File name: Pandora101s1_Izana_20191229_L1_smca1c25d20191026p1-8.txt
File generation date: 20260210T113331.5Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c25d20191026p1-8
Local principal investigator: Alberto Redondas
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 101
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora101_OF_v5d20170928.txt
Instrument calibration file used: Pandora101s1_CF_v25d20191026.txt
Level 0 file used: Pandora101s1_Izana_20191229_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: 20191229
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]: 273.7803 273.9235 274.0667 274.2099 274.3531 274.4963 274.6395 274.7827 274.9258 275.0690 275.2121 275.3552 275.4983 275.6415 275.7846 275.9276 276.0707 276.2138 276.3569 276.4999 276.6429 276.7860 276.9290 277.0720 277.2150 277.3580 277.5010 277.6439 277.7869 277.9298 278.0728 278.2157 278.3586 278.5015 278.6444 278.7873 278.9302 279.0730 279.2159 279.3587 279.5016 279.6444 279.7872 279.9300 280.0728 280.2156 280.3583 280.5011 280.6438 280.7866 280.9293 281.0720 281.2147 281.3574 281.5001 281.6428 281.7855 281.9281 282.0708 282.2134 282.3560 282.4986 282.6412 282.7838 282.9264 283.0690 283.2115 283.3541 283.4966 283.6392 283.7817 283.9242 284.0667 284.2092 284.3516 284.4941 284.6365 284.7790 284.9214 285.0638 285.2063 285.3487 285.4910 285.6334 285.7758 285.9181 286.0605 286.2028 286.3451 286.4875 286.6298 286.7721 286.9143 287.0566 287.1989 287.3411 287.4834 287.6256 287.7678 287.9100 288.0522 288.1944 288.3365 288.4787 288.6209 288.7630 288.9051 289.0472 289.1894 289.3314 289.4735 289.6156 289.7577 289.8997 290.0418 290.1838 290.3258 290.4678 290.6098 290.7518 290.8938 291.0357 291.1777 291.3196 291.4616 291.6035 291.7454 291.8873 292.0292 292.1711 292.3129 292.4548 292.5966 292.7385 292.8803 293.0221 293.1639 293.3057 293.4474 293.5892 293.7310 293.8727 294.0144 294.1562 294.2979 294.4396 294.5813 294.7229 294.8646 295.0063 295.1479 295.2895 295.4312 295.5728 295.7144 295.8559 295.9975 296.1391 296.2806 296.4222 296.5637 296.7052 296.8467 296.9882 297.1297 297.2712 297.4127 297.5541 297.6956 297.8370 297.9784 298.1198 298.2612 298.4026 298.5440 298.6853 298.8267 298.9680 299.1094 299.2507 299.3920 299.5333 299.6746 299.8158 299.9571 300.0983 300.2396 300.3808 300.5220 300.6632 300.8044 300.9456 301.0868 301.2279 301.3691 301.5102 301.6513 301.7925 301.9336 302.0747 302.2157 302.3568 302.4979 302.6389 302.7799 302.9210 303.0620 303.2030 303.3440 303.4849 303.6259 303.7669 303.9078 304.0487 304.1897 304.3306 304.4715 304.6124 304.7532 304.8941 305.0349 305.1758 305.3166 305.4574 305.5982 305.7390 305.8798 306.0206 306.1614 306.3021 306.4428 306.5836 306.7243 306.8650 307.0057 307.1464 307.2870 307.4277 307.5683 307.7090 307.8496 307.9902 308.1308 308.2714 308.4120 308.5525 308.6931 308.8336 308.9742 309.1147 309.2552 309.3957 309.5362 309.6766 309.8171 309.9576 310.0980 310.2384 310.3788 310.5192 310.6596 310.8000 310.9404 