File name: Pandora30s1_Juelich_20251217_L1_smca1c7d20250318p1-8.txt
File generation date: 20251217T233615.4Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c7d20250318p1-8
Local principal investigator: Kezia Lange
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 30
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora30_OF_v3d20241219.txt
Instrument calibration file used: Pandora30s1_CF_v7d20250318.txt
Level 0 file used: Pandora30s1_Juelich_20251217_L0.txt
Full location name: Juelich JULEY
Short location name: Juelich
Country of location: Germany
Location latitude [deg]: 50.9080
Location longitude [deg]: 6.4130
Location altitude [m]: 94
Local noon date: 20251217
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 after repairs in LabLuftBlick
Nominal wavelengths [nm]: 273.5645 273.7087 273.8529 273.9970 274.1412 274.2853 274.4294 274.5735 274.7176 274.8617 275.0058 275.1498 275.2939 275.4379 275.5820 275.7260 275.8700 276.0140 276.1580 276.3020 276.4459 276.5899 276.7338 276.8778 277.0217 277.1656 277.3095 277.4534 277.5973 277.7412 277.8850 278.0289 278.1727 278.3166 278.4604 278.6042 278.7480 278.8918 279.0356 279.1793 279.3231 279.4668 279.6106 279.7543 279.8980 280.0417 280.1854 280.3291 280.4727 280.6164 280.7600 280.9037 281.0473 281.1909 281.3345 281.4781 281.6217 281.7653 281.9088 282.0524 282.1959 282.3395 282.4830 282.6265 282.7700 282.9135 283.0570 283.2004 283.3439 283.4873 283.6308 283.7742 283.9176 284.0610 284.2044 284.3478 284.4911 284.6345 284.7778 284.9212 285.0645 285.2078 285.3511 285.4944 285.6377 285.7810 285.9242 286.0675 286.2107 286.3539 286.4972 286.6404 286.7836 286.9267 287.0699 287.2131 287.3562 287.4994 287.6425 287.7856 287.9287 288.0718 288.2149 288.3580 288.5010 288.6441 288.7871 288.9302 289.0732 289.2162 289.3592 289.5022 289.6452 289.7881 289.9311 290.0740 290.2169 290.3599 290.5028 290.6457 290.7886 290.9314 291.0743 291.2172 291.3600 291.5028 291.6457 291.7885 291.9313 292.0741 292.2168 292.3596 292.5024 292.6451 292.7878 292.9306 293.0733 293.2160 293.3587 293.5013 293.6440 293.7867 293.9293 294.0720 294.2146 294.3572 294.4998 294.6424 294.7850 294.9275 295.0701 295.2126 295.3552 295.4977 295.6402 295.7827 295.9252 296.0677 296.2101 296.3526 296.4950 296.6375 296.7799 296.9223 297.0647 297.2071 297.3495 297.4918 297.6342 297.7765 297.9189 298.0612 298.2035 298.3458 298.4881 298.6304 298.7726 298.9149 299.0571 299.1994 299.3416 299.4838 299.6260 299.7682 299.9104 300.0525 300.1947 300.3368 300.4790 300.6211 300.7632 300.9053 301.0474 301.1895 301.3315 301.4736 301.6156 301.7576 301.8997 302.0417 302.1837 302.3256 302.4676 302.6096 302.7515 302.8935 303.0354 303.1773 303.3192 303.4611 303.6030 303.7449 303.8867 304.0286 304.1704 304.3123 304.4541 304.5959 304.7377 304.8794 305.0212 305.1630 305.3047 305.4465 305.5882 305.7299 305.8716 306.0133 306.1550 306.2966 306.4383 306.5799 306.7216 306.8632 307.0048 307.1464 307.2880 307.4296 307.5711 307.7127 307.8542 307.9957 308.1373 308.2788 308.4203 308.5617 308.7032 308.8447 308.9861 309.1276 309.2690 309.4104 309.5518 309.6932 309.8346 309.9760 310.1173 310.2587 310.4000 310.5413 310.6826 310.8239 310.9652 311.1065 311.2478 311.3890 311.5303 311.6715 311.8127 311.9539 312.0951 312.2363 312.3775 312.5186 312.6598 312.8009 312.9421 313.0832 313.2243 313.3654 313.5064 313.6475 313.7886 313.9296 314.0706 314.2117 314.3527 314.4937 314.6347 314.7756 314.9166 315.0576 315.1985 315.3394 315.4803 315.6213 315.7621 315.9030 316.0439 316.1848 316.3256 316.4664 316.6073 316.7481 316.8889 317.0297 317.1705 317.3112 317.4520 317.5927 317.7334 317.8742 318.0149 318.1556 318.2963 318.4369 318.5776 318.7182 318.8589 318.9995 319.1401 319.2807 