.6751 279.8182 279.9612 280.1042 280.2472 280.3902 280.5332 280.6762 280.8192 280.9621 281.1051 281.2480 281.3909 281.5339 281.6768 281.8197 281.9626 282.1054 282.2483 282.3912 282.5340 282.6769 282.8197 282.9625 283.1053 283.2481 283.3909 283.5337 283.6765 283.8192 283.9620 284.1047 284.2475 284.3902 284.5329 284.6756 284.8183 284.9610 285.1036 285.2463 285.3889 285.5316 285.6742 285.8168 285.9594 286.1020 286.2446 286.3872 286.5297 286.6723 286.8148 286.9574 287.0999 287.2424 287.3849 287.5274 287.6699 287.8123 287.9548 288.0972 288.2397 288.3821 288.5245 288.6669 288.8093 288.9517 289.0941 289.2364 289.3788 289.5211 289.6634 289.8058 289.9481 290.0904 290.2327 290.3749 290.5172 290.6594 290.8017 290.9439 291.0861 291.2283 291.3705 291.5127 291.6549 291.7971 291.9392 292.0814 292.2235 292.3656 292.5077 292.6498 292.7919 292.9340 293.0761 293.2181 293.3602 293.5022 293.6442 293.7862 293.9282 294.0702 294.2122 294.3541 294.4961 294.6380 294.7800 294.9219 295.0638 295.2057 295.3476 295.4895 295.6313 295.7732 295.9150 296.0569 296.1987 296.3405 296.4823 296.6241 296.7658 296.9076 297.0494 297.1911 297.3328 297.4746 297.6163 297.7580 297.8996 298.0413 298.1830 298.3246 298.4663 298.6079 298.7495 298.8911 299.0327 299.1743 299.3159 299.4574 299.5990 299.7405 299.8820 300.0236 300.1651 300.3065 300.4480 300.5895 300.7310 300.8724 301.0138 301.1553 301.2967 301.4381 301.5795 301.7208 301.8622 302.0036 302.1449 302.2862 302.4276 302.5689 302.7102 302.8514 302.9927 303.1340 303.2752 303.4165 303.5577 303.6989 303.8401 303.9813 304.1225 304.2637 304.4048 304.5460 304.6871 304.8283 304.9694 305.1105 305.2516 305.3926 305.5337 305.6748 305.8158 305.9568 306.0979 306.2389 306.3799 306.5209 306.6618 306.8028 306.9438 307.0847 307.2256 307.3666 307.5075 307.6484 307.7892 307.9301 308.0710 308.2118 308.3527 308.4935 308.6343 308.7751 308.9159 309.0567 309.1974 309.3382 309.4789 309.6197 309.7604 309.9011 310.0418 310.1825 310.3232 310.4638 310.6045 310.7451 310.8858 311.0264 311.1670 311.3076 311.4482 311.5887 311.7293 311.8699 312.0104 312.1509 312.2914 312.4319 312.5724 312.7129 312.8534 312.9938 313.1343 313.2747 313.4151 313.5555 313.6959 313.8363 313.9767 314.1171 314.2574 314.3977 314.5381 314.6784 314.8187 314.9590 315.0993 315.2395 315.3798 315.5200 315.6603 315.8005 315.9407 316.0809 316.2211 316.3613 316.5015 316.6416 316.7817 316.9219 317.0620 317.2021 317.3422 317.4823 317.6224 317.7624 317.9025 318.0425 318.1825 318.3225 318.4625 318.6025 318.7425 318.8825 319.0224 319.1624 319.3023 319.4422 319.5821 319.7220 319.8619 320.0018 320.1417 320.2815 320.4213 320.5612 320.7010 320.8408 320.9806 321.1204 321.2601 321.3999 321.5396 321.6794 321.8191 321.9588 322.0985 322.2382 322.3779 322.5175 322.6572 322.7968 322.9364 323.0761 323.2157 323.3552 323.4948 323.6344 323.7740 323.9135 324.0530 324.1926 324.3321 324.4716 324.6110 324.7505 324.8900 325.0294 325.1689 325.3083 325.4477 325.5871 325.7265 325.8659 326.0053 326.1446 326.2840 326.4233 326.5626 326.7019 326.8412 326.9805 327.1198 327.2590 327.3983 327.5375 327.6768 327.8160 327.9552 328.0944 328.2336 328.3727 328.5119 328.6510 328.7902 328.9293 329.0684 329.2075 329.3466 329.4856 329.6247 329.7637 329.9028 330.0418 330.1808 330.3198 330.4588 330.5978 330.7368 330.8757 331.0146 331.1536 331.2925 331.4314 331.5703 331.7092 331.8480 331.9869 332.1258 332.2646 332.4034 332.5422 332.6810 332.8198 332.9586 333.0973 333.2361 333.3748 333.5136 333.6523 