311.0807 311.2211 311.3614 311.5018 311.6421 311.7824 311.9227 312.0629 312.2032 312.3435 312.4837 312.6239 312.7641 312.9044 313.0445 313.1847 313.3249 313.4651 313.6052 313.7454 313.8855 314.0256 314.1657 314.3058 314.4459 314.5859 314.7260 314.8660 315.0061 315.1461 315.2861 315.4261 315.5661 315.7061 315.8460 315.9860 316.1259 316.2659 316.4058 316.5457 316.6856 316.8255 316.9653 317.1052 317.2450 317.3849 317.5247 317.6645 317.8043 317.9441 318.0839 318.2236 318.3634 318.5031 318.6429 318.7826 318.9223 319.0620 319.2017 319.3413 319.4810 319.6206 319.7603 319.8999 320.0395 320.1791 320.3187 320.4583 320.5978 320.7374 320.8769 321.0165 321.1560 321.2955 321.4350 321.5745 321.7139 321.8534 321.9929 322.1323 322.2717 322.4111 322.5505 322.6899 322.8293 322.9687 323.1080 323.2474 323.3867 323.5260 323.6653 323.8046 323.9439 324.0832 324.2224 324.3617 324.5009 324.6401 324.7793 324.9185 325.0577 325.1969 325.3361 325.4752 325.6144 325.7535 325.8926 326.0317 326.1708 326.3099 326.4490 326.5880 326.7271 326.8661 327.0051 327.1441 327.2831 327.4221 327.5611 327.7001 327.8390 327.9779 328.1169 328.2558 328.3947 328.5336 328.6725 328.8113 328.9502 329.0890 329.2279 329.3667 329.5055 329.6443 329.7831 329.9218 330.0606 330.1993 330.3381 330.4768 330.6155 330.7542 330.8929 331.0316 331.1702 331.3089 331.4475 331.5862 331.7248 331.8634 332.0020 332.1406 332.2791 332.4177 332.5562 332.6948 332.8333 332.9718 333.1103 333.2488 333.3872 333.5257 333.6641 333.8026 333.9410 334.0794 334.2178 334.3562 334.4946 334.6329 334.7713 334.9096 335.0480 335.1863 335.3246 335.4629 335.6011 335.7394 335.8777 336.0159 336.1541 336.2924 336.4306 336.5688 336.7069 336.8451 336.9833 337.1214 337.2595 337.3977 337.5358 337.6739 337.8120 337.9500 338.0881 338.2261 338.3642 338.5022 338.6402 338.7782 338.9162 339.0542 339.1921 339.3301 339.4680 339.6060 339.7439 339.8818 340.0197 340.1575 340.2954 340.4333 340.5711 340.7089 340.8468 340.9846 341.1224 341.2601 341.3979 341.5357 341.6734 341.8111 341.9489 342.0866 342.2243 342.3619 342.4996 342.6373 342.7749 342.9125 343.0502 343.1878 343.3254 343.4630 343.6005 343.7381 343.8756 344.0132 344.1507 344.2882 344.4257 344.5632 344.7007 344.8381 344.9756 345.1130 345.2504 345.3878 345.5252 345.6626 345.8000 345.9374 346.0747 346.2120 346.3494 346.4867 346.6240 346.7613 346.8986 347.0358 347.1731 347.3103 347.4475 347.5847 347.7219 347.8591 347.9963 348.1335 348.2706 348.4078 348.5449 348.6820 348.8191 348.9562 349.0933 349.2303 349.3674 349.5044 349.6415 349.7785 349.9155 350.0525 350.1894 350.3264 350.4634 350.6003 350.7372 350.8741 351.0110 351.1479 351.2848 351.4217 351.5585 351.6954 351.8322 351.9690 352.1058 352.2426 352.3794 352.5161 352.6529 352.7896 352.9263 353.0631 353.1998 353.3365 353.4731 353.6098 353.7464 353.8831 354.0197 354.1563 354.2929 354.4295 354.5661 354.7026 354.8392 354.9757 355.1123 355.2488 355.3853 355.5218 355.6582 355.7947 355.9311 356.0676 356.2040 356.3404 356.4768 356.6132 