File name: Pandora248s1_TurlockCA_20241019_L1_smca1c2d20221229p1-8.txt
File generation date: 20241022T181845.6Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c2d20221229p1-8
Local principal investigator: Wing To
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 248
Spectrometer number: 1
Processing software version used: BlickP v1.8.60
Instrument operation file used: Pandora248_OF_v2d20221012.txt
Instrument calibration file used: Pandora248s1_CF_v2d20221229.txt
Level 0 file used: Pandora248s1_TurlockCA_20241019_L0.txt
Full location name: California State University, Stanislaus
Short location name: TurlockCA
Country of location: United States
Location latitude [deg]: 37.5230
Location longitude [deg]: -120.8550
Location altitude [m]: 45
Local noon date: 20241019
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]: 277.3783 277.5214 277.6645 277.8076 277.9507 278.0938 278.2368 278.3799 278.5229 278.6659 278.8089 278.9519 279.0949 279.2379 279.3809 279.5238 279.6667 279.8097 279.9526 280.0955 280.2384 280.3812 280.5241 280.6670 280.8098 280.9526 281.0955 281.2383 281.3811 281.5238 281.6666 281.8094 281.9521 282.0949 282.2376 282.3803 282.5230 282.6657 282.8084 282.9511 283.0938 283.2364 283.3790 283.5217 283.6643 283.8069 283.9495 284.0921 284.2347 284.3772 284.5198 284.6623 284.8049 284.9474 285.0899 285.2324 285.3749 285.5174 285.6598 285.8023 285.9447 286.0872 286.2296 286.3720 286.5144 286.6568 286.7992 286.9416 287.0839 287.2263 287.3686 287.5110 287.6533 287.7956 287.9379 288.0802 288.2224 288.3647 288.5070 288.6492 288.7915 288.9337 289.0759 289.2181 289.3603 289.5025 289.6446 289.7868 289.9290 290.0711 290.2132 290.3553 290.4975 290.6396 290.7816 290.9237 291.0658 291.2078 291.3499 291.4919 291.6339 291.7760 291.9180 292.0599 292.2019 292.3439 292.4859 292.6278 292.7697 292.9117 293.0536 293.1955 293.3374 293.4793 293.6211 293.7630 293.9049 294.0467 294.1885 294.3304 294.4722 294.6140 294.7558 294.8975 295.0393 295.1811 295.3228 295.4645 295.6063 295.7480 295.8897 296.0314 296.1730 296.3147 296.4564 296.5980 296.7397 296.8813 297.0229 297.1645 297.3061 297.4477 297.5892 297.7308 297.8724 298.0139 298.1554 298.2969 298.4384 298.5799 298.7214 298.8629 299.0044 299.1458 299.2872 299.4287 299.5701 299.7115 299.8529 299.9943 300.1357 300.2770 300.4184 300.5597 300.7010 300.8424 300.9837 301.1250 301.2662 301.4075 301.5488 301.6900 301.8313 301.9725 302.1137 302.2549 302.3961 302.5373 302.6785 302.8197 302.9608 303.1019 303.2431 303.3842 303.5253 303.6664 303.8075 303.9486 304.0896 304.2307 304.3717 304.5127 304.6538 304.7948 304.9358 305.0767 305.2177 305.3587 305.4996 305.6406 305.7815 305.9224 306.0633 306.2042 306.3451 306.4860 306.6268 306.7677 306.9085 307.0493 307.1902 307.3310 307.4718 307.6125 307.7533 307.8941 308.0348 308.1756 308.3163 308.4570 308.5977 308.7384 308.8791 309.0197 309.1604 309.3010 309.4417 309.5823 309.7229 309.8635 310.0041 310.1447 310.2852 310.4258 310.5663 310.7069 310.8474 310.9879 311.1284 311.2689 311.4094 311.5498 311.6903 311.8307 311.9712 312.1116 312.2520 312.3924 312.5328 312.6731 312.8135 312.9538 313.0942 313.2345 313.3748 313.5151 313.6554 313.7957 313.9360 314.0762 314.2165 314.3567 314.4969 314.6371 314.7773 314.9175 315.0577 315.1979 315.3380 315.4782 315.6183 315.7584 315.8985 316.0386 316.1787 316.3188 316.4589 316.5989 316.7389 316.8790 317.0190 317.1590 317.2990 317.4390 317.5789 317.7189 317.8588 317.9988 318.1387 