333.7910 333.9297 334.0683 334.2070 334.3457 334.4843 334.6229 334.7616 334.9002 335.0388 335.1773 335.3159 335.4545 335.5930 335.7316 335.8701 336.0086 336.1471 336.2856 336.4241 336.5625 336.7010 336.8394 336.9778 337.1162 337.2546 337.3930 337.5314 337.6698 337.8081 337.9465 338.0848 338.2231 338.3614 338.4997 338.6380 338.7763 338.9145 339.0528 339.1910 339.3292 339.4674 339.6056 339.7438 339.8820 340.0201 340.1583 340.2964 340.4346 340.5727 340.7108 340.8488 340.9869 341.1250 341.2630 341.4011 341.5391 341.6771 341.8151 341.9531 342.0911 342.2290 342.3670 342.5049 342.6429 342.7808 342.9187 343.0566 343.1945 343.3323 343.4702 343.6080 343.7458 343.8837 344.0215 344.1593 344.2970 344.4348 344.5726 344.7103 344.8480 344.9858 345.1235 345.2612 345.3988 345.5365 345.6742 345.8118 345.9494 346.0871 346.2247 346.3623 346.4999 346.6374 346.7750 346.9125 347.0501 347.1876 347.3251 347.4626 347.6001 347.7375 347.8750 348.0125 348.1499 348.2873 348.4247 348.5621 348.6995 348.8369 348.9742 349.1116 349.2489 349.3862 349.5235 349.6608 349.7981 349.9354 350.0727 350.2099 350.3471 350.4844 350.6216 350.7588 350.8959 351.0331 351.1703 351.3074 351.4446 351.5817 351.7188 351.8559 351.9930 352.1300 352.2671 352.4042 352.5412 352.6782 352.8152 352.9522 353.0892 353.2262 353.3631 353.5001 353.6370 353.7739 353.9108 354.0477 354.1846 354.3215 354.4583 354.5952 354.7320 354.8688 355.0056 355.1424 355.2792 355.4160 355.5527 355.6895 355.8262 355.9629 356.0996 356.2363 356.3730 356.5097 356.6463 356.7830 356.9196 357.0562 357.1928 357.3294 357.4660 357.6025 357.7391 357.8756 358.0121 358.1487 358.2852 358.4216 358.5581 358.6946 358.8310 358.9675 359.1039 359.2403 359.3767 359.5131 359.6495 359.7858 359.9222 360.0585 360.1948 360.3311 360.4674 360.6037 360.7400 360.8762 361.0125 361.1487 361.2849 361.4211 361.5573 361.6935 361.8296 361.9658 362.1019 362.2381 362.3742 362.5103 362.6464 362.7824 362.9185 363.0545 363.1906 363.3266 363.4626 363.5986 363.7346 363.8706 364.0065 364.1425 364.2784 364.4143 364.5502 364.6861 364.8220 364.9579 365.0937 365.2296 365.3654 365.5012 365.6370 365.7728 365.9086 366.0443 366.1801 366.3158 366.4515 366.5872 366.7229 366.8586 366.9943 367.1299 367.2656 367.4012 367.5368 367.6724 367.8080 367.9436 368.0792 368.2147 368.3503 368.4858 368.6213 368.7568 368.8923 369.0277 369.1632 369.2986 369.4341 369.5695 369.7049 369.8403 369.9757 370.1110 370.2464 370.3817 370.5171 370.6524 370.7877 370.9230 371.0582 371.1935 371.3287 371.4640 371.5992 371.7344 371.8696 372.0048 372.1399 372.2751 372.4102 372.5454 372.6805 372.8156 372.9507 373.0857 373.2208 373.3558 373.4909 373.6259 373.7609 373.8959 374.0309 374.1658 374.3008 374.4357 374.5707 374.7056 374.8405 374.9754 375.1102 375.2451 375.3799 375.5148 375.6496 375.7844 375.9192 376.0540 376.1887 376.3235 376.4582 376.5929 376.7277 376.8624 376.9970 377.1317 377.2664 377.4010 377.5356 377.6703 377.8049 377.9395 378.0740 378.2086 378.3431 378.4777 378.6122 378.7467 378.8812 379.0157 379.1502 379.2846 379.4190 379.5535 379.6879 379.8223 379.9567 380.0911 380.2254 380.3598 380.4941 380.6284 380.7627 380.8970 381.0313 381.1655 381.2998 381.4340 381.5683 381.7025 381.8367 381.9708 382.1050 382.2392 382.3733 382.5074 382.6416 382.7757 382.9097 383.0438 383.1779 383.3119 383.4459 383.5800 383.7140 383.8480 383.9819 384.1159 384.2499 384.3838 384.5177 384.6516 384.7855 384.9194 385.0533 385.1871 385.3210 385.4548 385.5886 385.7224 385.8562 