319.4213 319.5619 319.7024 319.8430 319.9835 320.1241 320.2646 320.4051 320.5456 320.6861 320.8266 320.9670 321.1075 321.2479 321.3883 321.5287 321.6691 321.8095 321.9499 322.0903 322.2306 322.3710 322.5113 322.6516 322.7919 322.9322 323.0725 323.2128 323.3530 323.4933 323.6335 323.7737 323.9139 324.0541 324.1943 324.3345 324.4747 324.6148 324.7550 324.8951 325.0352 325.1753 325.3154 325.4555 325.5956 325.7356 325.8757 326.0157 326.1557 326.2957 326.4357 326.5757 326.7157 326.8556 326.9956 327.1355 327.2755 327.4154 327.5553 327.6952 327.8350 327.9749 328.1148 328.2546 328.3944 328.5343 328.6741 328.8139 328.9536 329.0934 329.2332 329.3729 329.5126 329.6524 329.7921 329.9318 330.0715 330.2111 330.3508 330.4904 330.6301 330.7697 330.9093 331.0489 331.1885 331.3281 331.4676 331.6072 331.7467 331.8863 332.0258 332.1653 332.3048 332.4443 332.5837 332.7232 332.8626 333.0021 333.1415 333.2809 333.4203 333.5597 333.6990 333.8384 333.9777 334.1171 334.2564 334.3957 334.5350 334.6743 334.8136 334.9528 335.0921 335.2313 335.3705 335.5098 335.6490 335.7881 335.9273 336.0665 336.2056 336.3448 336.4839 336.6230 336.7621 336.9012 337.0403 337.1794 337.3184 337.4575 337.5965 337.7355 337.8745 338.0135 338.1525 338.2914 338.4304 338.5693 338.7083 338.8472 338.9861 339.1250 339.2639 339.4028 339.5416 339.6805 339.8193 339.9581 340.0969 340.2357 340.3745 340.5133 340.6520 340.7908 340.9295 341.0682 341.2069 341.3456 341.4843 341.6230 341.7617 341.9003 342.0389 342.1776 342.3162 342.4548 342.5934 342.7319 342.8705 343.0090 343.1476 343.2861 343.4246 343.5631 343.7016 343.8401 343.9785 344.1170 344.2554 344.3939 344.5323 344.6707 344.8091 344.9474 345.0858 345.2241 345.3625 345.5008 345.6391 345.7774 345.9157 346.0540 346.1922 346.3305 346.4687 346.6070 346.7452 346.8834 347.0216 347.1597 347.2979 347.4360 347.5742 347.7123 347.8504 347.9885 348.1266 348.2647 348.4028 348.5408 348.6788 348.8169 348.9549 349.0929 349.2309 349.3688 349.5068 349.6448 349.7827 349.9206 350.0585 350.1964 350.3343 350.4722 350.6100 350.7479 350.8857 351.0236 351.1614 351.2992 351.4370 351.5747 351.7125 351.8502 351.9880 352.1257 352.2634 352.4011 352.5388 352.6765 352.8141 352.9518 353.0894 353.2270 353.3646 353.5022 353.6398 353.7774 353.9149 354.0525 354.1900 354.3275 354.4650 354.6025 354.7400 354.8775 355.0149 355.1524 355.2898 355.4272 355.5646 355.7020 355.8394 355.9768 356.1141 356.2515 356.3888 356.5261 356.6634 356.8007 356.9380 357.0753 357.2125 357.3498 357.4870 357.6242 357.7614 357.8986 358.0358 358.1729 358.3101 358.4472 358.5843 358.7214 358.8585 358.9956 359.1327 359.2698 359.4068 359.5438 359.6809 359.8179 359.9549 360.0919 360.2288 360.3658 360.5027 360.6397 360.7766 360.9135 361.0504 361.1873 361.3241 361.4610 361.5978 361.7346 361.8715 362.0083 362.1451 362.2818 362.4186 362.5553 362.6921 362.8288 362.9655 363.1022 363.2389 363.3756 363.5122 363.6489 363.7855 363.9221 364.0588 364.1954 364.3319 364.4685 364.6051 364.7416 364.8781 365.0147 365.1512 365.2876 365.4241 365.5606 365.6970 365.8335 365.9699 366.1063 366.2427 366.3791 366.5155 366.6518 366.7882 366.9245 367.0609 367.1972 367.3335 367.4697 367.6060 367.7423 367.8785 368.0147 368.1510 368.2872 368.4234 368.5595 368.6957 368.8319 368.9680 369.1041 369.2402 369.3763 369.5124 369.6485 369.7846 369.9206 370.0566 370.1927 370.3287 370.4647 370.6006 370.7366 370.8726 371.0085 371.1444 371.2804 371.4163 371.5521 371.6880 371.8239 371.9597 372.0956 372.2314 372.3672 372.5030 372.6388 372.7746 372.9103 373.0461 373.1818 373.3175 373.4532 373.5889 373.7246 373.8602 373.9959 374.1315 374.2672 374.4028 374.5384 374.6740 374.8095 374.9451 375.0806 375.2162 375.3517 375.4872 375.6227 375.7582 375.8936 376.0291 