318.2786 318.4185 318.5584 318.6983 318.8381 318.9780 319.1178 319.2577 319.3975 319.5373 319.6771 319.8169 319.9566 320.0964 320.2361 320.3759 320.5156 320.6553 320.7950 320.9347 321.0744 321.2141 321.3537 321.4933 321.6330 321.7726 321.9122 322.0518 322.1914 322.3310 322.4705 322.6101 322.7496 322.8891 323.0286 323.1681 323.3076 323.4471 323.5866 323.7260 323.8655 324.0049 324.1443 324.2837 324.4231 324.5625 324.7019 324.8412 324.9806 325.1199 325.2592 325.3985 325.5378 325.6771 325.8164 325.9557 326.0949 326.2342 326.3734 326.5126 326.6518 326.7910 326.9302 327.0693 327.2085 327.3476 327.4868 327.6259 327.7650 327.9041 328.0432 328.1823 328.3213 328.4604 328.5994 328.7384 328.8774 329.0164 329.1554 329.2944 329.4334 329.5723 329.7113 329.8502 329.9891 330.1280 330.2669 330.4058 330.5446 330.6835 330.8223 330.9612 331.1000 331.2388 331.3776 331.5164 331.6551 331.7939 331.9327 332.0714 332.2101 332.3488 332.4875 332.6262 332.7649 332.9035 333.0422 333.1808 333.3194 333.4581 333.5967 333.7352 333.8738 334.0124 334.1509 334.2895 334.4280 334.5665 334.7050 334.8435 334.9820 335.1204 335.2589 335.3973 335.5358 335.6742 335.8126 335.9510 336.0894 336.2277 336.3661 336.5044 336.6428 336.7811 336.9194 337.0577 337.1960 337.3342 337.4725 337.6107 337.7490 337.8872 338.0254 338.1636 338.3018 338.4399 338.5781 338.7162 338.8544 338.9925 339.1306 339.2687 339.4068 339.5449 339.6829 339.8210 339.9590 340.0970 340.2350 340.3730 340.5110 340.6490 340.7869 340.9249 341.0628 341.2007 341.3387 341.4766 341.6144 341.7523 341.8902 342.0280 342.1659 342.3037 342.4415 342.5793 342.7171 342.8549 342.9926 343.1304 343.2681 343.4058 343.5435 343.6812 343.8189 343.9566 344.0942 344.2319 344.3695 344.5072 344.6448 344.7824 344.9200 345.0575 345.1951 345.3326 345.4702 345.6077 345.7452 345.8827 346.0202 346.1577 346.2951 346.4326 346.5700 346.7074 346.8448 346.9822 347.1196 347.2570 347.3944 347.5317 347.6690 347.8064 347.9437 348.0810 348.2182 348.3555 348.4928 348.6300 348.7673 348.9045 349.0417 349.1789 349.3161 349.4532 349.5904 349.7275 349.8647 350.0018 350.1389 350.2760 350.4131 350.5501 350.6872 350.8242 350.9613 351.0983 351.2353 351.3723 351.5093 351.6462 351.7832 351.9201 352.0570 352.1940 352.3309 352.4678 352.6046 352.7415 352.8784 353.0152 353.1520 353.2888 353.4256 353.5624 353.6992 353.8360 353.9727 354.1094 354.2462 354.3829 354.5196 354.6563 354.7929 354.9296 355.0662 355.2029 355.3395 355.4761 355.6127 355.7493 355.8858 356.0224 356.1589 356.2955 356.4320 356.5685 356.7050 356.8415 356.9779 357.1144 357.2508 357.3873 357.5237 357.6601 357.7965 357.9328 358.0692 358.2055 358.3419 358.4782 358.6145 358.7508 358.8871 359.0234 359.1596 359.2959 359.4321 359.5683 359.7045 359.8407 359.9769 360.1131 360.2492 360.3854 360.5215 360.6576 360.7937 360.9298 361.0659 361.2019 361.3380 361.4740 361.6100 361.7460 361.8820 362.0180 362.1540 362.2899 362.4259 362.5618 362.6977 362.8336 362.9695 363.1054 363.2413 363.3771 363.5130 363.6488 363.7846 363.9204 364.0562 364.1920 364.3277 364.4635 364.5992 364.7349 364.8706 365.0063 365.1420 365.2777 365.4133 365.5489 365.6846 365.8202 365.9558 366.0914 366.2269 366.3625 366.4981 366.6336 366.7691 366.9046 367.0401 367.1756 367.3110 367.4465 367.5819 367.7174 367.8528 367.9882 368.1236 368.2589 368.3943 368.5296 368.6650 368.8003 368.9356 369.0709 369.2062 369.3414 369.4767 369.6119 369.7471 369.8824 370.0176 370.1527 370.2879 370.4231 370.5582 