File name: Pandora101s1_Izana_20220222_L1_smca1c28d20210210p1-8.txt
File generation date: 20260426T110951.6Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c28d20210210p1-8
Local principal investigator: Alberto Redondas
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 101
Spectrometer number: 1
Processing software version used: BlickP v1.8.88
Instrument operation file used: Pandora101_OF_v10d20170928.txt
Instrument calibration file used: Pandora101s1_CF_v28d20210210.txt
Level 0 file used: Pandora101s1_Izana_20220222_L0.txt
Full location name: Izana Atmospheric Research Center
Short location name: Izana
Country of location: Spain
Location latitude [deg]: 28.3090
Location longitude [deg]: -16.4994
Location altitude [m]: 2360
Local noon date: 20220222
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: None
Nominal wavelengths [nm]: 273.7600 273.9032 274.0464 274.1896 274.3328 274.4760 274.6192 274.7624 274.9056 275.0487 275.1918 275.3350 275.4781 275.6212 275.7643 275.9074 276.0505 276.1935 276.3366 276.4796 276.6227 276.7657 276.9087 277.0517 277.1947 277.3377 277.4807 277.6236 277.7666 277.9095 278.0525 278.1954 278.3383 278.4812 278.6241 278.7670 278.9098 279.0527 279.1955 279.3384 279.4812 279.6240 279.7668 279.9096 280.0524 280.1952 280.3379 280.4807 280.6234 280.7662 280.9089 281.0516 281.1943 281.3370 281.4797 281.6223 281.7650 281.9076 282.0503 282.1929 282.3355 282.4781 282.6207 282.7633 282.9058 283.0484 283.1910 283.3335 283.4760 283.6185 283.7610 283.9035 284.0460 284.1885 284.3310 284.4734 284.6159 284.7583 284.9007 285.0431 285.1855 285.3279 285.4703 285.6127 285.7550 285.8974 286.0397 286.1820 286.3243 286.4666 286.6089 286.7512 286.8935 287.0357 287.1780 287.3202 287.4625 287.6047 287.7469 287.8891 288.0313 288.1734 288.3156 288.4577 288.5999 288.7420 288.8841 289.0262 289.1683 289.3104 289.4525 289.5946 289.7366 289.8787 290.0207 290.1627 290.3047 290.4467 290.5887 290.7307 290.8726 291.0146 291.1565 291.2985 291.4404 291.5823 291.7242 291.8661 292.0080 292.1498 292.2917 292.4335 292.5754 292.7172 292.8590 293.0008 293.1426 293.2844 293.4261 293.5679 293.7097 293.8514 293.9931 294.1348 294.2765 294.4182 294.5599 294.7016 294.8432 294.9849 295.1265 295.2681 295.4097 295.5513 295.6929 295.8345 295.9761 296.1176 296.2592 296.4007 296.5422 296.6838 296.8253 296.9668 297.1082 297.2497 297.3912 297.5326 297.6740 297.8155 297.9569 298.0983 298.2397 298.3811 298.5224 298.6638 298.8051 298.9465 299.0878 299.2291 299.3704 299.5117 299.6530 299.7942 299.9355 300.0767 300.2180 300.3592 300.5004 300.6416 300.7828 300.9240 301.0652 301.2063 301.3475 301.4886 301.6297 301.7708 301.9119 302.0530 302.1941 302.3352 302.4762 302.6172 302.7583 302.8993 303.0403 303.1813 303.3223 303.4633 303.6042 303.7452 303.8861 304.0271 304.1680 304.3089 304.4498 304.5907 304.7315 304.8724 305.0133 305.1541 305.2949 305.4357 305.5766 305.7173 305.8581 305.9989 306.1397 306.2804 306.4211 306.5619 306.7026 306.8433 306.9840 307.1247 307.2653 307.4060 307.5466 307.6873 307.8279 307.9685 308.1091 308.2497 308.3903 308.5309 308.6714 308.8120 308.9525 309.0930 309.2335 309.3740 309.5145 309.6550 309.7954 309.9359 310.0763 310.2168 310.3572 310.4976 310.6380 310.7784 310.9187 311.0591 311.1994 311.3398 311.4801 311.6204 311.7607 311.9010 312.0413 312.1816 312.3218 312.4621 312.6023 312.7425 312.8827 313.0229 313.1631 313.3033 313.4435 313.5836 313.7238 313.8639 314.0040 314.1441 314.2842 314.4243 314.5644 314.7044 