File name: Pandora110s1_Innsbruck_20190603_L1_smca1c3d20190403p1-8.txt
File generation date: 20260414T140832.2Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c3d20190403p1-8
Local principal investigator: Martin Tiefengraber
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 110
Spectrometer number: 1
Processing software version used: BlickP v1.8.88
Instrument operation file used: Pandora110_OF_v1d20190403.txt
Instrument calibration file used: Pandora110s1_CF_v3d20190403.txt
Level 0 file used: Pandora110s1_Innsbruck_20190603_L0.txt
Full location name: Innsbruck Atmospheric Observatory
Short location name: Innsbruck
Country of location: Austria
Location latitude [deg]: 47.2643
Location longitude [deg]: 11.3852
Location altitude [m]: 616
Local noon date: 20190603
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are dark map for dark correction (replaced by immediate dark method), latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: None
Nominal wavelengths [nm]: 272.3351 272.4777 272.6204 272.7632 272.9061 273.0491 273.1922 273.3354 273.4787 273.6221 273.7655 273.9090 274.0525 274.1961 274.3397 274.4834 274.6271 274.7709 274.9147 275.0585 275.2024 275.3463 275.4902 275.6341 275.7781 275.9221 276.0661 276.2101 276.3542 276.4982 276.6423 276.7864 276.9305 277.0746 277.2188 277.3629 277.5071 277.6512 277.7954 277.9395 278.0837 278.2279 278.3721 278.5163 278.6604 278.8046 278.9488 279.0930 279.2372 279.3813 279.5255 279.6697 279.8138 279.9580 280.1021 280.2463 280.3904 280.5345 280.6787 280.8228 280.9669 281.1110 281.2550 281.3991 281.5431 281.6872 281.8312 281.9752 282.1192 282.2632 282.4071 282.5511 282.6950 282.8389 282.9828 283.1267 283.2706 283.4144 283.5582 283.7020 283.8458 283.9896 284.1334 284.2771 284.4208 284.5645 284.7082 284.8518 284.9955 285.1391 285.2827 285.4262 285.5698 285.7133 285.8568 286.0003 286.1438 286.2872 286.4307 286.5741 286.7175 286.8608 287.0042 287.1475 287.2908 287.4341 287.5774 287.7206 287.8639 288.0071 288.1503 288.2934 288.4366 288.5797 288.7228 288.8659 289.0090 289.1520 289.2950 289.4380 289.5810 289.7240 289.8670 290.0099 290.1528 290.2957 290.4386 290.5814 290.7243 290.8671 291.0099 291.1527 291.2954 291.4382 291.5809 291.7236 291.8663 292.0089 292.1516 292.2942 292.4368 292.5794 292.7220 292.8646 293.0071 293.1496 293.2922 293.4346 293.5771 293.7196 293.8620 294.0044 294.1468 294.2892 294.4316 294.5739 294.7163 294.8586 295.0009 295.1432 295.2854 295.4277 295.5699 295.7121 295.8543 295.9965 296.1387 296.2808 296.4230 296.5651 296.7072 296.8492 296.9913 297.1334 297.2754 297.4174 297.5594 297.7014 297.8434 297.9853 298.1273 298.2692 298.4111 298.5530 298.6949 298.8367 298.9786 299.1204 299.2622 299.4040 299.5458 299.6875 299.8293 299.9710 300.1127 300.2544 300.3961 300.5378 300.6795 300.8211 300.9627 301.1044 301.2460 301.3876 301.5291 301.6707 301.8122 301.9538 302.0953 302.2368 302.3783 302.5197 302.6612 302.8026 302.9441 303.0855 303.2269 303.3683 303.5097 303.6510 303.7924 303.9337 304.0750 304.2163 304.3576 304.4989 304.6402 304.7814 304.9227 305.0639 305.2051 305.3463 305.4875 305.6287 305.7699 305.9110 306.0522 306.1933 306.3344 306.4755 306.6166 306.7577 306.8987 307.0398 307.1808 307.3219 307.4629 307.6039 307.7449 307.8858 308.0268 308.1678 308.3087 308.4496 308.5905 308.7314 308.8723 309.0132 309.1541 309.2949 309.4358 309.5766 309.7174 309.8582 309.9990 310.1398 310.2806 310.4214 310.5621 310.7028 310.8436 310.9843 311.1250 311.2657 311.4063 311.5470 311.6877 311.8283 311.9689 312.1095 312.2501 312.3907 312.5313 312.6719 312.8124 312.9530 313.0935 313.2340 313.3746 313.5150 313.6555 313.7960 313.9365 314.0769 314.2174 314.3578 