370.6933 370.8285 370.9636 371.0987 371.2337 371.3688 371.5038 371.6389 371.7739 371.9089 372.0439 372.1789 372.3139 372.4488 372.5838 372.7187 372.8536 372.9885 373.1234 373.2583 373.3931 373.5280 373.6628 373.7976 373.9324 374.0672 374.2020 374.3368 374.4715 374.6062 374.7410 374.8757 375.0104 375.1451 375.2797 375.4144 375.5490 375.6837 375.8183 375.9529 376.0875 376.2220 376.3566 376.4911 376.6257 376.7602 376.8947 377.0292 377.1637 377.2981 377.4326 377.5670 377.7014 377.8359 377.9703 378.1046 378.2390 378.3734 378.5077 378.6420 378.7763 378.9106 379.0449 379.1792 379.3135 379.4477 379.5819 379.7162 379.8504 379.9846 380.1187 380.2529 380.3870 380.5212 380.6553 380.7894 380.9235 381.0576 381.1916 381.3257 381.4597 381.5938 381.7278 381.8618 381.9958 382.1297 382.2637 382.3976 382.5316 382.6655 382.7994 382.9333 383.0671 383.2010 383.3348 383.4687 383.6025 383.7363 383.8701 384.0039 384.1376 384.2714 384.4051 384.5388 384.6725 384.8062 384.9399 385.0736 385.2072 385.3409 385.4745 385.6081 385.7417 385.8753 386.0089 386.1424 386.2760 386.4095 386.5430 386.6765 386.8100 386.9435 387.0769 387.2104 387.3438 387.4772 387.6106 387.7440 387.8774 388.0107 388.1441 388.2774 388.4107 388.5440 388.6773 388.8106 388.9439 389.0771 389.2104 389.3436 389.4768 389.6100 389.7432 389.8763 390.0095 390.1426 390.2757 390.4089 390.5420 390.6750 390.8081 390.9412 391.0742 391.2072 391.3402 391.4732 391.6062 391.7392 391.8722 392.0051 392.1380 392.2709 392.4039 392.5367 392.6696 392.8025 392.9353 393.0682 393.2010 393.3338 393.4666 393.5993 393.7321 393.8648 393.9976 394.1303 394.2630 394.3957 394.5284 394.6610 394.7937 394.9263 395.0590 395.1916 395.3242 395.4567 395.5893 395.7219 395.8544 395.9869 396.1194 396.2519 396.3844 396.5169 396.6493 396.7818 396.9142 397.0466 397.1790 397.3114 397.4438 397.5761 397.7085 397.8408 397.9731 398.1054 398.2377 398.3700 398.5022 398.6345 398.7667 398.8989 399.0311 399.1633 399.2955 399.4276 399.5598 399.6919 399.8240 399.9561 400.0882 400.2203 400.3523 400.4844 400.6164 400.7484 400.8805 401.0124 401.1444 401.2764 401.4083 401.5403 401.6722 401.8041 401.9360 402.0679 402.1997 402.3316 402.4634 402.5952 402.7270 402.8588 402.9906 403.1224 403.2541 403.3858 403.5176 403.6493 403.7810 403.9126 404.0443 404.1760 404.3076 404.4392 404.5708 404.7024 404.8340 404.9656 405.0971 405.2287 405.3602 405.4917 405.6232 405.7547 405.8861 406.0176 406.1490 406.2804 406.4119 406.5432 406.6746 406.8060 406.9373 407.0687 407.2000 407.3313 407.4626 407.5939 407.7252 407.8564 407.9876 408.1189 408.2501 408.3813 408.5125 408.6436 408.7748 408.9059 409.0370 409.1681 409.2992 409.4303 409.5614 409.6924 409.8235 409.9545 410.0855 410.2165 410.3475 410.4784 410.6094 410.7403 410.8713 411.0022 411.1331 411.2639 411.3948 411.5257 411.6565 411.7873 411.9181 412.0489 412.1797 412.3105 412.4412 412.5719 412.7027 412.8334 412.9641 413.0947 413.2254 413.3561 413.4867 413.6173 413.7479 413.8785 414.0091 414.1396 414.2702 414.4007 414.5312 414.6617 414.7922 414.9227 415.0532 415.1836 415.3141 415.4445 415.5749 415.7053 415.8356 415.9660 416.0963 416.2267 416.3570 416.4873 416.6176 416.7478 416.8781 417.0083 417.1386 417.2688 417.3990 417.5292 417.6593 417.7895 417.9196 418.0498 418.1799 418.3100 418.4401 418.5701 418.7002 418.8302 418.9602 419.0903 419.2202 419.3502 419.4802 419.6101 419.7401 419.8700 419.9999 420.1298 420.2597 420.3895 420.5194 420.6492 420.7790 420.9089 421.0386 