356.7496 356.8859 357.0223 357.1586 357.2949 357.4312 357.5675 357.7038 357.8401 357.9764 358.1126 358.2488 358.3851 358.5213 358.6575 358.7936 358.9298 359.0660 359.2021 359.3382 359.4744 359.6105 359.7466 359.8826 360.0187 360.1548 360.2908 360.4268 360.5628 360.6988 360.8348 360.9708 361.1068 361.2427 361.3787 361.5146 361.6505 361.7864 361.9223 362.0582 362.1940 362.3299 362.4657 362.6015 362.7373 362.8731 363.0089 363.1447 363.2805 363.4162 363.5519 363.6877 363.8234 363.9591 364.0947 364.2304 364.3661 364.5017 364.6373 364.7730 364.9086 365.0441 365.1797 365.3153 365.4508 365.5864 365.7219 365.8574 365.9929 366.1284 366.2639 366.3993 366.5348 366.6702 366.8056 366.9411 367.0765 367.2118 367.3472 367.4826 367.6179 367.7532 367.8886 368.0239 368.1592 368.2944 368.4297 368.5649 368.7002 368.8354 368.9706 369.1058 369.2410 369.3762 369.5113 369.6465 369.7816 369.9168 370.0519 370.1870 370.3220 370.4571 370.5922 370.7272 370.8622 370.9972 371.1323 371.2672 371.4022 371.5372 371.6721 371.8071 371.9420 372.0769 372.2118 372.3467 372.4816 372.6164 372.7513 372.8861 373.0209 373.1557 373.2905 373.4253 373.5601 373.6948 373.8295 373.9643 374.0990 374.2337 374.3684 374.5030 374.6377 374.7723 374.9070 375.0416 375.1762 375.3108 375.4454 375.5799 375.7145 375.8490 375.9836 376.1181 376.2526 376.3871 376.5215 376.6560 376.7904 376.9249 377.0593 377.1937 377.3281 377.4625 377.5968 377.7312 377.8655 377.9999 378.1342 378.2685 378.4028 378.5370 378.6713 378.8055 378.9398 379.0740 379.2082 379.3424 379.4766 379.6107 379.7449 379.8790 380.0131 380.1473 380.2814 380.4154 380.5495 380.6836 380.8176 380.9516 381.0857 381.2197 381.3537 381.4876 381.6216 381.7555 381.8895 382.0234 382.1573 382.2912 382.4251 382.5590 382.6928 382.8267 382.9605 383.0943 383.2281 383.3619 383.4957 383.6294 383.7632 383.8969 384.0306 384.1643 384.2980 384.4317 384.5654 384.6990 384.8326 384.9663 385.0999 385.2335 385.3671 385.5006 385.6342 385.7677 385.9013 386.0348 386.1683 386.3018 386.4352 386.5687 386.7021 386.8356 386.9690 387.1024 387.2358 387.3692 387.5025 387.6359 387.7692 387.9025 388.0359 388.1692 388.3024 388.4357 388.5690 388.7022 388.8354 388.9686 389.1018 389.2350 389.3682 389.5014 389.6345 389.7676 389.9007 390.0339 390.1669 390.3000 390.4331 390.5661 390.6992 390.8322 390.9652 391.0982 391.2312 391.3641 391.4971 391.6300 391.7629 391.8958 392.0287 392.1616 392.2945 392.4274 392.5602 392.6930 392.8258 392.9586 393.0914 393.2242 393.3569 393.4897 393.6224 393.7551 393.8878 394.0205 394.1532 394.2859 394.4185 394.5511 394.6838 394.8164 394.9489 395.0815 395.2141 395.3466 395.4792 395.6117 395.7442 395.8767 396.0092 396.1416 396.2741 396.4065 396.5389 396.6714 396.8037 396.9361 397.0685 397.2008 397.3332 397.4655 397.5978 397.7301 397.8624 397.9947 398.1269 398.2592 398.3914 398.5236 398.6558 398.7880 398.9202 399.0523 399.1845 399.3166 399.4487 399.5808 399.7129 399.8450 399.9770 400.1091 400.2411 400.3731 400.5051 400.6371 400.7691 