314.8445 314.9845 315.1246 315.2646 315.4046 315.5446 315.6845 315.8245 315.9645 316.1044 316.2443 316.3843 316.5242 316.6641 316.8040 316.9438 317.0837 317.2236 317.3634 317.5032 317.6430 317.7829 317.9226 318.0624 318.2022 318.3420 318.4817 318.6214 318.7612 318.9009 319.0406 319.1803 319.3200 319.4596 319.5993 319.7389 319.8785 320.0182 320.1578 320.2974 320.4370 320.5765 320.7161 320.8556 320.9952 321.1347 321.2742 321.4137 321.5532 321.6927 321.8322 321.9716 322.1111 322.2505 322.3899 322.5293 322.6687 322.8081 322.9475 323.0868 323.2262 323.3655 323.5048 323.6442 323.7835 323.9228 324.0620 324.2013 324.3406 324.4798 324.6190 324.7582 324.8975 325.0367 325.1758 325.3150 325.4542 325.5933 325.7325 325.8716 326.0107 326.1498 326.2889 326.4280 326.5670 326.7061 326.8451 326.9842 327.1232 327.2622 327.4012 327.5402 327.6791 327.8181 327.9570 328.0960 328.2349 328.3738 328.5127 328.6516 328.7905 328.9294 329.0682 329.2070 329.3459 329.4847 329.6235 329.7623 329.9011 330.0398 330.1786 330.3173 330.4561 330.5948 330.7335 330.8722 331.0109 331.1496 331.2882 331.4269 331.5655 331.7041 331.8428 331.9814 332.1200 332.2585 332.3971 332.5356 332.6742 332.8127 332.9512 333.0897 333.2282 333.3667 333.5052 333.6437 333.7821 333.9205 334.0590 334.1974 334.3358 334.4742 334.6125 334.7509 334.8892 335.0276 335.1659 335.3042 335.4425 335.5808 335.7191 335.8574 335.9956 336.1338 336.2721 336.4103 336.5485 336.6867 336.8249 336.9630 337.1012 337.2393 337.3775 337.5156 337.6537 337.7918 337.9299 338.0680 338.2060 338.3441 338.4821 338.6201 338.7581 338.8961 339.0341 339.1721 339.3101 339.4480 339.5860 339.7239 339.8618 339.9997 340.1376 340.2755 340.4133 340.5512 340.6890 340.8269 340.9647 341.1025 341.2403 341.3781 341.5158 341.6536 341.7913 341.9291 342.0668 342.2045 342.3422 342.4799 342.6175 342.7552 342.8928 343.0305 343.1681 343.3057 343.4433 343.5809 343.7185 343.8560 343.9936 344.1311 344.2686 344.4061 344.5436 344.6811 344.8186 344.9561 345.0935 345.2309 345.3684 345.5058 345.6432 345.7806 345.9180 346.0553 346.1927 346.3300 346.4673 346.6046 346.7419 346.8792 347.0165 347.1538 347.2910 347.4283 347.5655 347.7027 347.8399 347.9771 348.1143 348.2515 348.3886 348.5257 348.6629 348.8000 348.9371 349.0742 349.2113 349.3483 349.4854 349.6224 349.7595 349.8965 350.0335 350.1705 350.3075 350.4444 350.5814 350.7183 350.8552 350.9922 351.1291 351.2660 351.4028 351.5397 351.6766 351.8134 351.9502 352.0871 352.2239 352.3606 352.4974 352.6342 352.7710 352.9077 353.0444 353.1811 353.3178 353.4545 353.5912 353.7279 353.8645 354.0012 354.1378 354.2744 354.4110 354.5476 354.6842 354.8208 354.9573 355.0939 355.2304 355.3669 355.5034 355.6399 355.7764 355.9128 356.0493 356.1857 356.3222 356.4586 356.5950 356.7314 356.8678 357.0041 357.1405 357.2768 357.4131 357.5495 357.6858 357.8220 357.9583 358.0946 358.2308 358.3671 358.5033 358.6395 358.7757 358.9119 359.0481 359.1842 359.3204 359.4565 359.5926 359.7288 359.8649 360.0009 360.1370 360.2731 360.4091 360.5452 360.6812 360.8172 360.9532 361.0892 361.2251 361.3611 361.4970 361.6330 361.7689 361.9048 362.0407 362.1766 362.3124 362.4483 362.5841 362.7200 362.8558 362.9916 363.1274 363.2632 363.3989 363.5347 363.6704 363.8062 363.9419 364.0776 364.2133 364.3489 364.4846 364.6202 364.7559 364.8915 365.0271 365.1627 365.2983 365.4339 365.5694 365.7050 365.8405 365.9760 366.1115 366.2470 366.3825 366.5180 366.6535 366.7889 366.9243 367.0597 367.1951 367.3305 367.4659 367.6013 367.7366 