421.1684 421.2982 421.4279 421.5577 421.6874 421.8171 421.9468 422.0764 422.2061 422.3357 422.4654 422.5950 422.7246 422.8542 422.9837 423.1133 423.2428 423.3724 423.5019 423.6314 423.7608 423.8903 424.0198 424.1492 424.2786 424.4080 424.5374 424.6668 424.7962 424.9255 425.0548 425.1842 425.3135 425.4428 425.5720 425.7013 425.8305 425.9598 426.0890 426.2182 426.3474 426.4765 426.6057 426.7348 426.8640 426.9931 427.1222 427.2513 427.3803 427.5094 427.6384 427.7674 427.8964 428.0254 428.1544 428.2834 428.4123 428.5413 428.6702 428.7991 428.9280 429.0568 429.1857 429.3145 429.4434 429.5722 429.7010 429.8298 429.9585 430.0873 430.2160 430.3448 430.4735 430.6022 430.7308 430.8595 430.9882 431.1168 431.2454 431.3740 431.5026 431.6312 431.7598 431.8883 432.0168 432.1453 432.2738 432.4023 432.5308 432.6593 432.7877 432.9161 433.0445 433.1729 433.3013 433.4297 433.5580 433.6864 433.8147 433.9430 434.0713 434.1996 434.3278 434.4561 434.5843 434.7125 434.8407 434.9689 435.0971 435.2252 435.3534 435.4815 435.6096 435.7377 435.8658 435.9939 436.1219 436.2500 436.3780 436.5060 436.6340 436.7619 436.8899 437.0179 437.1458 437.2737 437.4016 437.5295 437.6574 437.7852 437.9131 438.0409 438.1687 438.2965 438.4243 438.5520 438.6798 438.8075 438.9352 439.0629 439.1906 439.3183 439.4460 439.5736 439.7012 439.8289 439.9565 440.0840 440.2116 440.3392 440.4667 440.5942 440.7217 440.8492 440.9767 441.1042 441.2316 441.3590 441.4865 441.6139 441.7413 441.8686 441.9960 442.1233 442.2506 442.3780 442.5053 442.6325 442.7598 442.8871 443.0143 443.1415 443.2687 443.3959 443.5231 443.6502 443.7774 443.9045 444.0316 444.1587 444.2858 444.4129 444.5399 444.6670 444.7940 444.9210 445.0480 445.1750 445.3019 445.4289 445.5558 445.6827 445.8096 445.9365 446.0634 446.1902 446.3171 446.4439 446.5707 446.6975 446.8243 446.9510 447.0778 447.2045 447.3312 447.4579 447.5846 447.7113 447.8379 447.9646 448.0912 448.2178 448.3444 448.4710 448.5975 448.7241 448.8506 448.9771 449.1037 449.2301 449.3566 449.4831 449.6095 449.7359 449.8623 449.9887 450.1151 450.2415 450.3678 450.4942 450.6205 450.7468 450.8731 450.9993 451.1256 451.2518 451.3781 451.5043 451.6305 451.7566 451.8828 452.0090 452.1351 452.2612 452.3873 452.5134 452.6395 452.7655 452.8916 453.0176 453.1436 453.2696 453.3956 453.5215 453.6475 453.7734 453.8993 454.0252 454.1511 454.2770 454.4028 454.5287 454.6545 454.7803 454.9061 455.0319 455.1576 455.2834 455.4091 455.5348 455.6605 455.7862 455.9119 456.0375 456.1632 456.2888 456.4144 456.5400 456.6656 456.7911 456.9167 457.0422 457.1677 457.2932 457.4187 457.5441 457.6696 457.7950 457.9204 458.0458 458.1712 458.2966 458.4220 458.5473 458.6726 458.7979 458.9232 459.0485 459.1738 459.2990 459.4242 459.5495 459.6747 459.7998 459.9250 460.0502 460.1753 460.3004 460.4255 460.5506 460.6757 460.8008 460.9258 461.0508 461.1758 461.3008 461.4258 461.5508 461.6757 461.8007 461.9256 462.0505 462.1754 462.3002 462.4251 462.5499 462.6747 462.7996 462.9243 463.0491 463.1739 463.2986 463.4234 463.5481 463.6728 463.7974 463.9221 464.0468 464.1714 464.2960 464.4206 464.5452 464.6698 464.7943 464.9189 465.0434 465.1679 465.2924 465.4169 465.5413 465.6658 465.7902 465.9146 466.0390 466.1634 466.2877 466.4121 466.5364 466.6607 466.7850 466.9093 467.0336 467.1579 467.2821 467.4063 467.5305 467.6547 467.7789 467.9030 468.0272 468.1513 468.2754 468.3995 468.5236 468.6477 468.7717 468.8957 469.0198 469.1438 469.2677 469.3917 469.5157 