314.4982 314.6386 314.7790 314.9194 315.0597 315.2001 315.3404 315.4808 315.6211 315.7614 315.9017 316.0419 316.1822 316.3225 316.4627 316.6030 316.7432 316.8834 317.0236 317.1638 317.3039 317.4441 317.5843 317.7244 317.8645 318.0046 318.1447 318.2848 318.4249 318.5650 318.7050 318.8451 318.9851 319.1251 319.2651 319.4051 319.5451 319.6851 319.8250 319.9650 320.1049 320.2448 320.3847 320.5246 320.6645 320.8044 320.9442 321.0841 321.2239 321.3638 321.5036 321.6434 321.7832 321.9229 322.0627 322.2025 322.3422 322.4819 322.6217 322.7614 322.9011 323.0407 323.1804 323.3201 323.4597 323.5994 323.7390 323.8786 324.0182 324.1578 324.2974 324.4369 324.5765 324.7160 324.8556 324.9951 325.1346 325.2741 325.4136 325.5531 325.6925 325.8320 325.9714 326.1108 326.2502 326.3897 326.5290 326.6684 326.8078 326.9472 327.0865 327.2258 327.3652 327.5045 327.6438 327.7831 327.9223 328.0616 328.2009 328.3401 328.4793 328.6186 328.7578 328.8970 329.0361 329.1753 329.3145 329.4536 329.5928 329.7319 329.8710 330.0101 330.1492 330.2883 330.4274 330.5664 330.7055 330.8445 330.9835 331.1226 331.2616 331.4006 331.5395 331.6785 331.8175 331.9564 332.0953 332.2343 332.3732 332.5121 332.6509 332.7898 332.9287 333.0675 333.2064 333.3452 333.4840 333.6228 333.7616 333.9004 334.0392 334.1779 334.3167 334.4554 334.5941 334.7328 334.8715 335.0102 335.1489 335.2876 335.4262 335.5648 335.7035 335.8421 335.9807 336.1193 336.2579 336.3964 336.5350 336.6735 336.8121 336.9506 337.0891 337.2276 337.3661 337.5045 337.6430 337.7814 337.9199 338.0583 338.1967 338.3351 338.4735 338.6118 338.7502 338.8886 339.0269 339.1652 339.3035 339.4418 339.5801 339.7184 339.8566 339.9949 340.1331 340.2713 340.4096 340.5478 340.6859 340.8241 340.9623 341.1004 341.2386 341.3767 341.5148 341.6529 341.7910 341.9291 342.0671 342.2052 342.3432 342.4812 342.6193 342.7573 342.8952 343.0332 343.1712 343.3091 343.4471 343.5850 343.7229 343.8608 343.9987 344.1366 344.2744 344.4123 344.5501 344.6879 344.8257 344.9635 345.1013 345.2391 345.3769 345.5146 345.6524 345.7901 345.9278 346.0655 346.2032 346.3409 346.4785 346.6162 346.7538 346.8914 347.0291 347.1667 347.3042 347.4418 347.5794 347.7169 347.8545 347.9920 348.1295 348.2670 348.4045 348.5420 348.6795 348.8169 348.9544 349.0918 349.2292 349.3666 349.5040 349.6414 349.7788 349.9161 350.0535 350.1908 350.3282 350.4655 350.6028 350.7401 350.8773 351.0146 351.1518 351.2891 351.4263 351.5635 351.7007 351.8379 351.9751 352.1123 352.2494 352.3866 352.5237 352.6608 352.7980 352.9351 353.0721 353.2092 353.3463 353.4833 353.6204 353.7574 353.8944 354.0314 354.1684 354.3054 354.4424 354.5794 354.7163 354.8532 354.9902 355.1271 355.2640 355.4009 355.5378 355.6746 355.8115 355.9483 356.0852 356.2220 356.3588 356.4956 356.6324 356.7692 356.9059 357.0427 357.1794 357.3162 357.4529 357.5896 357.7263 357.8630 357.9997 358.1363 358.2730 358.4096 358.5462 358.6829 358.8195 358.9561 359.0926 359.2292 359.3658 359.5023 359.6389 359.7754 359.9119 360.0484 360.1849 360.3214 360.4578 360.5943 360.7307 360.8672 361.0036 361.1400 361.2764 361.4128 361.5491 361.6855 361.8219 361.9582 362.0945 362.2308 362.3671 362.5034 362.6397 362.7760 362.9122 363.0485 363.1847 363.3209 363.4571 363.5933 363.7295 363.8657 364.0018 364.1380 364.2741 364.4102 364.5463 364.6824 364.8185 364.9546 365.0907 365.2267 365.3627 365.4988 365.6348 365.7708 365.9067 366.0427 366.1787 366.3146 366.4506 366.5865 366.7224 366.8583 366.9942 367.1300 367.2659 367.4018 367.5376 367.6734 367.8092 367.9450 368.0808 368.2166 368.3523 368.4881 368.6238 368.7595 368.8952 369.0309 369.1666 369.3022 369.4379 369.5735 369.7092 369.8448 369.9804 370.1160 370.2515 370.3871 