400.9010 401.0330 401.1649 401.2968 401.4287 401.5606 401.6925 401.8243 401.9562 402.0880 402.2198 402.3516 402.4834 402.6152 402.7470 402.8787 403.0104 403.1422 403.2739 403.4055 403.5372 403.6689 403.8005 403.9322 404.0638 404.1954 404.3270 404.4586 404.5901 404.7217 404.8532 404.9847 405.1162 405.2477 405.3792 405.5107 405.6421 405.7735 405.9050 406.0364 406.1677 406.2991 406.4305 406.5618 406.6932 406.8245 406.9558 407.0871 407.2184 407.3496 407.4809 407.6121 407.7433 407.8745 408.0057 408.1369 408.2681 408.3992 408.5303 408.6614 408.7926 408.9236 409.0547 409.1858 409.3168 409.4479 409.5789 409.7099 409.8409 409.9718 410.1028 410.2338 410.3647 410.4956 410.6265 410.7574 410.8883 411.0191 411.1500 411.2808 411.4116 411.5424 411.6732 411.8040 411.9347 412.0655 412.1962 412.3269 412.4576 412.5883 412.7190 412.8496 412.9803 413.1109 413.2415 413.3721 413.5027 413.6333 413.7638 413.8944 414.0249 414.1554 414.2859 414.4164 414.5469 414.6773 414.8078 414.9382 415.0686 415.1990 415.3294 415.4597 415.5901 415.7204 415.8508 415.9811 416.1114 416.2416 416.3719 416.5022 416.6324 416.7626 416.8928 417.0230 417.1532 417.2834 417.4135 417.5436 417.6738 417.8039 417.9340 418.0640 418.1941 418.3241 418.4542 418.5842 418.7142 418.8442 418.9741 419.1041 419.2340 419.3640 419.4939 419.6238 419.7537 419.8835 420.0134 420.1432 420.2731 420.4029 420.5327 420.6625 420.7922 420.9220 421.0517 421.1814 421.3112 421.4408 421.5705 421.7002 421.8298 421.9595 422.0891 422.2187 422.3483 422.4779 422.6074 422.7370 422.8665 422.9960 423.1255 423.2550 423.3845 423.5140 423.6434 423.7728 423.9022 424.0316 424.1610 424.2904 424.4197 424.5491 424.6784 424.8077 424.9370 425.0663 425.1956 425.3248 425.4541 425.5833 425.7125 425.8417 425.9709 426.1000 426.2292 426.3583 426.4874 426.6165 426.7456 426.8747 427.0037 427.1328 427.2618 427.3908 427.5198 427.6488 427.7778 427.9067 428.0357 428.1646 428.2935 428.4224 428.5513 428.6802 428.8090 428.9378 429.0667 429.1955 429.3243 429.4530 429.5818 429.7105 429.8393 429.9680 430.0967 430.2254 430.3541 430.4827 430.6114 430.7400 430.8686 430.9972 431.1258 431.2543 431.3829 431.5114 431.6400 431.7685 431.8970 432.0254 432.1539 432.2823 432.4108 432.5392 432.6676 432.7960 432.9244 433.0527 433.1811 433.3094 433.4377 433.5660 433.6943 433.8225 433.9508 434.0790 434.2073 434.3355 434.4637 434.5918 434.7200 434.8481 434.9763 435.1044 435.2325 435.3606 435.4887 435.6167 435.7447 435.8728 436.0008 436.1288 436.2568 436.3847 436.5127 436.6406 436.7685 436.8964 437.0243 437.1522 437.2801 437.4079 437.5358 437.6636 437.7914 437.9192 438.0469 438.1747 438.3024 438.4301 438.5579 438.6856 438.8132 438.9409 439.0685 439.1962 439.3238 439.4514 439.5790 439.7066 439.8341 439.9617 440.0892 440.2167 440.3442 440.4717 440.5992 440.7266 440.8540 440.9815 441.1089 441.2363 441.3636 441.4910 441.6184 441.7457 441.8730 442.0003 442.1276 442.2549 442.3821 442.5094 442.6366 442.7638 442.8910 443.0182 443.1453 443.2725 443.3996 443.5267 