469.6396 469.7635 469.8874 470.0113 470.1352 470.2590 470.3829 470.5067 470.6305 470.7543 470.8781 471.0018 471.1256 471.2493 471.3730 471.4967 471.6204 471.7441 471.8677 471.9913 472.1150 472.2386 472.3621 472.4857 472.6093 472.7328 472.8563 472.9798 473.1033 473.2268 473.3502 473.4737 473.5971 473.7205 473.8439 473.9673 474.0906 474.2140 474.3373 474.4606 474.5839 474.7072 474.8305 474.9537 475.0770 475.2002 475.3234 475.4466 475.5697 475.6929 475.8160 475.9391 476.0622 476.1853 476.3084 476.4314 476.5545 476.6775 476.8005 476.9235 477.0465 477.1694 477.2924 477.4153 477.5382 477.6611 477.7840 477.9068 478.0297 478.1525 478.2753 478.3981 478.5209 478.6437 478.7664 478.8892 479.0119 479.1346 479.2573 479.3799 479.5026 479.6252 479.7478 479.8704 479.9930 480.1156 480.2382 480.3607 480.4832 480.6057 480.7282 480.8507 480.9731 481.0956 481.2180 481.3404 481.4628 481.5852 481.7075 481.8299 481.9522 482.0745 482.1968 482.3191 482.4414 482.5636 482.6858 482.8081 482.9302 483.0524 483.1746 483.2967 483.4189 483.5410 483.6631 483.7852 483.9072 484.0293 484.1513 484.2733 484.3954 484.5173 484.6393 484.7613 484.8832 485.0051 485.1270 485.2489 485.3708 485.4926 485.6145 485.7363 485.8581 485.9799 486.1017 486.2234 486.3452 486.4669 486.5886 486.7103 486.8320 486.9536 487.0753 487.1969 487.3185 487.4401 487.5617 487.6832 487.8048 487.9263 488.0478 488.1693 488.2908 488.4122 488.5337 488.6551 488.7765 488.8979 489.0193 489.1407 489.2620 489.3834 489.5047 489.6260 489.7472 489.8685 489.9898 490.1110 490.2322 490.3534 490.4746 490.5957 490.7169 490.8380 490.9591 491.0802 491.2013 491.3224 491.4434 491.5645 491.6855 491.8065 491.9275 492.0484 492.1694 492.2903 492.4113 492.5322 492.6530 492.7739 492.8948 493.0156 493.1364 493.2572 493.3780 493.4988 493.6195 493.7403 493.8610 493.9817 494.1024 494.2230 494.3437 494.4643 494.5849 494.7055 494.8261 494.9467 495.0672 495.1878 495.3083 495.4288 495.5493 495.6698 495.7902 495.9107 496.0311 496.1515 496.2719 496.3922 496.5126 496.6329 496.7532 496.8735 496.9938 497.1141 497.2343 497.3546 497.4748 497.5950 497.7152 497.8354 497.9555 498.0757 498.1958 498.3159 498.4360 498.5560 498.6761 498.7961 498.9161 499.0361 499.1561 499.2761 499.3960 499.5160 499.6359 499.7558 499.8757 499.9955 500.1154 500.2352 500.3551 500.4749 500.5946 500.7144 500.8342 500.9539 501.0736 501.1933 501.3130 501.4327 501.5523 501.6719 501.7916 501.9112 502.0307 502.1503 502.2699 502.3894 502.5089 502.6284 502.7479 502.8673 502.9868 503.1062 503.2256 503.3450 503.4644 503.5838 503.7031 503.8225 503.9418 504.0611 504.1803 504.2996 504.4189 504.5381 504.6573 504.7765 504.8957 505.0148 505.1340 505.2531 505.3722 505.4913 505.6104 505.7294 505.8485 505.9675 506.0865 506.2055 506.3245 506.4434 506.5624 506.6813 506.8002 506.9191 507.0380 507.1568 507.2757 507.3945 507.5133 507.6321 507.7509 507.8696 507.9884 508.1071 508.2258 508.3445 508.4631 508.5818 508.7004 508.8190 508.9377 509.0562 509.1748 509.2934 509.4119 509.5304 509.6489 509.7674 509.8859 510.0043 510.1227 510.2412 510.3596 510.4779 510.5963 510.7146 510.8330 510.9513 511.0696 511.1879 511.3061 511.4244 511.5426 511.6608 511.7790 511.8972 512.0153 512.1335 512.2516 512.3697 512.4878 512.6059 512.7239 512.8420 512.9600 513.0780 513.1960 513.3140 513.4319 513.5499 513.6678 513.7857 513.9036 514.0214 514.1393 514.2571 514.3749 514.4927 514.6105 514.7283 514.8460 514.9638 515.0815 515.1992 515.3169 515.4345 515.5522 