370.5226 370.6582 370.7937 370.9292 371.0647 371.2002 371.3356 371.4711 371.6065 371.7419 371.8773 372.0127 372.1481 372.2835 372.4188 372.5542 372.6895 372.8248 372.9601 373.0954 373.2307 373.3660 373.5012 373.6364 373.7717 373.9069 374.0421 374.1772 374.3124 374.4476 374.5827 374.7178 374.8529 374.9880 375.1231 375.2582 375.3932 375.5283 375.6633 375.7983 375.9333 376.0683 376.2033 376.3382 376.4732 376.6081 376.7430 376.8779 377.0128 377.1477 377.2825 377.4174 377.5522 377.6870 377.8219 377.9566 378.0914 378.2262 378.3609 378.4957 378.6304 378.7651 378.8998 379.0345 379.1691 379.3038 379.4384 379.5731 379.7077 379.8423 379.9769 380.1114 380.2460 380.3805 380.5151 380.6496 380.7841 380.9186 381.0530 381.1875 381.3219 381.4564 381.5908 381.7252 381.8596 381.9940 382.1283 382.2627 382.3970 382.5313 382.6656 382.7999 382.9342 383.0685 383.2027 383.3370 383.4712 383.6054 383.7396 383.8738 384.0080 384.1421 384.2763 384.4104 384.5445 384.6786 384.8127 384.9468 385.0809 385.2149 385.3489 385.4830 385.6170 385.7510 385.8849 386.0189 386.1529 386.2868 386.4207 386.5547 386.6886 386.8224 386.9563 387.0902 387.2240 387.3579 387.4917 387.6255 387.7593 387.8930 388.0268 388.1606 388.2943 388.4280 388.5617 388.6954 388.8291 388.9628 389.0965 389.2301 389.3637 389.4973 389.6309 389.7645 389.8981 390.0317 390.1652 390.2988 390.4323 390.5658 390.6993 390.8328 390.9662 391.0997 391.2331 391.3666 391.5000 391.6334 391.7668 391.9001 392.0335 392.1669 392.3002 392.4335 392.5668 392.7001 392.8334 392.9666 393.0999 393.2331 393.3664 393.4996 393.6328 393.7660 393.8991 394.0323 394.1654 394.2986 394.4317 394.5648 394.6979 394.8309 394.9640 395.0970 395.2301 395.3631 395.4961 395.6291 395.7621 395.8950 396.0280 396.1609 396.2939 396.4268 396.5597 396.6925 396.8254 396.9583 397.0911 397.2239 397.3568 397.4896 397.6223 397.7551 397.8879 398.0206 398.1533 398.2861 398.4188 398.5514 398.6841 398.8168 398.9494 399.0821 399.2147 399.3473 399.4799 399.6125 399.7450 399.8776 400.0101 400.1426 400.2751 400.4076 400.5401 400.6726 400.8050 400.9374 401.0699 401.2023 401.3347 401.4670 401.5994 401.7318 401.8641 401.9964 402.1287 402.2610 402.3933 402.5256 402.6578 402.7901 402.9223 403.0545 403.1867 403.3189 403.4510 403.5832 403.7153 403.8474 403.9796 404.1116 404.2437 404.3758 404.5078 404.6399 404.7719 404.9039 405.0359 405.1679 405.2999 405.4318 405.5637 405.6957 405.8276 405.9595 406.0913 406.2232 406.3551 406.4869 406.6187 406.7505 406.8823 407.0141 407.1459 407.2776 407.4094 407.5411 407.6728 407.8045 407.9362 408.0678 408.1995 408.3311 408.4627 408.5943 408.7259 408.8575 408.9891 409.1206 409.2521 409.3837 409.5152 409.6467 409.7781 409.9096 410.0411 410.1725 410.3039 410.4353 410.5667 410.6981 410.8294 410.9608 411.0921 411.2234 411.3547 411.4860 411.6173 411.7486 411.8798 412.0110 412.1423 412.2735 412.4047 412.5358 412.6670 412.7981 412.9293 413.0604 413.1915 413.3226 413.4536 413.5847 413.7157 413.8468 413.9778 414.1088 414.2398 414.3708 414.5017 414.6327 414.7636 414.8945 415.0254 415.1563 415.2872 415.4180 415.5489 415.6797 415.8105 415.9413 416.0721 416.2029 416.3336 416.4643 416.5951 416.7258 416.8565 416.9872 417.1178 417.2485 417.3791 417.5098 417.6404 417.7710 417.9016 418.0321 418.1627 418.2932 418.4237 418.5543 418.6848 418.8152 418.9457 419.0762 419.2066 419.3370 419.4674 419.5978 419.7282 419.8586 419.9889 420.1193 420.2496 420.3799 420.5102 420.6405 420.7707 420.9010 421.0312 421.1614 421.2916 421.4218 421.5520 421.6822 421.8123 421.9424 422.0726 422.2027 422.3328 422.4628 422.5929 422.7229 422.8530 422.9830 423.1130 423.2430 423.3730 423.5029 423.6329 423.7628 423.8927 424.0226 424.1525 424.2824 