385.9900 386.1237 386.2575 386.3912 386.5249 386.6586 386.7923 386.9260 387.0596 387.1933 387.3269 387.4605 387.5941 387.7277 387.8613 387.9949 388.1284 388.2620 388.3955 388.5290 388.6625 388.7960 388.9294 389.0629 389.1963 389.3298 389.4632 389.5966 389.7299 389.8633 389.9967 390.1300 390.2633 390.3967 390.5300 390.6633 390.7965 390.9298 391.0630 391.1963 391.3295 391.4627 391.5959 391.7290 391.8622 391.9954 392.1285 392.2616 392.3947 392.5278 392.6609 392.7940 392.9270 393.0600 393.1931 393.3261 393.4591 393.5920 393.7250 393.8580 393.9909 394.1238 394.2567 394.3896 394.5225 394.6554 394.7882 394.9211 395.0539 395.1867 395.3195 395.4523 395.5851 395.7178 395.8506 395.9833 396.1160 396.2487 396.3814 396.5141 396.6467 396.7794 396.9120 397.0446 397.1772 397.3098 397.4424 397.5750 397.7075 397.8400 397.9726 398.1051 398.2375 398.3700 398.5025 398.6349 398.7674 398.8998 399.0322 399.1646 399.2970 399.4293 399.5617 399.6940 399.8263 399.9586 400.0909 400.2232 400.3555 400.4877 400.6199 400.7522 400.8844 401.0166 401.1487 401.2809 401.4131 401.5452 401.6773 401.8094 401.9415 402.0736 402.2057 402.3377 402.4697 402.6018 402.7338 402.8658 402.9978 403.1297 403.2617 403.3936 403.5255 403.6574 403.7893 403.9212 404.0531 404.1849 404.3168 404.4486 404.5804 404.7122 404.8440 404.9757 405.1075 405.2392 405.3710 405.5027 405.6344 405.7660 405.8977 406.0294 406.1610 406.2926 406.4242 406.5558 406.6874 406.8190 406.9505 407.0821 407.2136 407.3451 407.4766 407.6081 407.7396 407.8710 408.0024 408.1339 408.2653 408.3967 408.5280 408.6594 408.7908 408.9221 409.0534 409.1847 409.3160 409.4473 409.5786 409.7098 409.8411 409.9723 410.1035 410.2347 410.3659 410.4970 410.6282 410.7593 410.8904 411.0216 411.1526 411.2837 411.4148 411.5458 411.6769 411.8079 411.9389 412.0699 412.2009 412.3318 412.4628 412.5937 412.7246 412.8556 412.9864 413.1173 413.2482 413.3790 413.5099 413.6407 413.7715 413.9023 414.0331 414.1638 414.2946 414.4253 414.5560 414.6867 414.8174 414.9481 415.0787 415.2094 415.3400 415.4706 415.6012 415.7318 415.8624 415.9930 416.1235 416.2540 416.3845 416.5150 416.6455 416.7760 416.9065 417.0369 417.1673 417.2977 417.4281 417.5585 417.6889 417.8193 417.9496 418.0799 418.2102 418.3405 418.4708 418.6011 418.7313 418.8616 418.9918 419.1220 419.2522 419.3824 419.5126 419.6427 419.7728 419.9030 420.0331 420.1632 420.2932 420.4233 420.5534 420.6834 420.8134 420.9434 421.0734 421.2034 421.3333 421.4633 421.5932 421.7231 421.8530 421.9829 422.1128 422.2427 422.3725 422.5023 422.6322 422.7620 422.8917 423.0215 423.1513 423.2810 423.4107 423.5404 423.6701 423.7998 423.9295 424.0591 424.1888 424.3184 424.4480 424.5776 424.7072 424.8368 424.9663 425.0958 425.2254 425.3549 425.4844 425.6138 425.7433 425.8728 426.0022 426.1316 426.2610 426.3904 426.5198 426.6491 426.7785 426.9078 427.0371 427.1664 427.2957 427.4250 427.5542 427.6835 427.8127 427.9419 428.0711 428.2003 428.3295 428.4586 428.5878 428.7169 428.8460 428.9751 429.1042 429.2332 429.3623 429.4913 429.6203 429.7493 429.8783 430.0073 430.1362 430.2652 430.3941 430.5230 430.6519 430.7808 430.9097 431.0386 431.1674 431.2962 431.4250 431.5538 431.6826 431.8114 431.9401 432.0689 432.1976 432.3263 432.4550 432.5837 432.7123 432.8410 432.9696 433.0982 433.2268 433.3554 433.4840 433.6125 433.7411 433.8696 433.9981 434.1266 434.2551 434.3836 434.5120 434.6405 434.7689 434.8973 435.0257 435.1541 435.2824 435.4108 435.5391 435.6674 435.7957 435.9240 436.0523 436.1806 