367.8720 368.0073 368.1426 368.2779 368.4132 368.5485 368.6837 368.8190 368.9542 369.0894 369.2247 369.3599 369.4950 369.6302 369.7654 369.9005 370.0356 370.1708 370.3059 370.4410 370.5760 370.7111 370.8462 370.9812 371.1162 371.2512 371.3862 371.5212 371.6562 371.7912 371.9261 372.0610 372.1960 372.3309 372.4658 372.6007 372.7355 372.8704 373.0052 373.1401 373.2749 373.4097 373.5445 373.6792 373.8140 373.9488 374.0835 374.2182 374.3529 374.4876 374.6223 374.7570 374.8916 375.0263 375.1609 375.2955 375.4301 375.5647 375.6993 375.8339 375.9684 376.1030 376.2375 376.3720 376.5065 376.6410 376.7755 376.9099 377.0444 377.1788 377.3132 377.4476 377.5820 377.7164 377.8508 377.9851 378.1195 378.2538 378.3881 378.5224 378.6567 378.7910 378.9252 379.0595 379.1937 379.3279 379.4621 379.5963 379.7305 379.8647 379.9988 380.1330 380.2671 380.4012 380.5353 380.6694 380.8035 380.9375 381.0716 381.2056 381.3396 381.4736 381.6076 381.7416 381.8756 382.0095 382.1434 382.2774 382.4113 382.5452 382.6791 382.8129 382.9468 383.0806 383.2145 383.3483 383.4821 383.6159 383.7497 383.8834 384.0172 384.1509 384.2846 384.4183 384.5520 384.6857 384.8194 384.9530 385.0867 385.2203 385.3539 385.4875 385.6211 385.7547 385.8882 386.0218 386.1553 386.2888 386.4223 386.5558 386.6893 386.8228 386.9562 387.0897 387.2231 387.3565 387.4899 387.6233 387.7566 387.8900 388.0233 388.1567 388.2900 388.4233 388.5566 388.6898 388.8231 388.9563 389.0896 389.2228 389.3560 389.4892 389.6224 389.7555 389.8887 390.0218 390.1549 390.2880 390.4211 390.5542 390.6873 390.8203 390.9534 391.0864 391.2194 391.3524 391.4854 391.6184 391.7513 391.8843 392.0172 392.1501 392.2830 392.4159 392.5488 392.6816 392.8145 392.9473 393.0801 393.2130 393.3457 393.4785 393.6113 393.7440 393.8768 394.0095 394.1422 394.2749 394.4076 394.5402 394.6729 394.8055 394.9382 395.0708 395.2034 395.3360 395.4685 395.6011 395.7336 395.8662 395.9987 396.1312 396.2637 396.3961 396.5286 396.6610 396.7935 396.9259 397.0583 397.1907 397.3230 397.4554 397.5877 397.7201 397.8524 397.9847 398.1170 398.2493 398.3815 398.5138 398.6460 398.7782 398.9104 399.0426 399.1748 399.3070 399.4391 399.5713 399.7034 399.8355 399.9676 400.0997 400.2317 400.3638 400.4958 400.6279 400.7599 400.8919 401.0238 401.1558 401.2878 401.4197 401.5516 401.6835 401.8154 401.9473 402.0792 402.2110 402.3429 402.4747 402.6065 402.7383 402.8701 403.0019 403.1336 403.2654 403.3971 403.5288 403.6605 403.7922 403.9239 404.0555 404.1872 404.3188 404.4504 404.5820 404.7136 404.8452 404.9767 405.1083 405.2398 405.3713 405.5028 405.6343 405.7658 405.8972 406.0287 406.1601 406.2915 406.4229 406.5543 406.6857 406.8170 406.9484 407.0797 407.2110 407.3423 407.4736 407.6049 407.7362 407.8674 407.9986 408.1298 408.2610 408.3922 408.5234 408.6546 408.7857 408.9168 409.0480 409.1791 409.3101 409.4412 409.5723 409.7033 409.8343 409.9654 410.0964 410.2273 410.3583 410.4893 410.6202 410.7511 410.8821 411.0130 411.1438 411.2747 411.4056 411.5364 411.6672 411.7981 411.9289 412.0596 412.1904 412.3212 412.4519 412.5826 412.7134 412.8440 412.9747 413.1054 413.2361 413.3667 413.4973 413.6279 413.7585 413.8891 414.0197 414.1502 414.2808 414.4113 414.5418 414.6723 414.8028 414.9333 415.0637 415.1941 415.3246 415.4550 415.5854 415.7157 415.8461 415.9765 416.1068 416.2371 416.3674 416.4977 416.6280 416.7583 416.8885 417.0187 417.1490 417.2792 417.4094 417.5395 417.6697 417.7998 417.9300 418.0601 418.1902 418.3203 418.4504 418.5804 418.7105 418.8405 