376.1645 376.2999 376.4354 376.5708 376.7061 376.8415 376.9769 377.1122 377.2476 377.3829 377.5182 377.6535 377.7887 377.9240 378.0593 378.1945 378.3297 378.4649 378.6001 378.7353 378.8705 379.0057 379.1408 379.2759 379.4111 379.5462 379.6813 379.8163 379.9514 380.0864 380.2215 380.3565 380.4915 380.6265 380.7615 380.8965 381.0314 381.1664 381.3013 381.4362 381.5711 381.7060 381.8409 381.9758 382.1106 382.2454 382.3803 382.5151 382.6499 382.7847 382.9194 383.0542 383.1889 383.3237 383.4584 383.5931 383.7278 383.8624 383.9971 384.1317 384.2664 384.4010 384.5356 384.6702 384.8048 384.9393 385.0739 385.2084 385.3430 385.4775 385.6120 385.7465 385.8809 386.0154 386.1498 386.2843 386.4187 386.5531 386.6875 386.8218 386.9562 387.0906 387.2249 387.3592 387.4935 387.6278 387.7621 387.8964 388.0306 388.1649 388.2991 388.4333 388.5675 388.7017 388.8359 388.9700 389.1042 389.2383 389.3724 389.5065 389.6406 389.7747 389.9087 390.0428 390.1768 390.3108 390.4448 390.5788 390.7128 390.8468 390.9807 391.1147 391.2486 391.3825 391.5164 391.6503 391.7842 391.9180 392.0519 392.1857 392.3195 392.4533 392.5871 392.7209 392.8546 392.9884 393.1221 393.2558 393.3895 393.5232 393.6569 393.7906 393.9242 394.0579 394.1915 394.3251 394.4587 394.5923 394.7258 394.8594 394.9929 395.1264 395.2600 395.3935 395.5269 395.6604 395.7939 395.9273 396.0607 396.1942 396.3276 396.4609 396.5943 396.7277 396.8610 396.9943 397.1277 397.2610 397.3943 397.5275 397.6608 397.7940 397.9273 398.0605 398.1937 398.3269 398.4601 398.5932 398.7264 398.8595 398.9926 399.1258 399.2589 399.3919 399.5250 399.6581 399.7911 399.9241 400.0571 400.1901 400.3231 400.4561 400.5890 400.7220 400.8549 400.9878 401.1207 401.2536 401.3865 401.5193 401.6522 401.7850 401.9178 402.0506 402.1834 402.3162 402.4489 402.5817 402.7144 402.8471 402.9798 403.1125 403.2452 403.3778 403.5105 403.6431 403.7757 403.9083 404.0409 404.1735 404.3061 404.4386 404.5712 404.7037 404.8362 404.9687 405.1011 405.2336 405.3661 405.4985 405.6309 405.7633 405.8957 406.0281 406.1605 406.2928 406.4251 406.5575 406.6898 406.8221 406.9543 407.0866 407.2189 407.3511 407.4833 407.6155 407.7477 407.8799 408.0121 408.1442 408.2763 408.4085 408.5406 408.6727 408.8048 408.9368 409.0689 409.2009 409.3329 409.4649 409.5969 409.7289 409.8609 409.9928 410.1248 410.2567 410.3886 410.5205 410.6524 410.7842 410.9161 411.0479 411.1798 411.3116 411.4434 411.5751 411.7069 411.8387 411.9704 412.1021 412.2338 412.3655 412.4972 412.6289 412.7605 412.8922 413.0238 413.1554 413.2870 413.4186 413.5501 413.6817 413.8132 413.9447 414.0763 414.2077 414.3392 414.4707 414.6021 414.7336 414.8650 414.9964 415.1278 415.2592 415.3905 415.5219 415.6532 415.7845 415.9159 416.0471 416.1784 416.3097 416.4409 416.5722 416.7034 416.8346 416.9658 417.0970 417.2281 417.3593 417.4904 417.6215 417.7526 417.8837 418.0148 418.1459 418.2769 418.4079 418.5389 418.6700 418.8009 418.9319 419.0629 419.1938 419.3247 419.4557 419.5866 419.7174 419.8483 419.9792 420.1100 420.2408 420.3717 420.5025 420.6332 420.7640 420.8948 421.0255 421.1562 421.2869 421.4176 421.5483 421.6790 421.8096 421.9403 422.0709 422.2015 422.3321 422.4627 422.5933 422.7238 422.8543 422.9849 423.1154 423.2459 423.3763 423.5068 423.6373 423.7677 423.8981 424.0285 424.1589 424.2893 424.4196 424.5500 424.6803 424.8106 424.9409 425.0712 425.2015 425.3318 425.4620 425.5922 425.7224 425.8526 425.9828 426.1130 426.2431 426.3733 426.5034 426.6335 426.7636 426.8937 427.0238 427.1538 427.2839 427.4139 427.5439 427.6739 427.8039 427.9338 428.0638 428.1937 428.3236 428.4535 428.5834 428.7133 428.8431 428.9730 429.1028 429.2326 429.3624 429.4922 429.6220 429.7517 429.8815 430.0112 430.1409 430.2706 430.4003 430.5300 