436.3088 436.4370 436.5653 436.6935 436.8216 436.9498 437.0780 437.2061 437.3342 437.4623 437.5904 437.7185 437.8466 437.9746 438.1027 438.2307 438.3587 438.4867 438.6146 438.7426 438.8705 438.9985 439.1264 439.2543 439.3822 439.5100 439.6379 439.7657 439.8935 440.0214 440.1491 440.2769 440.4047 440.5324 440.6602 440.7879 440.9156 441.0433 441.1709 441.2986 441.4262 441.5539 441.6815 441.8091 441.9367 442.0642 442.1918 442.3193 442.4468 442.5743 442.7018 442.8293 442.9568 443.0842 443.2116 443.3390 443.4664 443.5938 443.7212 443.8486 443.9759 444.1032 444.2305 444.3578 444.4851 444.6124 444.7396 444.8668 444.9941 445.1213 445.2484 445.3756 445.5028 445.6299 445.7570 445.8841 446.0112 446.1383 446.2654 446.3924 446.5195 446.6465 446.7735 446.9005 447.0274 447.1544 447.2813 447.4083 447.5352 447.6621 447.7890 447.9158 448.0427 448.1695 448.2963 448.4231 448.5499 448.6767 448.8035 448.9302 449.0569 449.1836 449.3103 449.4370 449.5637 449.6903 449.8170 449.9436 450.0702 450.1968 450.3234 450.4499 450.5765 450.7030 450.8295 450.9560 451.0825 451.2090 451.3354 451.4618 451.5883 451.7147 451.8411 451.9674 452.0938 452.2201 452.3465 452.4728 452.5991 452.7254 452.8516 452.9779 453.1041 453.2303 453.3565 453.4827 453.6089 453.7350 453.8612 453.9873 454.1134 454.2395 454.3656 454.4917 454.6177 454.7438 454.8698 454.9958 455.1218 455.2477 455.3737 455.4996 455.6256 455.7515 455.8774 456.0032 456.1291 456.2549 456.3808 456.5066 456.6324 456.7582 456.8840 457.0097 457.1354 457.2612 457.3869 457.5126 457.6382 457.7639 457.8896 458.0152 458.1408 458.2664 458.3920 458.5175 458.6431 458.7686 458.8942 459.0197 459.1451 459.2706 459.3961 459.5215 459.6469 459.7724 459.8978 460.0231 460.1485 460.2738 460.3992 460.5245 460.6498 460.7751 460.9004 461.0256 461.1508 461.2761 461.4013 461.5265 461.6516 461.7768 461.9019 462.0271 462.1522 462.2773 462.4024 462.5274 462.6525 462.7775 462.9025 463.0275 463.1525 463.2775 463.4025 463.5274 463.6523 463.7772 463.9021 464.0270 464.1519 464.2767 464.4015 464.5263 464.6511 464.7759 464.9007 465.0254 465.1502 465.2749 465.3996 465.5243 465.6490 465.7736 465.8983 466.0229 466.1475 466.2721 466.3967 466.5212 466.6458 466.7703 466.8948 467.0193 467.1438 467.2683 467.3927 467.5171 467.6416 467.7660 467.8903 468.0147 468.1391 468.2634 468.3877 468.5120 468.6363 468.7606 468.8849 469.0091 469.1333 469.2575 469.3817 469.5059 469.6301 469.7542 469.8784 470.0025 470.1266 470.2507 470.3747 470.4988 470.6228 470.7468 470.8708 470.9948 471.1188 471.2428 471.3667 471.4906 471.6145 471.7384 471.8623 471.9862 472.1100 472.2338 472.3576 472.4814 472.6052 472.7290 472.8527 472.9765 473.1002 473.2239 473.3476 473.4712 473.5949 473.7185 473.8421 473.9657 474.0893 474.2129 474.3365 474.4600 474.5835 474.7070 474.8305 474.9540 475.0775 475.2009 475.3243 475.4477 475.5711 475.6945 475.8179 475.9412 476.0645 476.1879 476.3112 476.4344 476.5577 476.6810 476.8042 476.9274 477.0506 477.1738 477.2970 477.4201 477.5433 477.6664 477.7895 477.9126 478.0356 478.1587 478.2817 478.4048 478.5278 478.6508 478.7737 478.8967 479.0196 479.1426 479.2655 479.3884 479.5112 479.6341 479.7569 479.8798 480.0026 480.1254 480.2482 480.3709 480.4937 480.6164 480.7391 480.8618 480.9845 481.1072 481.2298 481.3525 481.4751 481.5977 481.7203 481.8428 481.9654 482.0879 482.2104 482.3329 482.4554 482.5779 482.7004 482.8228 482.9452 483.0676 483.1900 483.3124 483.4347 483.5571 483.6794 483.8017 483.9240 484.0463 484.1685 