424.4122 424.5421 424.6719 424.8017 424.9315 425.0613 425.1910 425.3208 425.4505 425.5802 425.7100 425.8397 425.9693 426.0990 426.2286 426.3583 426.4879 426.6175 426.7471 426.8767 427.0062 427.1358 427.2653 427.3948 427.5243 427.6538 427.7833 427.9127 428.0422 428.1716 428.3010 428.4304 428.5598 428.6892 428.8185 428.9479 429.0772 429.2065 429.3358 429.4651 429.5943 429.7236 429.8528 429.9820 430.1112 430.2404 430.3696 430.4987 430.6279 430.7570 430.8861 431.0152 431.1443 431.2734 431.4024 431.5315 431.6605 431.7895 431.9185 432.0475 432.1764 432.3054 432.4343 432.5632 432.6921 432.8210 432.9499 433.0788 433.2076 433.3364 433.4652 433.5940 433.7228 433.8516 433.9803 434.1091 434.2378 434.3665 434.4952 434.6239 434.7525 434.8812 435.0098 435.1384 435.2670 435.3956 435.5242 435.6528 435.7813 435.9098 436.0383 436.1668 436.2953 436.4238 436.5522 436.6807 436.8091 436.9375 437.0659 437.1943 437.3226 437.4510 437.5793 437.7076 437.8359 437.9642 438.0925 438.2207 438.3489 438.4772 438.6054 438.7336 438.8617 438.9899 439.1181 439.2462 439.3743 439.5024 439.6305 439.7586 439.8866 440.0147 440.1427 440.2707 440.3987 440.5267 440.6547 440.7826 440.9105 441.0385 441.1664 441.2943 441.4221 441.5500 441.6778 441.8057 441.9335 442.0613 442.1891 442.3168 442.4446 442.5723 442.7001 442.8278 442.9555 443.0831 443.2108 443.3385 443.4661 443.5937 443.7213 443.8489 443.9765 444.1040 444.2316 444.3591 444.4866 444.6141 444.7416 444.8691 444.9965 445.1239 445.2514 445.3788 445.5062 445.6335 445.7609 445.8882 446.0156 446.1429 446.2702 446.3975 446.5247 446.6520 446.7792 446.9064 447.0337 447.1608 447.2880 447.4152 447.5423 447.6695 447.7966 447.9237 448.0508 448.1778 448.3049 448.4319 448.5589 448.6860 448.8130 448.9399 449.0669 449.1938 449.3208 449.4477 449.5746 449.7015 449.8283 449.9552 450.0820 450.2089 450.3357 450.4625 450.5892 450.7160 450.8428 450.9695 451.0962 451.2229 451.3496 451.4763 451.6029 451.7296 451.8562 451.9828 452.1094 452.2360 452.3625 452.4891 452.6156 452.7421 452.8686 452.9951 453.1216 453.2480 453.3745 453.5009 453.6273 453.7537 453.8801 454.0064 454.1328 454.2591 454.3854 454.5117 454.6380 454.7643 454.8905 455.0167 455.1430 455.2692 455.3954 455.5215 455.6477 455.7738 455.9000 456.0261 456.1522 456.2782 456.4043 456.5304 456.6564 456.7824 456.9084 457.0344 457.1604 457.2863 457.4123 457.5382 457.6641 457.7900 457.9159 458.0417 458.1676 458.2934 458.4192 458.5450 458.6708 458.7965 458.9223 459.0480 459.1737 459.2995 459.4251 459.5508 459.6765 459.8021 459.9277 460.0533 460.1789 460.3045 460.4301 460.5556 460.6811 460.8067 460.9322 461.0576 461.1831 461.3086 461.4340 461.5594 461.6848 461.8102 461.9356 462.0609 462.1863 462.3116 462.4369 462.5622 462.6875 462.8127 462.9380 463.0632 463.1884 463.3136 463.4388 463.5640 463.6891 463.8143 463.9394 464.0645 464.1896 464.3146 464.4397 464.5647 464.6898 464.8148 464.9398 465.0647 465.1897 465.3147 465.4396 465.5645 465.6894 465.8143 465.9391 466.0640 466.1888 466.3136 466.4385 466.5632 466.6880 466.8128 466.9375 467.0622 467.1869 467.3116 467.4363 467.5610 467.6856 467.8102 467.9349 468.0595 468.1840 468.3086 468.4332 468.5577 468.6822 468.8067 468.9312 469.0557 469.1801 469.3046 469.4290 469.5534 469.6778 469.8022 469.9265 470.0509 470.1752 470.2995 470.4238 470.5481 470.6723 470.7966 470.9208 471.0450 471.1692 471.2934 471.4176 471.5418 471.6659 471.7900 471.9141 472.0382 472.1623 472.2863 472.4104 472.5344 472.6584 472.7824 472.9064 473.0304 473.1543 473.2782 473.4021 473.5260 473.6499 473.7738 473.8976 474.0215 474.1453 474.2691 474.3929 474.5166 474.6404 474.7641 474.8879 475.0116 475.1353 475.2589 475.3826 475.5062 475.6298 475.7535 