430.6596 430.7893 430.9189 431.0485 431.1781 431.3077 431.4372 431.5668 431.6963 431.8258 431.9553 432.0848 432.2143 432.3437 432.4732 432.6026 432.7320 432.8614 432.9908 433.1202 433.2495 433.3789 433.5082 433.6375 433.7668 433.8961 434.0253 434.1546 434.2838 434.4130 434.5422 434.6714 434.8006 434.9298 435.0589 435.1880 435.3172 435.4463 435.5753 435.7044 435.8335 435.9625 436.0915 436.2205 436.3495 436.4785 436.6075 436.7364 436.8654 436.9943 437.1232 437.2521 437.3810 437.5098 437.6387 437.7675 437.8963 438.0251 438.1539 438.2826 438.4114 438.5401 438.6689 438.7976 438.9263 439.0549 439.1836 439.3123 439.4409 439.5695 439.6981 439.8267 439.9553 440.0838 440.2124 440.3409 440.4694 440.5979 440.7264 440.8549 440.9833 441.1117 441.2402 441.3686 441.4970 441.6253 441.7537 441.8820 442.0104 442.1387 442.2670 442.3953 442.5235 442.6518 442.7800 442.9083 443.0365 443.1647 443.2928 443.4210 443.5491 443.6773 443.8054 443.9335 444.0616 444.1896 444.3177 444.4457 444.5738 444.7018 444.8298 444.9578 445.0857 445.2137 445.3416 445.4695 445.5974 445.7253 445.8532 445.9810 446.1089 446.2367 446.3645 446.4923 446.6201 446.7479 446.8756 447.0033 447.1311 447.2588 447.3865 447.5141 447.6418 447.7694 447.8971 448.0247 448.1523 448.2799 448.4074 448.5350 448.6625 448.7900 448.9175 449.0450 449.1725 449.2999 449.4274 449.5548 449.6822 449.8096 449.9370 450.0644 450.1917 450.3191 450.4464 450.5737 450.7010 450.8282 450.9555 451.0827 451.2100 451.3372 451.4644 451.5916 451.7187 451.8459 451.9730 452.1001 452.2272 452.3543 452.4814 452.6084 452.7355 452.8625 452.9895 453.1165 453.2435 453.3705 453.4974 453.6243 453.7512 453.8782 454.0050 454.1319 454.2588 454.3856 454.5124 454.6392 454.7660 454.8928 455.0196 455.1463 455.2730 455.3998 455.5265 455.6531 455.7798 455.9065 456.0331 456.1597 456.2863 456.4129 456.5395 456.6660 456.7926 456.9191 457.0456 457.1721 457.2986 457.4251 457.5515 457.6779 457.8044 457.9308 458.0571 458.1835 458.3099 458.4362 458.5625 458.6888 458.8151 458.9414 459.0677 459.1939 459.3202 459.4464 459.5726 459.6987 459.8249 459.9511 460.0772 460.2033 460.3294 460.4555 460.5816 460.7076 460.8337 460.9597 461.0857 461.2117 461.3377 461.4636 461.5896 461.7155 461.8414 461.9673 462.0932 462.2191 462.3449 462.4708 462.5966 462.7224 462.8482 462.9740 463.0997 463.2255 463.3512 463.4769 463.6026 463.7283 463.8539 463.9796 464.1052 464.2308 464.3564 464.4820 464.6076 464.7331 464.8587 464.9842 465.1097 465.2352 465.3606 465.4861 465.6115 465.7370 465.8624 465.9878 466.1131 466.2385 466.3638 466.4892 466.6145 466.7398 466.8651 466.9903 467.1156 467.2408 467.3660 467.4912 467.6164 467.7416 467.8667 467.9919 468.1170 468.2421 468.3672 468.4923 468.6173 468.7424 468.8674 468.9924 469.1174 469.2424 469.3673 469.4923 469.6172 469.7421 469.8670 469.9919 470.1168 470.2416 470.3664 470.4913 470.6161 470.7408 470.8656 470.9904 471.1151 471.2398 471.3645 471.4892 471.6139 471.7385 471.8632 471.9878 472.1124 472.2370 472.3616 472.4862 472.6107 472.7352 472.8597 472.9842 473.1087 473.2332 473.3576 473.4821 473.6065 473.7309 473.8553 473.9796 474.1040 474.2283 474.3526 474.4769 474.6012 474.7255 474.8497 474.9740 475.0982 475.2224 475.3466 475.4708 475.5949 475.7191 475.8432 475.9673 476.0914 476.2155 476.3395 476.4636 476.5876 476.7116 476.8356 476.9596 477.0835 477.2075 477.3314 477.4553 477.5792 477.7031 477.8270 477.9508 478.0746 478.1985 478.3223 478.4460 478.5698 478.6936 478.8173 478.9410 479.0647 479.1884 479.3121 479.4357 479.5594 479.6830 479.8066 479.9302 480.0537 480.1773 480.3008 480.4244 480.5479 480.6714 480.7948 480.9183 481.0417 481.1652 481.2886 481.4120 481.5353 481.6587 481.7820 481.9054 482.0287 482.1520 482.2752 482.3985 