515.6698 515.7874 515.9050 516.0226 516.1401 516.2577 516.3752 516.4927 516.6102 516.7277 516.8451 516.9626 517.0800 517.1974 517.3148 517.4322 517.5495 517.6668 517.7842 517.9015 518.0187 518.1360 518.2533 518.3705 518.4877 518.6049 518.7221 518.8392 518.9564 519.0735 519.1906 519.3077 519.4248 519.5419 519.6589 519.7759 519.8929 520.0099 520.1269 520.2438 520.3608 520.4777 520.5946 520.7115 520.8284 520.9452 521.0620 521.1789 521.2957 521.4124 521.5292 521.6459 521.7627 521.8794 521.9961 522.1128 522.2294 522.3461 522.4627 522.5793 522.6959 522.8125 522.9290 523.0455 523.1621 523.2786 523.3950 523.5115 523.6280 523.7444 523.8608 523.9772 524.0936 524.2100 524.3263 524.4426 524.5589 524.6752 524.7915 524.9078 525.0240 525.1402 525.2564 525.3726 525.4888 525.6049 525.7211 525.8372 525.9533 526.0694 526.1854 526.3015 526.4175 526.5335 526.6495 526.7655 526.8815 526.9974 527.1133 527.2292 527.3451 527.4610 527.5769 527.6927 527.8085 527.9243 528.0401 528.1559 528.2716 528.3874 528.5031 528.6188 528.7345 528.8501 528.9658 529.0814 529.1970 529.3126 529.4282 529.5437 529.6593 529.7748 529.8903 530.0058 530.1212 530.2367 530.3521 530.4675 530.5829 530.6983 530.8137 530.9290 531.0444 531.1597 531.2750 531.3902 531.5055 531.6207 531.7360 531.8512 531.9664 532.0815 532.1967 532.3118 532.4269 532.5420 532.6571 532.7722 532.8872 533.0023 533.1173 533.2323 533.3472 533.4622 533.5771 533.6921 533.8070 533.9219 534.0367 534.1516 534.2664 534.3812 534.4960 534.6108 534.7256 534.8403 534.9550 535.0698 535.1844 535.2991 535.4138 535.5284 535.6430 535.7576 535.8722 535.9868 536.1013 536.2159 536.3304 536.4449 536.5594 536.6738 536.7883 536.9027 537.0171 537.1315 537.2458 537.3602 537.4745 537.5888 537.7031 537.8174 537.9317 538.0459 538.1602 538.2744 538.3886 538.5027 538.6169 538.7310 538.8451 538.9592 539.0733 539.1874 539.3014 539.4155 539.5295 539.6435 539.7574 539.8714 539.9853 540.0992 540.2132 540.3270 540.4409 540.5548 540.6686 540.7824 540.8962 541.0100 541.1237 541.2375 541.3512 541.4649 541.5786 541.6923 541.8060 541.9196 542.0332 542.1469 542.2604 542.3740 542.4876 542.6011
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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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MO 20241019T075014.9Z 9058.326561 2 1 55.88 3 2793.520 20 2 0 1 1 0.00 2 0.00 2 -1.00 507 1 10 0 0 25.36 0 0 0 1453 7.061e+02 1.175e+00 7.080e+02 1.677e+00 -1 1.605e+02 1.605e+02 -3.484e-11 1.607e+02 1.428e+00 0 0 0 0 0.00e+00 3.264e+03 -9.000e+00 3.386e+02 -9.000e+00 -9.865e+01 -9.000e+00 1.259e+02 -9.000e+00 3.574e+02 -9.000e+00 1 1.37 59.31 45.93 34.44 20.99 9.59 4.03 1.38 0 1.127e-02 1795 -9 -9.00 -9.00 -9.00 -9.00 -0.00223 3.27417e-03 3.10122e-04 33.75 20.00 25.36 19.93 7.5 957.25 2.782e+10 10 3 0 0 0 0 0 -574 -528 -664 -543 -460 -620 -495 -563 -527 -594 -598 -495 -470 -497 -497 -534 -444 -410 -459 -455 -454 -464 -420 -319 -265 -301 -187 -283 -233 -290 -280 -337 -144 -246 -253 -145 -217 -194 -166 -230 -155 -197 -155 -185 -181 -178 -148 -126 -201 -90 -112 -156 -113 -162 -90 -135 -44 -106 -123 -138 -73 -48 -56 -51 -13 -66 -28 -81 -61 -8 -40 -11 -45 13 26 -6 51 -36 -6 5 13 5 2 27 23 12 44 -33 16 80 41 54 75 62 74 44 43 51 37 68 89 90 67 47 31 110 68 50 127 24 128 151 147 135 159 91 169 106 134 82 179 175 151 182 136 170 173 175 193 181 159 166 199 135 200 172 169 227 207 209 249 257 224 218 208 258 272 241 221 275 264 299 268 295 286 310 276 268 310 