418.9705 419.1005 419.2305 419.3605 419.4904 419.6204 419.7503 419.8802 420.0101 420.1400 420.2699 420.3997 420.5295 420.6594 420.7892 420.9190 421.0488 421.1785 421.3083 421.4380 421.5677 421.6974 421.8271 421.9568 422.0865 422.2161 422.3458 422.4754 422.6050 422.7346 422.8641 422.9937 423.1233 423.2528 423.3823 423.5118 423.6413 423.7708 423.9002 424.0297 424.1591 424.2885 424.4179 424.5473 424.6767 424.8060 424.9353 425.0647 425.1940 425.3233 425.4526 425.5818 425.7111 425.8403 425.9695 426.0987 426.2279 426.3571 426.4863 426.6154 426.7445 426.8737 427.0028 427.1318 427.2609 427.3900 427.5190 427.6480 427.7771 427.9061 428.0350 428.1640 428.2930 428.4219 428.5508 428.6797 428.8086 428.9375 429.0664 429.1952 429.3241 429.4529 429.5817 429.7105 429.8392 429.9680 430.0968 430.2255 430.3542 430.4829 430.6116 430.7403 430.8689 430.9976 431.1262 431.2548 431.3834 431.5120 431.6405 431.7691 431.8976 432.0261 432.1546 432.2831 432.4116 432.5401 432.6685 432.7970 432.9254 433.0538 433.1822 433.3105 433.4389 433.5672 433.6956 433.8239 433.9522 434.0804 434.2087 434.3370 434.4652 434.5934 434.7216 434.8498 434.9780 435.1062 435.2343 435.3624 435.4905 435.6186 435.7467 435.8748 436.0029 436.1309 436.2589 436.3869 436.5149 436.6429 436.7709 436.8988 437.0268 437.1547 437.2826 437.4105 437.5384 437.6662 437.7941 437.9219 438.0497 438.1775 438.3053 438.4331 438.5608 438.6886 438.8163 438.9440 439.0717 439.1994 439.3270 439.4547 439.5823 439.7099 439.8375 439.9651 440.0927 440.2202 440.3478 440.4753 440.6028 440.7303 440.8578 440.9853 441.1127 441.2402 441.3676 441.4950 441.6224 441.7497 441.8771 442.0044 442.1318 442.2591 442.3864 442.5137 442.6409 442.7682 442.8954 443.0227 443.1499 443.2771 443.4042 443.5314 443.6585 443.7857 443.9128 444.0399 444.1670 444.2940 444.4211 444.5481 444.6752 444.8022 444.9292 445.0561 445.1831 445.3101 445.4370 445.5639 445.6908 445.8177 445.9446 446.0714 446.1983 446.3251 446.4519 446.5787 446.7055 446.8322 446.9590 447.0857 447.2124 447.3392 447.4658 447.5925 447.7192 447.8458 447.9724 448.0990 448.2256 448.3522 448.4788 448.6053 448.7319 448.8584 448.9849 449.1114 449.2379 449.3643 449.4908 449.6172 449.7436 449.8700 449.9964 450.1227 450.2491 450.3754 450.5017 450.6280 450.7543 450.8806 451.0069 451.1331 451.2593 451.3855 451.5117 451.6379 451.7641 451.8902 452.0164 452.1425 452.2686 452.3947 452.5208 452.6468 452.7729 452.8989 453.0249 453.1509 453.2769 453.4028 453.5288 453.6547 453.7806 453.9065 454.0324 454.1583 454.2841 454.4100 454.5358 454.6616 454.7874 454.9132 455.0389 455.1647 455.2904 455.4161 455.5418 455.6675 455.7932 455.9189 456.0445 456.1701 456.2957 456.4213 456.5469 456.6724 456.7980 456.9235 457.0490 457.1745 457.3000 457.4255 457.5509 457.6764 457.8018 457.9272 458.0526 458.1780 458.3033 458.4287 458.5540 458.6793 458.8046 458.9299 459.0551 459.1804 459.3056 459.4308 459.5560 459.6812 459.8064 459.9316 460.0567 460.1818 460.3069 460.4320 460.5571 460.6822 460.8072 460.9322 461.0573 461.1823 461.3072 461.4322 461.5572 461.6821 461.8070 461.9319 462.0568 462.1817 462.3065 462.4314 462.5562 462.6810 462.8058 462.9306 463.0554 463.1801 463.3048 463.4296 463.5543 463.6789 463.8036 463.9283 464.0529 464.1775 464.3021 464.4267 464.5513 464.6759 464.8004 464.9249 465.0494 465.1739 465.2984 465.4229 465.5473 465.6718 465.7962 465.9206 466.0450 466.1693 466.2937 466.4180 466.5424 466.6667 466.7910 466.9152 467.0395 467.1637 467.2880 467.4122 467.5364 467.6606 467.7847 