443.6538 443.7809 443.9080 444.0350 444.1621 444.2891 444.4161 444.5431 444.6701 444.7971 444.9240 445.0509 445.1779 445.3048 445.4317 445.5585 445.6854 445.8122 445.9391 446.0659 446.1927 446.3195 446.4462 446.5730 446.6997 446.8264 446.9531 447.0798 447.2065 447.3332 447.4598 447.5864 447.7130 447.8396 447.9662 448.0928 448.2193 448.3459 448.4724 448.5989 448.7254 448.8519 448.9783 449.1048 449.2312 449.3576 449.4840 449.6104 449.7368 449.8631 449.9895 450.1158 450.2421 450.3684 450.4947 450.6209 450.7472 450.8734 450.9996 451.1258 451.2520 451.3782 451.5043 451.6304 451.7566 451.8827 452.0088 452.1348 452.2609 452.3869 452.5130 452.6390 452.7650 452.8910 453.0169 453.1429 453.2688 453.3947 453.5206 453.6465 453.7724 453.8983 454.0241 454.1499 454.2757 454.4015 454.5273 454.6531 454.7788 454.9046 455.0303 455.1560 455.2817 455.4074 455.5330 455.6587 455.7843 455.9099 456.0355 456.1611 456.2866 456.4122 456.5377 456.6632 456.7887 456.9142 457.0397 457.1652 457.2906 457.4160 457.5414 457.6668 457.7922 457.9176 458.0429 458.1682 458.2936 458.4189 458.5441 458.6694 458.7947 458.9199 459.0451 459.1703 459.2955 459.4207 459.5459 459.6710 459.7961 459.9212 460.0463 460.1714 460.2965 460.4215 460.5466 460.6716 460.7966 460.9216 461.0466 461.1715 461.2964 461.4214 461.5463 461.6712 461.7961 461.9209 462.0458 462.1706 462.2954 462.4202 462.5450 462.6698 462.7945 462.9193 463.0440 463.1687 463.2934 463.4181 463.5427 463.6674 463.7920 463.9166 464.0412 464.1658 464.2903 464.4149 464.5394 464.6639 464.7884 464.9129 465.0374 465.1619 465.2863 465.4107 465.5351 465.6595 465.7839 465.9083 466.0326 466.1569 466.2812 466.4055 466.5298 466.6541 466.7783 466.9026 467.0268 467.1510 467.2752 467.3994 467.5235 467.6477 467.7718 467.8959 468.0200 468.1441 468.2681 468.3922 468.5162 468.6402 468.7642 468.8882 469.0122 469.1361 469.2600 469.3840 469.5079 469.6318 469.7556 469.8795 470.0033 470.1271 470.2510 470.3748 470.4985 470.6223 470.7460 470.8698 470.9935 471.1172 471.2409 471.3645 471.4882 471.6118 471.7354 471.8590 471.9826 472.1062 472.2297 472.3533 472.4768 472.6003 472.7238 472.8473 472.9707 473.0942 473.2176 473.3410 473.4644 473.5878 473.7112 473.8345 473.9578 474.0812 474.2045 474.3277 474.4510 474.5743 474.6975 474.8207 474.9439 475.0671 475.1903 475.3135 475.4366 475.5597 475.6828 475.8059 475.9290 476.0521 476.1751 476.2981 476.4212 476.5442 476.6671 476.7901 476.9131 477.0360 477.1589 477.2818 477.4047 477.5276 477.6504 477.7733 477.8961 478.0189 478.1417 478.2644 478.3872 478.5099 478.6327 478.7554 478.8781 479.0008 479.1234 479.2461 479.3687 479.4913 479.6139 479.7365 479.8591 479.9816 480.1041 480.2267 480.3492 480.4716 480.5941 480.7166 480.8390 480.9614 481.0838 481.2062 481.3286 481.4510 481.5733 481.6956 481.8179 481.9402 482.0625 482.1848 482.3070 482.4292 482.5515 482.6736 482.7958 482.9180 483.0401 483.1623 483.2844 483.4065 483.5286 483.6506 483.7727 483.8947 484.0168 484.1388 484.2607 484.3827 484.5047 