482.5217 482.6450 482.7682 482.8914 483.0146 483.1377 483.2609 483.3840 483.5071 483.6302 483.7533 483.8763 483.9994 484.1224 484.2454 484.3684 484.4914 484.6144 484.7373 484.8603 484.9832 485.1061 485.2290 485.3518 485.4747 485.5975 485.7203 485.8431 485.9659 486.0887 486.2114 486.3342 486.4569 486.5796 486.7023 486.8249 486.9476 487.0702 487.1928 487.3154 487.4380 487.5606 487.6831 487.8057 487.9282 488.0507 488.1732 488.2957 488.4181 488.5405 488.6630 488.7854 488.9078 489.0301 489.1525 489.2748 489.3971 489.5194 489.6417 489.7640 489.8862 490.0085 490.1307 490.2529 490.3751 490.4973 490.6194 490.7416 490.8637 490.9858 491.1079 491.2299 491.3520 491.4740 491.5960 491.7180 491.8400 491.9620 492.0840 492.2059 492.3278 492.4497 492.5716 492.6935 492.8153 492.9372 493.0590 493.1808 493.3026 493.4243 493.5461 493.6678 493.7896 493.9113 494.0329 494.1546 494.2763 494.3979 494.5195 494.6411 494.7627 494.8843 495.0058 495.1274 495.2489 495.3704 495.4919 495.6133 495.7348 495.8562 495.9776 496.0990 496.2204 496.3418 496.4631 496.5845 496.7058 496.8271 496.9484 497.0696 497.1909 497.3121 497.4333 497.5545 497.6757 497.7969 497.9180 498.0392 498.1603 498.2814 498.4024 498.5235 498.6446 498.7656 498.8866 499.0076 499.1286 499.2495 499.3705 499.4914 499.6123 499.7332 499.8541 499.9749 500.0958 500.2166 500.3374 500.4582 500.5790 500.6998 500.8205 500.9412 501.0619 501.1826 501.3033 501.4240 501.5446 501.6652 501.7858 501.9064 502.0270 502.1475 502.2681 502.3886 502.5091 502.6296 502.7501 502.8705 502.9909 503.1114 503.2318 503.3521 503.4725 503.5929 503.7132 503.8335 503.9538 504.0741 504.1944 504.3146 504.4348 504.5551 504.6753 504.7954 504.9156 505.0357 505.1559 505.2760 505.3961 505.5162 505.6362 505.7563 505.8763 505.9963 506.1163 506.2363 506.3562 506.4762 506.5961 506.7160 506.8359 506.9557 507.0756 507.1954 507.3153 507.4351 507.5548 507.6746 507.7944 507.9141 508.0338 508.1535 508.2732 508.3929 508.5125 508.6321 508.7518 508.8714 508.9909 509.1105 509.2300 509.3496 509.4691 509.5886 509.7080 509.8275 509.9469 510.0664 510.1858 510.3052 510.4245 510.5439 510.6632 510.7826 510.9019 511.0211 511.1404 511.2597 511.3789 511.4981 511.6173 511.7365 511.8557 511.9748 512.0939 512.2130 512.3321 512.4512 512.5703 512.6893 512.8084 512.9274 513.0464 513.1653 513.2843 513.4032 513.5221 513.6411 513.7599 513.8788 513.9977 514.1165 514.2353 514.3541 514.4729 514.5917 514.7104 514.8291 514.9479 515.0666 515.1852 515.3039 515.4225 515.5412 515.6598 515.7784 515.8969 516.0155 516.1340 516.2526 516.3711 516.4895 516.6080 516.7265 516.8449 516.9633 517.0817 517.2001 517.3185 517.4368 517.5551 517.6735 517.7917 517.9100 518.0283 518.1465 518.2648 518.3830 518.5011 518.6193 518.7375 518.8556 518.9737 519.0918 519.2099 519.3280 519.4460 519.5641 519.6821 519.8001 519.9181 520.0360 520.1540 520.2719 520.3898 520.5077 520.6256 520.7434 520.8613 520.9791 521.0969 521.2147 521.3324 521.4502 521.5679 521.6856 521.8033 521.9210 522.0387 522.1563 522.2739 522.3915 522.5091 522.6267 522.7443 522.8618 522.9793 523.0968 523.2143 523.3318 523.4492 523.5667 523.6841 523.8015 523.9189 524.0362 524.1536 524.2709 524.3882 524.5055 524.6228 524.7400 524.8573 524.9745 525.0917 525.2089 525.3260 525.4432 525.5603 525.6774 525.7945 525.9116 526.0287 526.1457 526.2627 526.3797 526.4967 526.6137 526.7306 526.8476 526.9645 527.0814 527.1983 527.3151 527.4320 527.5488 527.6656 527.7824 527.8992 528.0160 528.1327 528.2494 528.3661 528.4828 528.5995 528.7161 528.8328 528.9494 529.0660 529.1826 529.2991 529.4157 529.5322 529.6487 529.7652 529.8817 529.9981 530.1145 530.2310 530.3474 530.4637 530.5801 530.6965 530.8128 530.9291 531.0454 531.1617 531.2779 531.3942 531.5104 531.6266 