475.8770 476.0006 476.1242 476.2477 476.3713 476.4948 476.6183 476.7417 476.8652 476.9887 477.1121 477.2355 477.3589 477.4823 477.6056 477.7290 477.8523 477.9756 478.0989 478.2222 478.3455 478.4688 478.5920 478.7152 478.8384 478.9616 479.0848 479.2079 479.3311 479.4542 479.5773 479.7004 479.8235 479.9465 480.0696 480.1926 480.3156 480.4386 480.5616 480.6845 480.8075 480.9304 481.0533 481.1762 481.2991 481.4219 481.5448 481.6676 481.7904 481.9132 482.0360 482.1587 482.2815 482.4042 482.5269 482.6496 482.7723 482.8950 483.0176 483.1403 483.2629 483.3855 483.5080 483.6306 483.7532 483.8757 483.9982 484.1207 484.2432 484.3657 484.4881 484.6105 484.7330 484.8554 484.9777 485.1001 485.2225 485.3448 485.4671 485.5894 485.7117 485.8340 485.9562 486.0785 486.2007 486.3229 486.4451 486.5673 486.6894 486.8115 486.9337 487.0558 487.1779 487.2999 487.4220 487.5440 487.6661 487.7881 487.9101 488.0320 488.1540 488.2759 488.3978 488.5198 488.6416 488.7635 488.8854 489.0072 489.1290 489.2509 489.3726 489.4944 489.6162 489.7379 489.8596 489.9814 490.1031 490.2247 490.3464 490.4680 490.5897 490.7113 490.8329 490.9544 491.0760 491.1975 491.3191 491.4406 491.5621 491.6836 491.8050 491.9265 492.0479 492.1693 492.2907 492.4121 492.5334 492.6548 492.7761 492.8974 493.0187 493.1400 493.2613 493.3825 493.5037 493.6249 493.7461 493.8673 493.9885 494.1096 494.2308 494.3519 494.4730 494.5940 494.7151 494.8361 494.9572 495.0782 495.1992 495.3202 495.4411 495.5621 495.6830 495.8039 495.9248 496.0457 496.1665 496.2874 496.4082 496.5290 496.6498 496.7706 496.8913 497.0121 497.1328 497.2535 497.3742 497.4949 497.6155 497.7362 497.8568 497.9774 498.0980 498.2186 498.3391 498.4596 498.5802 498.7007 498.8212 498.9416 499.0621 499.1825 499.3029 499.4233 499.5437 499.6641 499.7844 499.9047 500.0251 500.1454 500.2656 500.3859 500.5061 500.6264 500.7466 500.8668 500.9870 501.1071 501.2272 501.3474 501.4675 501.5876 501.7076 501.8277 501.9477 502.0677 502.1877 502.3077 502.4277 502.5476 502.6676 502.7875 502.9074 503.0273 503.1471 503.2670 503.3868 503.5066 503.6264 503.7462 503.8659 503.9857 504.1054 504.2251 504.3448 504.4644 504.5841 504.7037 504.8233 504.9429 505.0625 505.1821 505.3016 505.4211 505.5407 505.6601 505.7796 505.8991 506.0185 506.1379 506.2573 506.3767 506.4961 506.6154 506.7348 506.8541 506.9734 507.0926 507.2119 507.3311 507.4504 507.5696 507.6887 507.8079 507.9271 508.0462 508.1653 508.2844 508.4035 508.5225 508.6416 508.7606 508.8796 508.9986 509.1176 509.2365 509.3554 509.4743 509.5932 509.7121 509.8310 509.9498 510.0686 510.1874 510.3062 510.4250 510.5437 510.6624 510.7812 510.8998 511.0185 511.1372 511.2558 511.3744 511.4930 511.6116 511.7301 511.8487 511.9672 512.0857 512.2042 512.3226 512.4411 512.5595 512.6779 512.7963 512.9146 513.0330 513.1513 513.2696 513.3879 513.5062 513.6244 513.7426 513.8608 513.9790 514.0972 514.2153 514.3334 514.4516 514.5696 514.6877 514.8057 514.9238 515.0418 515.1598 515.2777 515.3957 515.5136 515.6315 515.7494 515.8672 515.9851 516.1029 516.2207 516.3384 516.4562 516.5739 516.6916 516.8093 516.9270 517.0446 517.1623 517.2799 517.3975 517.5150 517.6326 517.7501 517.8676 517.9850 518.1025 518.2199 518.3373 518.4547 518.5721 518.6894 518.8067 518.9240 519.0413 519.1586 519.2758 519.3930 519.5102 519.6273 519.7445 519.8616 519.9787 520.0958 520.2128 520.3298 520.4468 520.5638 520.6808 520.7977 520.9146 521.0315 521.1484 521.2652 521.3820 521.4988 521.6156 521.7323 521.8490 521.9657 522.0824 522.1991 522.3157 522.4323 522.5489 522.6654 522.7819 522.8984 523.0149 523.1314 523.2478 523.3642 523.4806 523.5970 523.7133 523.8296 523.9459 524.0622 524.1784 524.2946 524.4108 524.5270 