484.6266 484.7485 484.8704 484.9923 485.1142 485.2361 485.3579 485.4797 485.6015 485.7233 485.8451 485.9669 486.0886 486.2103 486.3321 486.4538 486.5754 486.6971 486.8187 486.9404 487.0620 487.1836 487.3052 487.4267 487.5483 487.6698 487.7914 487.9129 488.0343 488.1558 488.2773 488.3987 488.5201 488.6415 488.7629 488.8843 489.0056 489.1270 489.2483 489.3696 489.4909 489.6122 489.7334 489.8547 489.9759 490.0971 490.2183 490.3395 490.4607 490.5818 490.7029 490.8240 490.9451 491.0662 491.1873 491.3083 491.4294 491.5504 491.6714 491.7924 491.9133 492.0343 492.1552 492.2761 492.3970 492.5179 492.6388 492.7596 492.8805 493.0013 493.1221 493.2429 493.3637 493.4844 493.6052 493.7259 493.8466 493.9673 494.0879 494.2086 494.3292 494.4499 494.5705 494.6911 494.8116 494.9322 495.0527 495.1733 495.2938 495.4143 495.5348 495.6552 495.7757 495.8961 496.0165 496.1369 496.2573 496.3776 496.4980 496.6183 496.7386 496.8589 496.9792 497.0995 497.2197 497.3399 497.4602 497.5804 497.7005 497.8207 497.9409 498.0610 498.1811 498.3012 498.4213 498.5414 498.6614 498.7814 498.9015 499.0215 499.1415 499.2614 499.3814 499.5013 499.6212 499.7411 499.8610 499.9809 500.1007 500.2206 500.3404 500.4602 500.5800 500.6998 500.8195 500.9393 501.0590 501.1787 501.2984 501.4181 501.5377 501.6573 501.7770 501.8966 502.0162 502.1357 502.2553 502.3748 502.4944 502.6139 502.7334 502.8528 502.9723 503.0917 503.2112 503.3306 503.4500 503.5693 503.6887 503.8081 503.9274 504.0467 504.1660 504.2853 504.4045 504.5238 504.6430 504.7622 504.8814 505.0006 505.1197 505.2389 505.3580 505.4771 505.5962 505.7153 505.8344 505.9534 506.0724 506.1914 506.3104 506.4294 506.5484 506.6673 506.7863 506.9052 507.0241 507.1430 507.2618 507.3807 507.4995 507.6183 507.7371 507.8559 507.9746 508.0934 508.2121 508.3308 508.4495 508.5682 508.6869 508.8055 508.9242 509.0428 509.1614 509.2800 509.3985 509.5171 509.6356 509.7541 509.8726 509.9911 510.1096 510.2280 510.3464 510.4649 510.5833 510.7016 510.8200 510.9384 511.0567 511.1750 511.2933 511.4116 511.5298 511.6481 511.7663 511.8845 512.0027 512.1209 512.2391 512.3572 512.4754 512.5935 512.7116 512.8297 512.9477 513.0658 513.1838 513.3018 513.4198 513.5378 513.6558 513.7737 513.8917 514.0096 514.1275 514.2453 514.3632 514.4811 514.5989 514.7167 514.8345 514.9523 515.0701 515.1878 515.3055 515.4232 515.5409 515.6586 515.7763 515.8939 516.0116 516.1292 516.2468 516.3644 516.4819 516.5995 516.7170 516.8345 516.9520 517.0695 517.1870 517.3044 517.4218 517.5392 517.6566 517.7740 517.8914 518.0087 518.1261 518.2434 518.3607 518.4779 518.5952 518.7125 518.8297 518.9469 519.0641 519.1813 519.2984 519.4156 519.5327 519.6498 519.7669 519.8840 520.0010 520.1181 520.2351 520.3521 520.4691 520.5861 520.7031 520.8200 520.9369 521.0538 521.1707 521.2876 521.4045 521.5213 521.6381 521.7549 521.8717 521.9885 522.1053 522.2220 522.3387 522.4554 522.5721 522.6888 522.8055 522.9221 523.0387 523.1553 523.2719 523.3885 523.5050 523.6216 523.7381 523.8546 