531.7428 531.8589 531.9751 532.0912 532.2073 532.3234 532.4395 532.5556 532.6716 532.7876 532.9036 533.0196 533.1356 533.2515 533.3675 533.4834 533.5993 533.7152 533.8310 533.9469 534.0627 534.1785 534.2943 534.4101 534.5258 534.6416 534.7573 534.8730 534.9887 535.1043 535.2200 535.3356 535.4512 535.5668 535.6824 535.7979 535.9135 536.0290 536.1445 536.2600 536.3754 536.4909 536.6063 536.7217 536.8371 536.9525 537.0678 537.1832 537.2985 537.4138 537.5291 537.6443 537.7596 537.8748 537.9900 538.1052 538.2204 538.3355 538.4507 538.5658 538.6809 538.7960 538.9110 539.0261 539.1411 539.2561 539.3711 539.4861 539.6011 539.7160 539.8309 539.9458 540.0607 540.1756 540.2904 540.4052 540.5200 540.6348 540.7496 540.8644 540.9791 541.0938 541.2085
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Retrieved value for dark background fitting parameter 4, -9 if no background fitting was done
Column 51: Uncertainty of retrieved value for dark background fitting parameter 4, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 52: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 53: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 54: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 60: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 61: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 62: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 63: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 64: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 65: Mean wavelength correction applied [%], -9=no wavelength correction
Column 66: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 67: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 68: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 69: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 70: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 71: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 72: Temperature at electronics board [°C], 999=no temperature signal
Column 73: Spectrometer control temperature [°C], 999=no temperature signal
Column 74: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 75: Temperature in head sensor [°C], 999=no temperature signal
Column 76: Humidity in head sensor [%], -9=no humidity signal
Column 77: Pressure in head sensor [hPa], -9=no pressure signal
Column 78: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 79: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 80: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 81-2128: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2129-4176: Atmospheric variability of L1 data for each pixel [%], 101=no atmospheric variability was measured and pixel is inside the range of the filter, 102=no atmospheric variability was measured and pixel is outside the range of the filter, 103=atmospheric variability was measured, but pixel is outside the range of the filter, 104=saturated data, 109=no atmospheric variability was determined since no dark correction was attempted
Columns 4177-6224: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
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EO 20251217T130251.2Z 9482.543648 3 1 12.25 6 260.410 47 11 0 1 1 0.00 0 120.00 0 -1.00 507 1 10 0 0 20.87 0 0 0 1395 5.188e+02 1.743e+00 5.402e+02 4.698e+00 11 9.257e+00 8.822e+00 5.860e-01 9.266e+00 7.982e-01 2 2 1 607 1.68e+01 4.467e-36 7.615e-36 5.054e+01 9.885e-01 2.141e+02 3.277e-01 -1.276e+01 7.864e-01 1 0.42 22.82 20.11 18.21 10.21 1.82 0.60 0.30 0 1.591e-02 1772 -9 -9.00 -9.00 -9.00 -9.00 -0.00239 5.14540e-02 2.58776e-04 26.32 20.00 20.87 16.44 39.0 1006.49 5.319e+09 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -313 -325 -294 -297 -303 -268 -287 -266 -300 -259 -263 -254 -236 -255 -260 -277 -219 -250 -226 -226 -234 -213 -219 -192 -193 -170 -166 -139 -84 -49 -3 51 89 87 80 78 91 115 97 133 135 162 161 160 191 176 212 202 218 212 248 246 280 287 290 300 306 350 337 349 353 348 376 389 398 392 417 414 416 439 425 465 462 487 481 509 507 521 527 531 545 556 569 550 593 587 590 595 603 621 610 626 640 655 660 668 681 672 702 694 714 712 730 736 742 738 741 760 748 761 768 788 787 788 802 812 829 814 826 859 847 868 851 855 863 881 887 901 897 905 927 929 946 936 953 952 960 980 973 986 998 1005 1018 1015 1031 1009 1026 1034 1051 1054 1067 1054 1081 1096 1081 1116 1094 1098 1106 1115 1114 1101 1132 1134 1142 1150 1188 1175 1195 1237 1218 1228 1223 1226 1236 1252 1265 1277 1278 1299 1355 1392 1443 1481 1511 1534 1559 1585 1592 1622 1605 1669 1698 1749 1746 1707 1721 1750 1836 1903 2005 2062 2012 2070 2143 2324 2544 2782 2939 3038 3086 3080 3125 3138 3195 3159 3303 3431 3664 3861 4055 4238 4380 4495 4524 4465 4414 4401 4601 4902 5316 5617 5656 5507 5477 5707 6182 6790 7058 7104 6875 6501 6061 5650 5616 5836 6487 7255 8023 8721 9149 9518 9982 10374 10599 10574 10303 9787 9241 8877 8868 9424 10434 11616 12822 13802 14100 13407 12390 11444 11250 11908 12483 12922 13555 14382 15576 16840 17663 17631 17091 16196 15510 15327 15747 16413 16927 16847 16188 15590 15107 14593 14125 13679 13941 15188 16765 17965 18833 19433 20367 21469 22248 22583 22713 22659 21835 20761 19759 19301 19956 21361 23134 24895 26857 28815 30245 31293 31561 31608 32126 32785 33039 32597 31449 30669 30397 30184 29431 28031 27026 26791 27496 28439 28847 29399 30794 32968 35562 38082 39335 40005 40366 40582 40920 40354 38683 36378 33614 32066 32040 32391 32966 33080 32703 32936 34018 35562 36900 37267 36591 35971 36450 37070 37548 37275 36784 36641 36576 35556 33636 32361 32052 33096 34732 36228 37727 38984 39285 38173 37361 37786 39131 41244 42516 41702 38683 34257 30456 29649 31885 34912 36060 34662 32020 29828 29227 30495 33294 36328 37897 37276 35686 35055 35709 37950 39811 40514 41092 40573 39055 37756 37288 38118 40538 43152 44764 44950 44155 42870 41399 40305 39792 39913 40204 39742 38565 37697 37857 39723 42561 43964 43593 42540 41532 41152 42117 43840 44674 44440 43569 42573 41699 40807 38787 34563 31044 29212 29435 31685 34525 37577 40127 41769 42207 42640 42548 42140 41065 38838 37141 37405 38927 40380 41691 42650 43287 44122 43412 41325 38327 36204 36400 38106 40353 41694 41343 40633 40919 41647 41426 40127 38346 37188 37671 38221 38511 40050 42279 45311 48271 49531 49017 48276 47439 46070 45023 43377 41353 40909 42328 44766 46713 46756 44613 41378 38234 36668 37317 39992 43107 45351 46139 46705 47185 48117 49211 49665 49425 49638 49827 50114 50905 51074 51112 50919 49948 48366 46890 46153 45964 46373 46900 47583 47876 46045 42781 39714 36737 35261 35727 36382 38196 40723 41874 41012 38369 34600 31670 30315 29588 30109 31036 33244 37416 41583 44553 46708 48412 49717 51326 52201 51187 48886 46115 43385 41414 39793 38813 39171 40193 42314 44415 44115 41869 39370 38273 39581 43209 47488 51075 53290 53505 50599 45808 42305 41043 42538 45598 48395 50928 52256 51939 50065 47573 45188 43606 43612 45230 48375 51912 54652 56491 57688 58768 59603 59710 58582 57603 56811 56096 55427 54997 55510 56522 57673 58330 56983 54544 52293 50808 51035 52084 52474 51645 50212 50196 52421 55761 58075 58712 58205 57709 59083 60943 61720 60506 56964 52239 48406 46388 47039 50394 54947 59790 63198 63579 61300 55281 48476 43557 42611 45989 50694 53363 54754 54291 52301 49165 43970 38477 35482 36590 41556 47467 51056 50789 47421 42866 39014 36773 37378 41212 46987 53939 58431 57774 54272 50772 48939 49228 50939 51636 51236 51133 51790 52573 54803 