524.6431 524.7593 524.8753 524.9914 525.1075 525.2235 525.3395 525.4554 525.5714 525.6873 525.8032 525.9191 526.0349 526.1507 526.2665 526.3823 526.4981 526.6138 526.7295 526.8452 526.9608 527.0764 527.1920 527.3076 527.4232 527.5387 527.6542 527.7697 527.8852 528.0006 528.1160 528.2314 528.3468 528.4621 528.5774 528.6927 528.8080 528.9232 529.0385 529.1537 529.2688 529.3840 529.4992 529.6143 529.7294 529.8445 529.9595 530.0746 530.1896 530.3046 530.4196 530.5345 530.6495 530.7644 530.8793 530.9942 531.1091 531.2239 531.3388 531.4536 531.5685 531.6833 531.7981 531.9128 532.0276 532.1424 532.2571 532.3719 532.4866 532.6013 532.7161 532.8308 532.9455 533.0602 533.1749 533.2896 533.4043 533.5190 533.6337 533.7484 533.8631 533.9779 534.0926 534.2073 534.3220 534.4368 534.5515 534.6663 534.7811 534.8959 535.0107 535.1255 535.2404 535.3553 535.4702 535.5851 535.7000 535.8150 535.9300 536.0450 536.1601 536.2752 536.3903 536.5055 536.6208 536.7360 536.8513 536.9667 537.0821 537.1976 537.3131 537.4287 537.5443 537.6601 537.7759 537.8917 538.0077 538.1237 538.2398 538.3560 538.4723 538.5887 538.7052 538.8219 538.9386 539.0555 539.1725 539.2897
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 51: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 52: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 53: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 54: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 60: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 61: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 62: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 63: Mean wavelength correction applied [%], -9=no wavelength correction
Column 64: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 65: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 66: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 67: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 68: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 69: Spectrometer control temperature [°C], 999=no temperature signal
Column 70: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 71: Temperature in head sensor [°C], 999=no temperature signal
Column 72: Temperature at electronics board 1 [°C], 999=no temperature signal
Column 73: Temperature at electronics board 2 [°C], 999=no temperature signal
Column 74: Humidity in head sensor [%], -9=no humidity signal
Column 75: Pressure in head sensor [hPa], -9=no pressure signal
Column 76: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 77: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 78: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 79-2126: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2127-4174: 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 4175-6222: 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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FA 20190603T152553.0Z 7093.642975 11 1 0.15 0 150.000 1 1 0 3 3 58.11 0 266.72 0 -1.00 507 0 10 0 0 19.05 314 -9 -9 1388 7.570e+02 -9.000e+00 7.697e+02 -9.000e+00 0 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 -9 -9 -9 -9 -9.00e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 1 36.64 -1.00 -1.00 89.80 -1.00 82.52 61.11 28.75 0 3.855e-01 1763 -9 -9.00 -9.00 -9.00 -9.00 0.00217 3.11204e-02 14.99 19.05 38.47 23.11 23.53 25.5 979.66 3.993e+08 3 3 0 -114 62 -152 169 -93 -15 133 -89 3 -62 203 -89 -9 93 -56 294 7 133 -55 43 100 -70 59 -106 43 2 -47 50 -112 90 7 51 -69 -21 -5 -41 54 -82 -2 -39 -64 5 -61 106 -70 47 -40 -33 32 -67 45 -72 42 7 -35 75 -50 2 -44 4 -17 -29 53 -72 28 -46 -16 14 -52 60 -48 69 -32 7 17 -38 133 -44 42 -32 -42 11 -26 129 -15 95 -32 23 65 -50 41 -40 13 -36 -27 4 -24 54 -45 30 -16 -11 55 -9 85 -21 13 -19 -15 10 -27 40 -30 7 24 -24 65 -31 7 -20 -15 -24 1 38 -31 33 -28 10 10 -6 14 -27 12 -9 1 -3 -25 38 -23 39 -15 -12 14 -22 36 -23 49 -13 17 13 -17 5 -28 60 -29 -6 40 -4 45 -15 2 -11 -15 19 -27 42 -29 27 -8 -11 10 -20 65 -12 -13 -3 -26 9 -24 23 -24 -12 -16 -15 2 -27 31 -14 6 -6 -22 40 -21 38 -15 -14 2 -20 23 -27 -5 -16 -11 16 -29 38 -13 -1 8 -25 39 -22 23 -8 -9 -6 -22 6 -27 26 -21 32 1 -24 28 -24 30 -29 13 -13 -15 41 -25 29 -25 5 -10 -2 39 -11 36 -14 -4 -2 -20 34 -26 9 -17 -2 30 -8 28 -27 31 -14 -4 -10 -27 51 -17 20 -14 -17 -3 -33 29 -21 35 -15 10 10 -21 29 -11 -3 2 -16 32 -37 20 0 51 -17 -40 -22 -38 -18 -27 15 15 -15 24 -18 34 -22 -17 -17 -27 30 -30 27 -7 -5 10 -23 44 -23 36 -13 -2 21 -22 24 -20 15 2 -21 6 -27 45 -20 25 0 -14 27 -25 16 -23 19 -11 -9 69 -15 24 -18 2 1 -17 26 -28 20 -15 24 -7 -13 17 -14 24 -15 3 10 -23 20 -16 6 -12 -19 10 -20 48 -28 33 -2 -3 9 -15 23 -31 25 -19 -18 7 -23 -4 -30 -5 15 -5 45 -23 28 -19 13 5 7 14 -24 56 -15 25 13 -20 43 -27 58 -18 -7 7 -12 35 -26 29 -13 -18 12 -21 42 -23 44 -12 -14 22 -18 16 -13 -1 -8 -17 23 -30 20 -22 34 -10 -9 38 -20 20 -9 19 19 -15 25 -26 31 8 -14 8 -10 38 -19 4 -12 -4 9 -19 74 -11 31 -18 -14 19 -30 43 -23 2 -9 -1 35 -25 18 -13 16 -5 -11 42 -27 37 -19 8 -10 -7 33 -11 39 -24 15 27 -23 44 -24 23 9 15 3 -24 32 -23 15 -16 9 13 -12 44 -19 17 -16 -20 32 13 79 -28 20 -8 -10 29 -24 59 -14 34 -3 -13 22 -19 38 -116 -6 -1 3 35 -19 15 -14 20 24 -10 49 -17 16 -17 2 15 -15 60 -25 40 -17 -15 32 -2 49 -26 32 -15 27 10 -15 54 -19 27 -20 18 44 -20 37 -24 20 -2 -17 60 -21 30 -25 11 -14 5 10 -32 41 -20 10 13 -9 50 -22 36 -7 0 2 -24 39 -18 39 -13 5 3 -26 43 -2 38 -10 2 9 -14 41 -15 14 -3 9 27 -24 11 -9 50 5 7 36 -6 38 -29 11 11 -13 36 -13 47 3 -15 -9 -22 44 -15 80 -11 19 43 -23 12 -27 10 -10 23 11 -19 47 -24 44 -12 -5 27 -15 51 -32 72 -15 14 22 -26 80 -16 54 9 8 36 -7 45 -21 35 -9 -19 60 -17 21 -12 5 15 -20 57 -23 23 -17 58 24 -6 40 -24 34 3 8 20 -17 68 -5 15 1 17 49 14 96 25 58 -15 15 54 -31 44 -18 51 3 6 27 -25 63 -22 31 -21 -11 62 -27 30 4 29 -12 0 61 -34 21 -19 -5 22 -6 61 -20 69 -17 11 18 -18 39 -26 35 -1 6 7 -29 46 -14 58 -16 -7 49 -13 31 -13 28 -2 -7 34 -23 56 -24 79 31 12 44 -16 60 -20 24 30 -7 41 -14 75 0 10 -9 3 65 -19 40 -10 46 -5 -11 28 -7 23 -9 4 49 -31 98 -21 76 10 -7 31 -5 32 -16 28 -17 -9 51 -27 71 -26 35 -16 7 53 -23 41 -18 57 6 -7 37 -7 74 19 7 18 -22 26 -5 86 21 6 17 -24 49 -27 57 3 30 3 -16 57 -23 41 4 57 36 -30 59 -16 28 17 26 31 -21 51 -16 13 -8 7 39 13 66 -8 37 6 24 62 0 59 -15 34 51 7 65 -22 66 -23 48 7 18 -5 -23 53 -11 22 19 -15 50 -12 74 -3 -3 45 18 88 -14 62 -18 -2 36 -2 59 -21 79 12 4 45 -25 77 -11 39 13 27 80 -20 103 -13 33 41 2 55 6 65 -2 16 21 -4 65 -3 79 8 51 71 -4 88 6 49 46 49 59 -15 62 -5 68 8 19 22 0 83 28 46 42 27 67 -8 52 50 62 45 19 82 -4 84 -5 14 13 8 64 7 67 23 39 40 -10 74 8 46 11 24 24 -16 72 -11 41 16 58 65 20 58 12 48 16 46 30 10 100 6 69 40 45 23 17 58 12 48 29 34 93 -7 43 -6 45 61 15 58 22 53 5 69 26 17 59 7 52 5 47 36 2 48 -12 69 29 46 38 22 64 8 54 30 33 49 -11 64 2 29 5 21 57 28 62 23 58 24 23 56 2 72 -4 59 49 19 76 -12 39 24 68 59 1 68 4 60 3 86 49 14 61 20 111 9 42 76 -2 102 11 41 14 17 43 -15 60 -14 53 -2 64 62 -5 80 -5 69 32 12 97 6 83 15 69 27 35 55 -3 61 -2 44 13 10 69 8 52 9 63 28 7 63 16 77 31 33 30 11 78 21 66 14 48 71 22 51 -9 53 9 10 39 -13 58 7 47 37 10 77 11 79 6 17 20 43 59 -13 62 15 61 33 10 33 -3 67 1 24 18 24 69 7 94 -6 74 46 2 96 -22 67 -11 24 32 10 78 -10 61 27 37 58 17 82 -12 63 15 -10 85 -7 60 -17 37 32 10 62 1 75 -2 56 26 33 73 -10 47 25 23 18 22 80 -15 89 2 47 43 19 85 20 46 -5 44 57 29 91 14 65 16 16 45 -19 35 2 33 30 37 49 -17 96 