467.9089 468.0330 468.1571 468.2812 468.4053 468.5294 468.6534 468.7775 468.9015 469.0255 469.1495 469.2735 469.3974 469.5214 469.6453 469.7692 469.8931 470.0170 470.1409 470.2647 470.3885 470.5124 470.6362 470.7599 470.8837 471.0075 471.1312 471.2549 471.3786 471.5023 471.6260 471.7497 471.8733 471.9969 472.1205 472.2441 472.3677 472.4913 472.6148 472.7383 472.8619 472.9854 473.1088 473.2323 473.3558 473.4792 473.6026 473.7260 473.8494 473.9728 474.0961 474.2195 474.3428 474.4661 474.5894 474.7127 474.8359 474.9592 475.0824 475.2056 475.3288 475.4520 475.5751 475.6983 475.8214 475.9445 476.0676 476.1907 476.3138 476.4368 476.5599 476.6829 476.8059 476.9289 477.0519 477.1748 477.2977 477.4207 477.5436 477.6665 477.7893 477.9122 478.0350 478.1579 478.2807 478.4035 478.5263 478.6490 478.7718 478.8945 479.0172 479.1399 479.2626 479.3853 479.5079 479.6305 479.7532 479.8758 479.9984 480.1209 480.2435 480.3660 480.4885 480.6110 480.7335 480.8560 480.9785 481.1009 481.2233 481.3457 481.4681 481.5905 481.7129 481.8352 481.9575 482.0799 482.2021 482.3244 482.4467 482.5689 482.6912 482.8134 482.9356 483.0578 483.1799 483.3021 483.4242 483.5463 483.6684 483.7905 483.9126 484.0346 484.1567 484.2787 484.4007 484.5227 484.6447 484.7666 484.8886 485.0105 485.1324 485.2543 485.3762 485.4980 485.6199 485.7417 485.8635 485.9853 486.1071 486.2288 486.3506 486.4723 486.5940 486.7157 486.8374 486.9591 487.0807 487.2023 487.3240 487.4456 487.5671 487.6887 487.8103 487.9318 488.0533 488.1748 488.2963 488.4178 488.5392 488.6606 488.7821 488.9035 489.0249 489.1462 489.2676 489.3889 489.5102 489.6316 489.7528 489.8741 489.9954 490.1166 490.2378 490.3590 490.4802 490.6014 490.7226 490.8437 490.9648 491.0859 491.2070 491.3281 491.4492 491.5702 491.6913 491.8123 491.9333 492.0542 492.1752 492.2961 492.4171 492.5380 492.6589 492.7798 492.9006 493.0215 493.1423 493.2631 493.3839 493.5047 493.6255 493.7462 493.8670 493.9877 494.1084 494.2291 494.3497 494.4704 494.5910 494.7116 494.8322 494.9528 495.0734 495.1939 495.3145 495.4350 495.5555 495.6760 495.7965 495.9169 496.0373 496.1578 496.2782 496.3986 496.5189 496.6393 496.7596 496.8800 497.0003 497.1205 497.2408 497.3611 497.4813 497.6015 497.7217 497.8419 497.9621 498.0823 498.2024 498.3225 498.4426 498.5627 498.6828 498.8029 498.9229 499.0429 499.1629 499.2829 499.4029 499.5229 499.6428 499.7627 499.8827 500.0025 500.1224 500.2423 500.3621 500.4820 500.6018 500.7216 500.8413 500.9611 501.0808 501.2006 501.3203 501.4400 501.5597 501.6793 501.7990 501.9186 502.0382 502.1578 502.2774 502.3969 502.5165 502.6360 502.7555 502.8750 502.9945 503.1140 503.2334 503.3528 503.4723 503.5916 503.7110 503.8304 503.9497 504.0691 504.1884 504.3077 504.4270 504.5462 504.6655 504.7847 504.9039 505.0231 505.1423 505.2615 505.3806 505.4997 505.6188 505.7379 505.8570 505.9761 506.0951 506.2142 506.3332 506.4522 506.5712 506.6901 506.8091 506.9280 507.0469 507.1658 507.2847 507.4036 507.5224 507.6412 507.7601 507.8788 507.9976 508.1164 508.2351 508.3539 508.4726 508.5913 508.7100 508.8286 508.9473 509.0659 509.1845 509.3031 509.4217 509.5403 509.6588 509.7773 509.8959 510.0144 510.1328 510.2513 510.3697 510.4882 510.6066 510.7250 510.8434 510.9617 511.0801 511.1984 511.3167 511.4350 511.5533 511.6716 511.7898 511.9080 512.0262 512.1444 512.2626 512.3808 512.4989 512.6170 512.7352 512.8533 512.9713 513.0894 513.2074 513.3255 513.4435 513.5615 513.6795 513.7974 513.9154 514.0333 514.1512 514.2691 514.3870 