57673 59979 61929 63175 63972 65306 66862 68175 68616 66824 63200 59246 55689 54272 54317 53742 52670 50640 48226 47191 48521 51655 56103 59861 61051 60564 60184 60482 61089 60399 57094 52440 48957 47313 46195 45057 44368 43007 41225 39444 37111 35503 35599 35875 35271 34569 34256 34299 34506 34644 35630 38699 43534 48355 51938 53599 53432 52661 52337 52113 51414 50576 48451 45401 42881 42671 45309 49274 53217 54964 54155 51659 48715 46099 45445 47434 50591 52357 51877 49923 47825 47235 48184 48356 47559 47045 46752 48642 52491 56251 58964 60452 61105 61526 61873 61895 60640 59069 57553 57132 58973 62086 65442 68136 69037 68988 68362 66864 64558 61539 58551 56621 55625 54623 52271 47594 41379 34878 29095 24841 22951 23747 27335 32860 38778 43649 46863 49137 51669 54738 58235 61652 64084 65242 66094 66434 65912 65708 65322 62848 58583 53192 47145 41113 35692 30716 27371 27574 31317 37358 44358 51359 57845 63886 68954 72240 73708 74084 74133 74946 76673 78605 80450 82101 82843 82606 81756 80822 80959 82540 84676 86175 85553 82973 81161 81080 82864 85688 88101 89051 89299 89237 88806 88794 89204 89707 90226 90163 90127 90629 90964 89948 87265 83519 80585 80063 82762 86936 90678 92664 92796 90636 86207 80932 77648 77950 81539 86827 90041 89722 87899 85577 83678 83031 83474 83523 82255 80192 78672 78648 81201 84457 85386 84959 84528 84074 83262 82411 81771 82485 85176 88300 89811 89785 89905 91508 93884 95770 95857 94663 92784 90390 87998 85031 81127 76791 73618 72977 75479 80308 85152 88263 89526 90386 91529 93442 95349 96528 96360 95231 94159 93521 93718 94292 94223 93616 92661 91557 89856 88152 87165 87899 90381 93961 97014 97913 96126 92713 89770 88758 89987 92211 93795 93810 92801 91545 90250 89419 89463 90672 92900 95248 97408 98693 98569 97444 95977 94465 92748 90605 88444 86904 86498 87439 88949 90134 90417 90381 90366 89875 89095 88411 88431 89200 91058 93323 94472 93274 90704 87753 85075 84061 84428 86194 88889 91801 94509 96313 97105 97548 97620 96882 95516 93849 92904 93598 95193 96283 94907 90409 83975 78733 77636 81166 86952 92044 93814 92408 89832 87782 87233 88178 89860 92048 93552 94449 93848 91665 88976 87054 86590 87509 88938 90101 90692 89891 88122 86539 86298 88275 91780 94728 95370 92858 88445 83533 79475 77870 79226 82777 86979 89595 90390 90123 89209 88470 87619 86194 84032 81927 80852 81294 82402 83375 82992 80037 75341 70199 66239 64205 63859 64294 64156 63021 61543 61065 62733 67089 74027 82404 90681 97366 101343 101847 98502 92598 85891 81078 80418 83951 89824 95179 98499 99656 99011 96489 91783 85107 79016 75377 75905 79928 85319 90725 94698 96389 96099 94028 91856 90900 91804 93762 95874 97267 98428 99747 101365 102405 102987 102371 100968 99619 98176 96720 95151 93769 93060 93667 95028 95823 93900 89213 83827 80390 80675 83650 87443 90423 91993 92785 93621 94981 96337 97550 97761 97311 95616 93178 91170 89806 90170 92114 95111 99237 101960 102652 101578 99748 98993 100240 102422 104338 104648 103725 102832 102535 102694 103378 103610 103095 102162 100792 99670 99868 101443 103416 104583 104221 103183 102511 103102 104622 106044 106702 106683 105430 103542 100980 97861 95652 94700 94588 95393 96546 98157 100225 101906 102819 103220 103228 103804 105445 107306 109296 110625 111044 110080 107840 105381 103966 104407 106341 108422 109506 109087 107833 106982 106662 106806 107122 107568 108550 109454 110621 111671 112676 114153 115565 116492 116850 116696 116030 115306 114284 113218 112114 111524 111541 111876 112241 112209 111415 109804 107268 104378 101940 100540 100181 100654 101281 102258 103576 105743 108184 110084 111196 111324 110790 110183 109151 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