264 319 332 324 368 401 411 313 361 362 387 446 455 457 494 537 592 616 636 613 609 613 608 590 604 654 686 689 678 727 762 899 850 924 861 811 782 807 885 921 944 936 899 930 1038 1101 1137 1239 1226 1223 1237 1275 1274 1281 1336 1376 1410 1419 1334 1202 1208 1180 1212 1308 1324 1268 1247 1388 1536 1726 1961 2078 2146 2183 2193 2187 2185 2092 2049 1958 1940 2019 2110 2187 2216 2296 2352 2348 2372 2353 2324 2421 2544 2717 2753 2690 2555 2399 2298 2437 2634 2863 2977 2921 2864 2750 2457 2250 2208 2320 2447 2688 2966 3077 3181 3384 3599 3777 3868 3848 3683 3470 3142 2909 2830 2980 3172 3447 3717 3848 3786 3524 3368 3322 3383 3694 3925 4011 4172 4334 4558 4644 4606 4415 4147 3833 3590 3667 3803 4038 4376 4405 4389 4311 4058 3974 3801 3611 3599 3787 3950 4129 4216 4241 4423 4625 4865 4919 5116 5042 4993 4908 4804 4799 4870 5227 5606 5984 6300 6553 6657 6730 6700 6552 6595 6688 6827 6730 6669 6572 6647 6594 6526 6471 6332 6338 6326 6391 6179 6287 6491 6698 7227 7695 7926 8068 8169 8211 8395 8330 8043 7734 7225 6890 6926 7072 7244 7396 7227 7197 7297 7472 7657 7681 7490 7307 7363 7528 7603 7600 7581 7490 7563 7398 7156 6957 6935 7056 7307 7616 7839 8053 8098 7849 7564 7597 7760 8158 8524 8436 7834 6994 6143 5885 6216 6839 7295 7120 6618 6162 5947 6211 6770 7335 7695 7667 7317 7073 7078 7458 7808 8012 8125 8142 7857 7607 7441 7505 7976 8553 9067 9332 9305 9076 8736 8460 8284 8194 8240 8297 8011 7880 7714 7939 8589 9010 9076 8940 8778 8522 8622 8982 9256 9418 9359 9153 8900 8885 8639 7955 7081 6475 6246 6497 7084 7732 8400 8916 9150 9288 9315 9260 9115 8724 8260 8057 8237 8539 8891 9229 9409 9578 9675 9506 9007 8266 7964 8141 8594 9103 9256 9168 9139 9274 9302 9272 8986 8509 8436 8486 8596 8771 9147 9707 10463 11095 11271 11197 11040 10829 10542 10360 9866 9459 9480 9918 10503 10928 10929 10370 9567 8803 8582 8734 9387 10157 10616 10756 11062 11169 11449 11681 11715 11716 11822 11800 11924 12110 12220 12244 12158 11983 11615 11319 11128 11110 11170 11365 11638 11720 11116 10523 9762 8969 8647 8777 8939 9382 10063 10469 10387 9730 8799 8061 7597 7397 7524 7750 8256 9359 10473 11235 11937 12373 12742 13183 13569 13338 12761 12140 11351 10806 10317 10015 10091 10302 10853 11518 11625 11093 10442 10068 10182 10982 12129 13051 13914 14214 13681 12459 11447 10753 10936 11705 12482 13213 13801 13855 13473 12879 12231 11621 11423 11756 12446 13457 14288 14959 15373 15657 15965 16082 16049 15680 15353 15139 15075 14835 14944 15179 15408 15790 15847 15196 14578 14014 13805 13982 14282 14308 13961 13732 14019 14815 15783 16250 16320 16113 16215 16799 17101 17205 16651 15464 14180 13212 12851 13425 14414 15833 17303 18083 18175 17071 15168 13266 12067 12222 13413 14738 15529 15792 15494 14974 13965 12281 10791 10107 10745 12394 14108 15047 14902 13773 12459 11253 10557 11056 12202 14082 16228 17453 17099 16039 15144 14508 14619 15163 15367 15182 15242 15446 15688 16495 17204 17948 18722 19012 19178 19727 20298 20683 20901 20277 19291 18058 16964 16502 16470 16371 16226 15543 14737 14417 14718 15712 17210 18550 18973 18975 18789 18880 19112 19058 18107 16581 15413 14879 14422 14177 14060 13577 13111 12577 11822 11210 11186 11326 11276 11043 10981 10966 11005 10875 11308 12016 13445 15106 16503 17285 17398 17161 17132 17011 16713 16569 16106 15062 13991 13728 14157 15413 16904 17906 17988 17386 16453 15455 14804 15124 16185 17051 17300 16912 16080 15547 15808 15888 15707 15665 15331 15479 16528 