514.5048 514.6227 514.7405 514.8583 514.9761 515.0939 515.2116 515.3294 515.4471 515.5648 515.6825 515.8002 515.9178 516.0355 516.1531 516.2707 516.3883 516.5059 516.6234 516.7410 516.8585 516.9760 517.0935 517.2110 517.3284 517.4459 517.5633 517.6807 517.7981 517.9155 518.0328 518.1501 518.2675 518.3848 518.5021 518.6193 518.7366 518.8538 518.9710 519.0882 519.2054 519.3226 519.4398 519.5569 519.6740 519.7911 519.9082 520.0253 520.1423 520.2593 520.3764 520.4934 520.6104 520.7273 520.8443 520.9612 521.0781 521.1950 521.3119 521.4288 521.5456 521.6624 521.7793 521.8961 522.0128 522.1296 522.2463 522.3631 522.4798 522.5965 522.7132 522.8298 522.9465 523.0631 523.1797 523.2963 523.4129 523.5294 523.6460 523.7625 523.8790 523.9955 524.1120 524.2284 524.3449 524.4613 524.5777 524.6941 524.8105 524.9268 525.0432 525.1595 525.2758 525.3921 525.5084 525.6246 525.7408 525.8571 525.9733 526.0894 526.2056 526.3218 526.4379 526.5540 526.6701 526.7862 526.9023 527.0183 527.1343 527.2504 527.3664 527.4823 527.5983 527.7143 527.8302 527.9461 528.0620 528.1779 528.2937 528.4096 528.5254 528.6412 528.7570 528.8728 528.9885 529.1043 529.2200 529.3357 529.4514 529.5671 529.6827 529.7984 529.9140 530.0296 530.1452 530.2607 530.3763 530.4918 530.6073 530.7228 530.8383 530.9538 531.0692 531.1847 531.3001 531.4155 531.5309 531.6462 531.7616 531.8769 531.9922 532.1075 532.2228 532.3380 532.4533 532.5685 532.6837 532.7989 532.9141 533.0292 533.1444 533.2595 533.3746 533.4897 533.6047 533.7198 533.8348 533.9499 534.0648 534.1798 534.2948 534.4097 534.5247 534.6396 534.7545 534.8694 534.9842 535.0991 535.2139 535.3287 535.4435 535.5583 535.6730 535.7878 535.9025 536.0172 536.1319 536.2465 536.3612 536.4758 536.5904 536.7050 536.8196 536.9342 537.0487 537.1632 537.2778 537.3923 537.5067 537.6212 537.7356 537.8500 537.9645 538.0788 538.1932 538.3076 538.4219 538.5362 538.6505 538.7648 538.8791 538.9933 539.1075 539.2217 539.3359 539.4501 539.5643 539.6784
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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: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 76: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 77: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 78-2125: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2126-4173: 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 4174-6221: 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 20220222T110116.9Z 8088.459223 3 1 12.27 6 340.792 36 8 0 1 1 0.68 0 160.18 0 -1.00 507 1 10 0 0 16.45 0 0 0 983 6.315e+02 2.060e+00 6.475e+02 4.372e+00 12 2.727e+01 3.916e+01 2.679e+00 2.730e+01 1.249e+00 11 0 0 1736 1.49e+02 7.299e-30 1.607e-29 4.196e+01 1.369e+00 1.453e+02 3.826e-01 -6.097e+00 9.172e-01 1 1.60 51.37 34.62 19.06 6.30 1.80 1.17 0.97 0 1.282e-02 1732 -9 -9.00 -9.00 -9.00 -9.00 0.00058 -1.53387e-04 5.12046e-06 20.96 14.99 16.45 1.130e+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 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 -316 -326 -295 -303 -249 -271 -259 -240 -221 -172 -209 -156 -186 -128 -150 -87 -126 -33 -101 -63 -64 -42 -60 -42 -23 -23 17 21 41 26 71 42 88 105 119 105 127 122 146 162 157 183 173 204 191 213 219 243 228 261 261 284 283 305 311 299 344 324 370 357 377 368 396 396 433 426 443 430 449 482 467 477 499 499 491 508 518 561 551 560 565 565 586 587 597 605 605 618 633 611 637 611 676 637 659 650 681 689 705 715 742 750 749 753 734 762 782 812 825 870 894 973 996 1065 