523.9711 524.0876 524.2040 524.3205 524.4369 524.5533 524.6697 524.7860 524.9024 525.0187 525.1350 525.2514 525.3676 525.4839 525.6002 525.7164 525.8326 525.9488 526.0650 526.1812 526.2973 526.4134 526.5296 526.6457 526.7617 526.8778 526.9939 527.1099 527.2259 527.3419 527.4579 527.5738 527.6898 527.8057 527.9216 528.0375 528.1534 528.2693 528.3851 528.5009 528.6167 528.7325 528.8483 528.9641 529.0798 529.1955 529.3113 529.4269 529.5426 529.6583 529.7739 529.8895 530.0052 530.1207 530.2363 530.3519 530.4674 530.5829 530.6984 530.8139 530.9294 531.0448 531.1603 531.2757 531.3911 531.5065 531.6219 531.7372 531.8525 531.9679 532.0832 532.1984 532.3137 532.4290 532.5442 532.6594 532.7746 532.8898 533.0050 533.1201 533.2352 533.3503 533.4654 533.5805 533.6956 533.8106 533.9256 534.0407 534.1556 534.2706 534.3856 534.5005 534.6154 534.7304 534.8452 534.9601 535.0750 535.1898 535.3046 535.4194 535.5342 535.6490 535.7637 535.8785 535.9932 536.1079 536.2226 536.3373 536.4519 536.5665 536.6811 536.7957 536.9103 537.0249 537.1394 537.2540 537.3685 537.4830 537.5975 537.7119 537.8264 537.9408 538.0552 538.1696 538.2840 538.3983 538.5127 538.6270 538.7413 538.8556 538.9698 539.0841 539.1983 539.3126 539.4268 539.5409 539.6551
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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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ZO 20191229T073146.0Z 7302.313727 403 1 32.00 4 4000.000 8 2 0 1 1 1.34 0 217.89 0 -1.00 507 1 10 0 0 17.11 84 0 0 1865 6.482e+02 5.626e+00 6.695e+02 1.320e+01 12 1.425e+02 1.425e+02 -2.511e-02 1.426e+02 1.397e+00 0 0 0 0 0.00e+00 1.667e-28 -9.000e+00 4.153e+01 -9.000e+00 2.243e+03 -9.000e+00 5.251e+01 -9.000e+00 1 6.58 72.11 75.50 66.31 61.97 19.46 5.78 4.12 0 8.089e-01 1733 -9 -9.00 -9.00 -9.00 -9.00 -0.00055 2.39696e-01 1.94240e-02 21.69 15.00 17.11 1.241e+11 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 0 0 0 0 0 0 -249 -271 -238 -242 -245 -237 291 -229 -125 -38 -34 -197 -245 687 -246 -222 -226 -229 187 -104 -251 453 208 60 -232 -225 145 897 -126 -134 257 57 -204 -214 94 -217 -205 -211 276 -212 -222 -199 193 87 -28 258 192 -142 266 -205 222 717 -193 -193 -222 164 -208 44 507 90 567 -141 337 461 34 -171 -175 -200 -190 32 590 14 30 -189 215 -193 -106 -89 -102 81 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2345 1306 1813 2606 1778 1327 1821 2108 1264 1492 1607 2530 2383 2330 3372 1908 1866 3152 2988 3021 3234 2761 2838 2410 2721 1776 1680 1384 3022 1942 2056 2489 2536 3033 2528 3143 2724 2399 2879 3370 3153 2819 2006 2531 1605 2693 2370 2595 2218 2138 2199 1695 2033 2373 2640 1877 1421 1973 2724 2839 3089 2755 2426 2827 3832 2771 1593 2715 1834 2934 2517 2881 2904 3096 3106 3357 2587 3026 3495 2363 2670 2454 3376 2020 3114 2520 4046 4709 3064 3317 3029 4155 2867 3001 2508 3326 3382 3051 2509 2642 1802 2323 2152 3039 2662 3180 2931 3024 3708 2690 2954 3197 2871 2615 2692 1965 2877 2443 3119 3016 3418 3174 3049 3392 3181 2475 1239 