484.2908 484.4130 484.5352 484.6574 484.7796 484.9018 485.0239 485.1460 485.2681 485.3902 485.5123 485.6344 485.7564 485.8785 486.0005 486.1225 486.2444 486.3664 486.4884 486.6103 486.7322 486.8541 486.9760 487.0979 487.2197 487.3415 487.4634 487.5852 487.7069 487.8287 487.9505 488.0722 488.1939 488.3156 488.4373 488.5590 488.6806 488.8023 488.9239 489.0455 489.1671 489.2886 489.4102 489.5317 489.6532 489.7748 489.8962 490.0177 490.1392 490.2606 490.3820 490.5034 490.6248 490.7462 490.8675 490.9889 491.1102 491.2315 491.3528 491.4741 491.5953 491.7166 491.8378 491.9590 492.0802 492.2014 492.3225 492.4437 492.5648 492.6859 492.8070 492.9281 493.0491 493.1702 493.2912 493.4122 493.5332 493.6542 493.7751 493.8961 494.0170 494.1379 494.2588 494.3797 494.5005 494.6214 494.7422 494.8630 494.9838 495.1046 495.2253 495.3461 495.4668 495.5875 495.7082 495.8289 495.9495 496.0702 496.1908 496.3114 496.4320 496.5526 496.6731 496.7937 496.9142 497.0347 497.1552 497.2757 497.3961 497.5166 497.6370 497.7574 497.8778 497.9982 498.1185 498.2389 498.3592 498.4795 498.5998 498.7201 498.8403 498.9606 499.0808 499.2010 499.3212 499.4414 499.5615 499.6817 499.8018 499.9219 500.0420 500.1621 500.2821 500.4022 500.5222 500.6422 500.7622 500.8822 501.0021 501.1221 501.2420 501.3619 501.4818 501.6017 501.7215 501.8414 501.9612 502.0810 502.2008 502.3205 502.4403 502.5600 502.6798 502.7995 502.9192 503.0388 503.1585 503.2781 503.3977 503.5173 503.6369 503.7565 503.8761 503.9956 504.1151 504.2346 504.3541 504.4736 504.5930 504.7125 504.8319 504.9513 505.0707 505.1900 505.3094 505.4287 505.5480 505.6673 505.7866 505.9059 506.0251 506.1443 506.2636 506.3828 506.5019 506.6211 506.7403 506.8594 506.9785 507.0976 507.2167 507.3357 507.4548 507.5738 507.6928 507.8118 507.9308 508.0498 508.1687 508.2876 508.4065 508.5254 508.6443 508.7632 508.8820 509.0008 509.1196 509.2384 509.3572 509.4760 509.5947 509.7134 509.8321 509.9508 510.0695 510.1881 510.3068 510.4254 510.5440 510.6626 510.7811 510.8997 511.0182 511.1368 511.2553 511.3737 511.4922 511.6107 511.7291 511.8475 511.9659 512.0843 512.2026 512.3210 512.4393 512.5576 512.6759 512.7942 512.9125 513.0307 513.1489 513.2671 513.3853 513.5035 513.6217 513.7398 513.8579 513.9760 514.0941 514.2122 514.3303 514.4483 514.5663 514.6843 514.8023 514.9203 515.0382 515.1562 515.2741 515.3920 515.5099 515.6277 515.7456 515.8634 515.9812 516.0990 516.2168 516.3346 516.4523 516.5700 516.6877 516.8054 516.9231 517.0408 517.1584 517.2760 517.3937 517.5112 517.6288 517.7464 517.8639 517.9814 518.0989 518.2164 518.3339 518.4513 518.5688 518.6862 518.8036 518.9210 519.0383 519.1557 519.2730 519.3903 519.5076 519.6249 519.7422 519.8594 519.9766 520.0938 520.2110 520.3282 520.4454 520.5625 520.6796 520.7967 520.9138 521.0309 521.1479 521.2650 521.3820 521.4990 521.6160 521.7329 521.8499 521.9668 522.0837 522.2006 522.3175 522.4344 522.5512 522.6680 522.7848 522.9016 523.0184 523.1352 523.2519 523.3686 523.4853 523.6020 523.7187 523.8353 523.9520 524.0686 524.1852 524.3018 524.4183 524.5349 524.6514 524.7679 524.8844 525.0009 525.1173 525.2338 525.3502 525.4666 525.5830 525.6994 525.8157 525.9321 526.0484 526.1647 526.2810 526.3972 526.5135 526.6297 526.7459 526.8621 526.9783 527.0945 527.2106 527.3267 527.4428 527.5589 527.6750 527.7911 527.9071 528.0231 528.1391 528.2551 528.3711 528.4870 528.6029 528.7189 528.8348 528.9506 529.0665 529.1823 529.2982 529.4140 529.5298 529.6455 529.7613 529.8770 