1072 1078 1043 1004 1044 1128 1236 1366 1541 1665 1827 1949 2091 2228 2305 2244 2205 2147 2231 2421 2632 2840 2950 3158 3395 3860 4295 4459 4368 4008 3698 3747 4039 4460 4769 4811 4788 5102 5746 6451 7145 7471 7712 7977 8217 8438 8422 8380 8719 9199 9663 9747 9392 8789 8403 8632 9211 9919 10666 10438 9832 10241 11493 13515 15773 17581 18479 19049 19313 19110 19259 19050 18592 18265 18066 18513 19767 20827 21869 22700 23093 23522 23720 23270 22835 22974 24107 26022 27910 28975 27657 25447 24374 24722 27497 30464 32012 32432 31450 29773 27235 24622 23030 23085 25504 28604 31620 34210 35621 37250 39636 41757 43251 43427 42468 40000 36772 33795 31812 32567 35390 38962 42705 46385 46995 44903 41444 38281 37865 40789 43604 45061 46936 48682 51361 54405 56267 55155 52269 48277 44820 43559 44529 46843 49999 51686 51063 49579 47941 45442 43519 41323 39887 41998 45268 48011 49640 50212 51541 54266 57201 58750 59666 60378 59653 57420 55224 53340 53700 56335 60554 65035 69318 74056 76829 78594 78840 77192 77116 78324 79589 80005 77813 75749 74822 75008 74507 72287 69765 68236 68277 69636 69954 68977 69715 72642 77645 83735 88261 89682 90630 90966 91757 92761 90488 87140 81143 74766 72929 73340 74926 76965 76365 74776 74758 76662 79348 81457 80701 77603 76387 77384 78862 79777 78576 77398 77685 77659 74893 70822 68635 68798 71612 74405 77055 79632 81893 81499 77658 75978 76592 79458 84327 86604 84121 77231 66671 58436 57556 63757 70902 73068 69396 63482 58930 57799 60945 67078 73760 76679 74165 69976 67944 68865 73915 77453 78357 79728 78523 74825 72019 70260 71779 76850 82412 86383 87040 85788 82827 79370 76673 74978 74765 75545 74712 71871 69680 68893 72203 78318 81627 81206 78842 76416 74793 76192 79907 81965 82042 80144 78190 76368 75357 72972 64759 57130 52148 50950 54497 59745 65406 70760 74479 75197 76053 75904 75020 73922 69828 65190 64025 66807 69466 71998 73940 74637 76837 77018 74154 68774 62738 61127 63193 67490 71361 71736 69623 69026 70658 71421 69672 66757 62676 62369 64005 63789 65124 68377 72830 78858 83423 83052 81740 80579 78107 76038 74309 70269 66985 67578 71080 75663 78465 76735 71797 65341 60281 58384 60803 66115 71721 74336 74995 75787 76433 78483 80109 79880 79574 80015 79589 80531 81573 81545 81518 80809 79410 76053 73759 72532 72246 73088 73587 75024 75842 71657 66239 60897 55291 54024 54776 55441 59015 63653 65397 63643 58937 51956 47519 45172 44036 45072 46130 49348 56832 63643 68145 71935 74006 75998 78802 80562 78648 74985 70317 65293 62603 59433 57630 58074 58996 62577 66884 66794 62715 58311 55335 56727 62280 68994 74935 78585 80341 76075 68007 61645 57999 60074 64776 68857 73205 75767 76039 73387 69372 65338 61975 61175 62587 66879 72673 77024 80082 81837 83191 84651 85167 83871 81879 80509 79110 78210 76836 76860 78211 79750 82010 80935 77383 73878 70391 69606 71104 72450 72248 69731 67594 69156 74022 78811 80682 80379 78350 78999 82009 84119 84494 81131 74199 67600 62697 60751 63793 69241 76135 83128 86307 86196 80678 70258 60740 54465 55362 62740 69086 71912 72969 70907 68399 63570 54607 47136 43593 47050 55531 63959 68030 66236 60110 53730 48535 45179 47292 52675 61319 71954 77391 74507 68994 63844 61235 62774 65415 66028 64452 64932 65607 65992 69865 73221 76114 79105 80003 80586 82798 84502 86411 87643 84524 79819 74248 68430 67126 67598 66900 65826 63087 58973 57364 59069 62476 69029 74694 76042 74848 73809 74124 75440 75433 71274 64240 58861 57354 55673 54049 53640 51603 