17851 19079 19773 20256 20254 20438 20693 20514 20067 19497 18966 19240 19967 21132 22374 23112 23309 23341 23092 22529 21708 20508 19627 19067 18752 18470 17473 15621 13431 11235 9370 8061 7636 8170 9622 11695 13860 15555 16497 17247 18355 19310 20546 21829 22482 22909 23290 23198 23033 23210 22836 21919 20354 18465 16259 14110 12205 10377 9278 9438 10825 13147 15855 18381 20622 22915 24734 25758 26441 26630 26524 26700 27381 28022 28750 29341 29658 29644 29321 28877 28939 29405 30258 31083 30808 29803 29141 28925 29550 30687 31725 32092 32262 32206 32123 32018 32368 32511 32776 32726 32689 32996 33189 32911 32212 30680 29385 28972 29741 31385 32923 33896 34267 33972 32417 30304 28767 28305 29161 31468 33100 33467 32980 32173 31319 30749 30944 31253 30855 30174 29590 29134 29598 31191 32011 31918 31817 31769 31449 31273 30877 30812 31495 32767 33801 34145 34071 34380 35200 36295 36596 36589 35960 35089 34159 33264 31973 30240 28612 27664 27837 29272 31448 33225 34257 34576 35035 35645 36282 37218 37430 37292 36793 36342 36168 36550 36683 36563 36363 36048 35589 34849 34093 33928 34266 35447 37037 38212 38484 37704 36326 35098 34702 35386 36326 37096 37123 36650 36095 35668 38025 35314 35794 36885 45403 38795 39318 39429 38968 38354 37846 36956 36221 35212 34671 34429 34858 35646 36101 36220 36230 36384 36248 35844 35588 35725 35761 36582 37832 38310 38060 37164 35823 34610 34083 34050 34792 35898 37062 38409 39347 39641 39952 40082 39962 39439 38684 38185 38088 38809 39637 39532 38307 35429 32708 31543 32453 34723 37481 39038 38829 37682 36732 36200 36262 37060 37905 38723 39414 39433 38897 37806 36588 36076 36289 36807 37419 38187 38097 37446 36688 36094 36312 37591 39437 40389 40174 38860 36601 34430 33014 32601 33800 35767 37494 38470 38568 38410 37909 37650 37218 36720 35527 34555 34359 34739 35418 35829 35604 34020 31835 29431 27888 27150 27226 27683 27566 27022 26343 26205 27021 29174 32430 36169 40085 43081 44617 44841 43209 40395 37216 34986 34739 36448 39301 42001 43292 43798 43627 42527 40502 37325 34434 32643 32800 34540 37261 39902 41722 42772 42721 41726 40714 40095 40291 41353 42415 43041 43639 43989 44851 45614 45893 45799 45101 44547 43885 43229 42695 41832 41409 41555 42227 42961 42748 40726 37881 36026 35624 36764 38745 40514 41392 41826 42061 42634 43457 44038 44338 44229 43709 42712 41421 40846 40700 41068 42345 44375 46083 46888 46846 46009 45336 45375 46292 47769 48327 48249 47693 47356 47348 47807 47892 48072 47788 47025 46315 45931 46324 47148 48181 48523 48091 47474 47232 47778 48530 49145 49404 49198 48618 47615 46330 44944 43999 43620 43798 44329 45037 45746 46835 47784 48139 48229 48266 48614 49459 50581 51499 52098 52324 51804 50499 49410 48635 48919 49984 51306 51731 51171 50691 50258 50224 50401 50563 50786 51196 51621 52142 52687 53250 54023 54795 55218 55510 55328 55221 54752 54282 53775 53135 52911 52845 53138 53387 53416 53248 52501 51407 49911 48802 47924 47592 47912 48362 48489 49300 50326 51460 52706 53432 53557 53299 53083 52666 52195 51424 50922 50681 50815 50891 51306 51686 52340 53196 54323 55128 55497 55157 54200 53859 53595 53931 54435 54753 54948 54833 55151 55616 55719 55473 54485 53397 52589 52128 51945 52313 52900 53698 54357 54536 54506 54043 53618 53373 53469 53508 53463 53506 53779 54021 54256 54860 55386 56034 56648 56695 56608 56339 56032 56083 56149 56282 56451 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