529.9927 530.1084 530.2241 530.3398 530.4554 530.5711 530.6867 530.8023 530.9179 531.0334 531.1490 531.2645 531.3800 531.4955 531.6110 531.7264 531.8419 531.9573 532.0727 532.1881 532.3034 532.4188 532.5341 532.6494 532.7647 532.8800 532.9952 533.1105 533.2257 533.3409 533.4561 533.5713 533.6864 533.8016 533.9167 534.0318 534.1469 534.2619 534.3770 534.4920 534.6070 534.7220 534.8370 534.9519 535.0669 535.1818 535.2967 535.4116 535.5265 535.6413 535.7561 535.8710 535.9858 536.1005 536.2153 536.3300 536.4448 536.5595 536.6742 536.7888 536.9035 537.0181 537.1328 537.2474 537.3619 537.4765 537.5911 537.7056 537.8201 537.9346 538.0491 538.1635 538.2780 538.3924 538.5068 538.6212 538.7356 538.8499 538.9643 539.0786 539.1929 539.3071 539.4214 539.5357 539.6499 539.7641 539.8783 539.9925 540.1066 540.2208 540.3349 540.4490 540.5631 540.6771 540.7912 540.9052 541.0192 541.1332 541.2472 541.3612 541.4751 541.5890 541.7030 541.8168 541.9307 542.0446 542.1584 542.2722 542.3860 542.4998 542.6136 542.7273
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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: Retrieved value for dark background fitting parameter 5, -9 if no background fitting was done
Column 53: Uncertainty of retrieved value for dark background fitting parameter 5, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 54: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 55: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 56: 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 57: 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 58: 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 59: 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 60: 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 61: 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 62: 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 63: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 64: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 65: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 66: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 67: Mean wavelength correction applied [%], -9=no wavelength correction
Column 68: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 69: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 70: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 71: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 72: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 73: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 74: Temperature at electronics board [°C], 999=no temperature signal
Column 75: Spectrometer control temperature [°C], 999=no temperature signal
Column 76: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 77: Temperature in head sensor [°C], 999=no temperature signal
Column 78: Humidity in head sensor [%], -9=no humidity signal
Column 79: Pressure in head sensor [hPa], -9=no pressure signal
Column 80: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 81: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 82: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 83-2130: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2131-4178: 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 4179-6226: 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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SQ 20240906T161731.6Z 9015.678838 2 1 1.69 2 187.700 8 28 -283 1 4 0.00 1 0.00 1 -1.00 507 1 12 1 1 23.34 0 0 0 1380 