12 51 43 21 70 -5 84 -16 39 46 26 119 -17 79 -13 56 64 17 94 -10 91 13 49 69 -22 100 4 73 14 25 22 14 63 0 65 20 9 39 10 70 16 37 47 30 78 2 76 -18 83 25 25 89 32 84 19 55 16 51 105 18 114 37 87 27 9 63 15 90 22 23 60 -5 95 -1 94 4 47 64 8 127 14 98 25 88 90 45 79 8 65 59 31 64 0 90 -19 90 36 22 83 -11 89 12 33 52 33 70 28 93 31 59 76 33 57 12 58 25 72 74 5 88 -6 48 8 43 31 -11 88 23 108 28 43 78 40 68 11 103 13 15 51 -10 93 22 70 13 34 39 -2 88 -16 88 22 31 143 76 138 89 50 64 22 84 -7 66 12 84 43 6 95 19 102 39 35 48 36 66 -6 72 14 46 68 -3 70 -2 45 73 23 83 -5 47 -2 87 45 24 79 11 80 -1 97 28 59 73 -11 86 24 44 63 12 64 1 68 51 37 28 8 73 46 86 24 54 59 26 84 9 42 16 59 48 18 93 17 65 48 18 43 34 72 27 73 37 66 93 -7 65 22 65 30 28 84 3 105 44 84 37 -7 84 22 98 13 63 47 0 88 21 82 2 74 66 48 101 31 72 19 53 64 16 97 25 84 18 17 35 4 52 8 77 -2 55 78 -6 90 12 58 38 45 78 -13 76 20 43 52 35 76 36 62 21 56 77 27 89 17 70 29 61 36 12 80 -6 99 29 71 66 11 101 -16 99 53 45 80 26 109 17 98 68 12 52 -10 81 33 126 41 15 97 -8 79 5 69 36 39 89 30 108 33 52 18 35 75 -6 68 34 36 23 10 58 3 62 33 33 68 18 54 -9 82 22 5 84 10 35 11 76 25 60 79 7 58 -12 8 44 55 92 25 67 31 60 74 12 87 -16 98 35 55 34 35 60 -14 44 -9 35 55 14 105 -1 55 3 69 34 34 65 12 59 12 46 83 16 119 1 97 19 34 81 21 48 12 51 42 42 84 9 78 25 104 50 24 56 21 103 11 79 100 13 104 13 74 44 64 38 33 85 24 106 39 61 77 10 105 -7 70 44 16 101 -17 49 -19 33 15 27 86 18 124 10 87 78 13 53 -16 90 13 112 45 58 108 18 128 27 47 25 17 85 11 87 6 94 65 -8 91 -4 86 13 37 49 31 65 -6 94 24 89 88 -12 89 -18 88 21 12 78 2 87 -9 107 50 32 100 -5 88 -18 78 52 6 77 10 99 42 55 86 6 89 18 103 25 73 63 34 95 -9 66 13 41 80 39 121 69 120 63 58 42 -10 88 -5 85 75 42 74 -17 58 -19 65 78 29 87 0 80 20 70 25 30 56 3 127 31 65 64 29 89 11 88 7 61 50 22 141 -5 79 10 37 63 -2 128 -19 71 5 42 80 2 90 -2 59 2 14 92 -17 103 1 102 8 68 97 22 121 5 41 12 16 86 -21 77 -17 81 72 -7 79 -29 90 -21 42 84 48 72 1 74 -4 85 67 21 91 -8 74 9 15 74 26 100 -20 78 15 80 75 -2 117 -1 54 15 25 57 -11 126 -7 109 2 32 134 0 130 20 82 76 37 81 1 101 19 78 94 42 84 -12 112 7 75 73 -1 44 6 96 19 32 70 4 82 12 83 6 45 113 -8 107 -19 79 13 48 84 -10 104 -6 64 43 13 64 20 129 -4 94 26 62 82 42 109 -10 43 64 16 60 -8 106 -6 108 69 56 66 -8 95 30 71 18 13 92 -9 104 -22 56 74 4 147 -26 83 29 41 90 21 109 -14 52 65 -1 50 -21 53 27 79 69 68 110 6 94 -7 73 21 2 71 -20 125 -10 55 64 12 69 -6 99 7 65 40 8 111 -13 105 51 54 109 -5 152 -4 99 30 0 0 0 102.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 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101.00 101.00 101.00 101.00 101.00 101.00 101.00 102.00 102.00 102.00 -2 -2 167 69 124 55 100 78 106 85 47 85 42 78 40 75 89 39 80 38 75 80 67 37 34 71 33 76 60 33 64 61 32 31 63 30 50 66 30 49 28 38 57 47 59 27 57 26 57 26 54 25 25 59 24 42 53 25 41 24 52 41 55 50 23 49 22 38 22 35 21 21 42 20 36 41 38 46 20 41 19 37 34 31 34 27 32 17 35 36 16 34 16 34 15 33 23 25 35 15 33 15 32 33 29 32 15 14 14 28 23 28 31 14 27 14 24 29 14 29 13 26 13 25 28 13 27 13 27 25 26 25 13 27 13 26 24 27 26 12 28 12 24 20 26 25 12 27 12 27 25 22 25 12 26 12 26 25 23 26 11 26 11 23 23 22 23 11 24 21 23 23 11 25 11 21 17 22 23 11 22 11 20 11 22 20 11 23 11 23 22 21 23 11 23 10 22 19 22 21 10 21 10 24 22 17 24 20 23 19 20 23 19 22 10 18 10 19 22 18 23 10 22 10 10 18 10 24 10 23 10 19 23 10 20 10 18 10 18 23 22 22 15 19 10 19 20 10 24 10 21 21 22 21 10 24 10 23 10 10 22 10 18 10 19 22 10 23 10 24 16 23 19 20 23 10 23 20 20 21 11 19 19 22 11 22 11 11 22 11 23 20 21 24 11 22 11 20 11 17 24 11 22 20 23 23 19 24 11 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