49374 47751 44167 41070 41562 42430 41597 40432 39708 39884 40112 40024 40023 42893 48871 55385 60583 63273 63325 61579 61485 60816 60017 59818 57618 53976 49544 47482 49553 54283 60039 63898 63552 60967 57445 53202 50501 51538 55884 59786 60143 58147 54990 52392 53950 54969 53534 53458 51741 51756 56052 60798 65074 67083 68183 68527 68622 69727 68699 66851 64973 62391 63048 65874 69626 74175 76389 76642 76593 75329 73398 70432 66347 62977 61011 60332 59501 56291 50024 42580 35322 28879 24204 22501 23942 28666 35491 42382 47817 50658 52425 55724 58745 62695 67148 68975 69600 71183 70900 69581 70306 69912 66810 61892 55886 48711 42386 36807 30758 26441 26654 30967 37901 46013 53392 60111 66919 72433 76022 77520 77623 77061 77466 79641 81454 83379 85378 85920 85830 84883 83018 83055 84469 86673 89718 89098 85235 83099 82097 83435 87365 90011 90705 91128 91023 89754 89906 90181 90287 91485 91100 90304 90914 91852 91590 89067 84947 80486 78380 80541 85046 89581 92185 92906 92082 88248 81584 76568 74845 76985 83852 88922 89346 87536 84953 82459 80628 80950 82063 81306 78891 76864 74939 75871 80886 83258 82021 81842 81312 80411 80158 78732 77396 79142 83098 85930 86150 85299 85442 87826 90502 91774 90964 89386 87199 84766 82551 79518 75138 70448 67486 67269 70705 76606 81138 83118 83704 83935 85145 86929 89110 90144 88966 87628 86478 85547 86261 86958 86301 85590 84757 83825 81869 79959 78771 79243 81835 85669 88855 89648 87422 83293 80041 78947 80265 83060 84501 84167 83162 81639 80438 79211 78818 80123 81921 84069 86237 87373 87593 86162 84307 83333 81751 79663 77496 75568 74734 75532 77222 78458 78584 78309 78248 77966 77091 76079 75859 75882 77071 80161 81641 80680 78867 75455 72524 71232 70800 72224 74440 76677 79548 81528 81888 82137 82478 82268 80974 79171 77650 77183 78751 81044 81075 78532 72797 65765 62512 63892 68853 75208 78290 77670 75021 72507 71380 71141 72635 74258 75590 77256 77501 76286 74147 70906 69420 70285 71007 72113 73414 73337 72105 70271 68489 68402 70786 74733 77124 76485 74029 69504 64829 61841 60397 62148 66347 69792 71534 71724 70902 69919 69396 68800 67570 65233 62952 62444 62892 64025 65357 65111 62244 57837 53318 50012 48318 48569 49530 49479 48138 46667 45779 46745 50248 55738 62558 69544 75019 78388 78881 76294 71223 64940 59986 58890 61955 67134 72081 74736 75268 75056 73640 70257 64911 58780 55080 54872 57764 62569 67122 70183 72319 72265 70307 68166 66695 66718 68772 70512 71220 72009 72755 73734 75173 75908 75257 74132 73006 71624 70761 69654 68009 66935 66940 68038 69481 69721 66620 61422 57400 56085 57830 61497 64523 65658 66113 66533 67071 68192 69338 69860 69704 69080 67409 65003 63565 63034 63184 65104 68181 70950 72687 72502 70917 69163 68777 70391 72642 73769 73404 72352 71392 71343 72009 72291 72183 71884 70655 69165 68313 68638 70002 71849 72700 71792 70370 69845 70514 71795 72980 73124 72891 72266 70727 68416 66084 64390 63683 63786 64207 64945 66112 67517 68869 69448 69289 68973 69268 70246 71739 73142 74107 74525 73845 72104 70014 68398 68500 70061 72099 72942 72259 71035 70345 70017 70151 70264 70288 70691 71509 72198 72750 73243 74083 75188 75941 76107 75881 75550 75023 74256 73438 72498 71749 71638 71906 72313 72330 72083 71221 69605 67520 65479 63915 63513 63790 64385 64592 65154 66265 67846 69508 70485 70681 70216 69753 69340 68656 67491 66600 66172 65971 66331 66593 66955 67535 68567 69936 71129 71563 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