7.127e+02 1.572e+00 7.046e+02 9.032e-01 -1 9.509e+00 7.750e+00 -2.222e-01 9.519e+00 1.582e+00 4 0 0 1062 1.38e+02 1.058e+02 1.115e-01 5.314e+00 2.968e-01 1.298e+01 7.317e-01 -1.936e+00 7.152e-01 -1.917e+01 1.184e+00 1 1.66 51.80 44.12 34.29 20.65 8.17 3.53 1.55 0 1.740e-02 1783 -9 -9.00 -9.00 -9.00 -9.00 0.00336 -4.48740e-02 1.22547e-04 28.00 20.00 23.34 31.99 3.1 1026.69 4.846e+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 -588 -568 -578 -561 -540 -547 -564 -520 -513 -501 -493 -484 -480 -445 -451 -441 -436 -413 -393 -397 -389 -369 -354 -375 -325 -327 -315 -308 -272 -298 -259 -263 -251 -226 -226 -217 -227 -183 -183 -171 -160 -127 -140 -128 -115 -112 -106 -108 -50 -60 -70 -58 -31 -29 -24 17 17 9 16 41 54 55 57 69 91 100 105 112 134 144 148 147 174 155 162 182 189 203 198 215 231 222 234 262 265 282 278 288 298 297 306 315 292 314 338 355 355 372 364 384 403 412 412 411 433 434 446 448 454 470 480 481 498 496 508 514 531 536 541 575 569 581 555 610 594 589 611 621 632 639 635 654 642 657 657 660 677 684 718 715 702 755 760 799 761 787 760 758 782 817 837 895 933 971 992 1049 1074 1099 1103 1088 1054 1071 1116 1158 1205 1269 1289 1327 1380 1475 1538 1570 1547 1425 1391 1422 1521 1611 1660 1625 1638 1718 1837 2011 2138 2145 2182 2245 2255 2304 2274 2302 2398 2436 2522 2571 2426 2298 2234 2329 2389 2516 2595 2491 2451 2613 2871 3277 3689 3965 4120 4155 4207 4185 4200 4103 4004 3891 3886 4006 4211 4373 4538 4654 4708 4768 4801 4699 4700 4819 5122 5454 5721 5680 5221 4895 4793 5016 5587 6043 6236 6202 6052 5683 5159 4779 4530 4743 5265 5758 6287 6633 6864 7260 7728 8103 8261 8268 8035 7422 6833 6287 6095 6397 7028 7662 8369 8711 8552 8049 7493 7204 7537 8207 8595 8947 9327 9627 10128 10582 10585 10078 9353 8636 8182 8192 8607 9213 9864 10091 9949 9662 9291 8822 8494 8017 8146 8653 9138 9560 9666 9809 10155 10859 11364 11434 11789 11912 11625 11258 10968 10799 11161 11847 12843 13650 14622 15366 15659 15753 15577 15306 15496 15820 16015 15839 15524 15329 15359 15441 15229 14861 14532 14422 14700 14868 14489 14472 14898 15816 17042 18243 18822 19002 19284 19373 19826 19672 19028 18188 16710 15972 16056 16370 17018 17167 16897 16701 16950 17545 18102 18172 17530 16998 17295 17561 17939 17857 17597 17618 17756 17403 16510 16002 15891 16416 17150 17796 18417 18951 19071 18201 17626 17628 18123 19187 20039 19716 18387 16066 13878 13254 14324 16155 17036 16517 15163 13924 13422 13980 15326 16957 17875 17505 16554 15923 15917 16912 18097 18273 18752 18638 17781 17091 16810 16986 18165 19630 20909 21340 21141 20678 19905 19148 18781 18682 18901 18850 18157 17664 17431 17951 19509 20673 20667 20196 19639 19157 19372 20440 21182 21343 20969 20632 20169 19916 19630 17649 15430 14175 13647 14509 15975 17530 19153 20281 20526 20909 20895 20685 20543 19558 18174 17729 18469 19371 20073 20828 21095 21613 21940 21173 19839 18092 17495 18150 19299 20675 20940 20462 20245 20740 20982 20529 19811 18666 18429 18926 18955 19438 20405 21693 23543 25185 25177 24747 24611 23877 23243 22832 21717 20586 20924 21990 23409 24408 24040 22630 20604 18973 18379 19186 20944 22683 23612 24017 24303 24457 25157 25942 25689 25712 26017 25929 26185 26656 26809 26930 26779 26140 25237 24560 24184 24017 24517 24861 25452 25690 24323 22514 20985 19018 18576 19171 19396 20590 22401 22977 22452 20899 18480 16945 16194 15782 16222 16672 17905 20708 23131 24638 26136 26979 27718 28721 29472 28674 27382 25635 23904 23025 21872 21386 21688 22036 23527 25246 25104 23501 21963 21070 21844 23991 26501 28892 30361 30847 29020 25879 23782 22525 23451 25449 27071 28885 29915 29740 28787 27282 25688 24461 24388 25152 27019 29494 31030 32258 33059 33805 34397 34527 33974 33224 32700 32206 31869 31390 31742 32333 33071 34006 33357 31923 30488 29219 29172 30052 30473 30331 29196 28857 29764 32099 34017 34640 34613 33813 34342 35976 36654 36641 34834 31721 29078 27225 26758 28633 31299 34546 37524 38700 38194 35264 30528 26717 24568 25740 29407 31831 33111 33578 32363 31136 28527 24506 21532 20620 23112 27410 30867 32032 30894 27789 25062 22685 21706 23511 26477 30945 35812 37426 35251 32826 30844 29874 30798 32040 32056 31465 31959 32380 32932 34993 36677 38082 39622 39862 40593 41657 42686 43698 43739 41911 39478 36664 34257 34151 34237 33807 33180 31618 29774 29625 31095 33383 37014 39440 39615 39076 38948 39420 39950 39236 36700 33017 31109 30610 29549 28946 28994 27676 26490 25693 23709 22651 23315 23468 22828 22468 22273 22440 22542 22665 23253 25592 29168 32520 35026 36259 35686 34934 35165 34675 34186 33776 32416 30066 27916 27929 29871 32811 35781 37300 36479 34779 32597 30510 29838 31427 33968 35524 35185 33972 32105 31257 32780 32689 31717 31826 30885 32057 35131 37656 39757 40841 41431 41416 41688 42242 41129 40104 38877 38052 39332 41536 44037 46593 47384 47330 47191 46285 44836 42715 40383 38920 38143 37691 36795 33748 29483 24715 20344 16956 15062 14965 17007 20812 25566 29536 32407 33663 35362 37570 39762 42594 45008 45659 46200 47084 46336 45835 46430 45283 42391 38940 34799 29945 25955 22315 18811 17550 19347 23352 28568 34049 38874 43398 47879 50807 52382 52830 52701 52573 53654 55144 56249 57757 58657 58544 58516 57296 56562 57547 58813 60700 61917 59762 57764 57049 57086 59076 62054 63051 63319 63788 63416 63062 63657 63618 64241 64845 64176 64419 65219 65347 64289 61810 58764 56390 56880 59919 63322 66115 67290 67055 65365 61250 56780 55258 55617 59145 64234 66000 65125 63659 61748 60317 59983 61011 61146 59624 58092 57086 56667 59393 62829 62521 61939 62447 61741 61144 60857 59651 60205 63028 65805 66936 66571 66657 68117 70274 72016 71948 70928 69590 67577 65726 63825 60682 56876 53999 53539 55302 59807 64361 66752 67805 68205 69163 70691 72384 73694 73452 72437 71814 70998 71115 72110 72071 71484 70969 70308 69101 67222 66420 66569 68422 71696 74683 76179 74907 71944 68835 67938 68484 70721 72620 72833 72095 71092 70026 69253 68821 69592 71442 73240 75373 76878 77140 76424 74719 74031 72945 70932 69188 67717 66745 67137 68798 70130 70760 70383 70533 70578 70059 68857 68971 69341 69912 72576 75129 74148 72559 70116 66934 65779 65468 66396 68695 70763 73304 75729 76541 76920 77336 77429 76341 74790 73557 73159 74007 76360 76827 74659 69879 63381 59705 60746 64900 70847 74746 74642 72476 69971 68965 68934 69940 72067 73313 75007 75679 74373 72520 69936 68224 68953 69794 70607 72370 72512 71152 69688 68310 68301 70309 73892 76656 76373 73961 70068 65144 62393 61201 62309 66786 70423 72323 72710 72377 71297 70635 70270 69108 67298 64776 64170 65025 65999 67039 67242 64511 59833 55294 52181 50418 50218 51423 51619 50254 48819 48146 49395 53011 59065 66317 73785 79703 83042 83858 81142 75669 69476 64297 63435 66631 72061 77348 80558 81132 80540 79104 75121 69487 63357 59488 59526 62599 67954 73179 76437 78663 78947 76576 74540 73466 73332 75464 77948 78773 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