2252 2807 3124 2627 1883 3050 3592 2622 2649 3278 2277 2690 2884 2445 3058 3351 3413 4122 3106 2497 3012 2687 3996 3165 2769 2927 2796 3146 2867 2519 4508 2846 1488 2546 2714 1946 2739 2557 3133 2539 3483 3450 3290 3096 3073 4367 3529 3719 3291 3715 3092 4938 3379 4102 3064 3854 3161 2974 2518 3022 3529 1943 2688 2824 3172 1726 2857 2130 2036 2259 3117 2581 2886 2885 2596 2736 1890 2042 1367 2605 1670 2814 2544 2828 2547 2224 3236 3637 3493 2812 3324 3581 3362 2909 3528 694 2996 2283 2255 -620 2942 3229 2359 2511 1791 2216 2611 3464 3005 2978 2147 2964 2953 2900 2820 2849 2320 2681 3202 3292 3262 2994 3643 2422 2317 2263 2354 3104 4316 3862 4044 3899 3802 3738 3825 4037 3086 3482 2966 4294 2922 3346 4140 4435 4116 3262 4409 3116 3666 1659 3271 3295 2822 3109 2926 2326 4100 3037 3536 3544 3834 3303 3366 3392 3641 3506 2550 2853 2673 3111 2567 2890 3418 3536 3558 3855 3108 2982 2034 2547 2354 2306 3312 3206 3301 3008 2848 2427 2601 2660 2338 1943 2126 2629 2689 3267 2325 2286 2080 2355 1199 1756 2643 3320 2875 2786 2568 3873 2916 2054 2521 3170 2990 2540 3328 3267 3709 3472 3436 3255 3493 3513 3893 3459 3208 4227 2946 3606 3486 3212 2599 3261 2116 3379 1442 3138 2506 3638 26279 2851 3446 3134 2878 2700 4022 2904 3557 3247 3568 2129 3171 1689 3238 2775 2289 2132 2317 1918 1960 1551 2035 2377 2139 2091 1864 1554 1020 1648 1514 2965 1561 2915 3070 3015 3142 2100 2544 2905 3426 2439 2756 1872 1388 2026 3125 1943 3070 2881 3403 2208 2600 3232 2615 2434 2235 2875 2888 2549 2683 3943 3226 2444 1967 2435 1513 1950 2934 2244 4128 3193 3448 2566 3627 3097 3119 3054 3541 3110 3363 3089 3647 3959 3432 3768 2711 4149 3333 3836 3076 2814 2455 3294 2106 3163 1975 1623 1546 1385 1241 1334 936 1549 3030 1833 2958 2327 2723 2816 3348 2145 3446 3700 2597 3098 3567 2656 2815 2697 3535 760 1873 2509 1382 1397 1413 1291 799 956 2028 2156 2820 2556 4049 3845 4076 2974 3597 2916 3247 3556 4274 4217 4310 4343 4023 4084 3777 4138 3861 4299 4026 4851 3848 4183 3785 4249 4047 4584 4193 4884 4041 4297 4644 3518 4642 4579 4071 4296 4379 4358 4717 4363 3856 4077 3821 3881 3771 5443 4574 4746 4936 3935 3574 3666 3471 3597 4066 4679 4718 4242 2318 3749 4232 3611 4617 3838 4428 3338 3321 3909 4799 3805 3950 3566 3839 4241 3508 7966 3915 4189 4035 3950 3645 4687 4155 4649 4873 4522 4747 4148 3515 4035 3444 3869 4190 3274 3426 3173 4073 4013 4312 4007 4971 4525 3212 5097 4757 4731 4496 4482 4124 4890 4307 4788 4660 4563 4053 3392 4742 4539 3862 3850 3781 4843 4434 4431 4183 3833 4262 4039 4439 4412 4771 4216 3941 5133 4547 3896 4214 4492 4027 4862 4433 4831 4327 4359 4627 3539 4181 3973 3760 4387 4361 3305 3115 4006 4354 3851 3970 4006 4278 4014 3522 3960 4230 4097 3812 4609 4165 4123 4411 4148 4146 4166 4372 4208 4239 4368 3471 3644 4038 4361 4041 3994 4425 4065 3642 3844 4287 2745 3439 3719 3295 3488 4674 5009 4642 3950 3503 4101 3300 3767 3728 4250 4457 4309 3808 4068 4219 4191 3091 3733 3589 4514 3851 4070 3535 3335 4078 3474 5221 3773 4188 4075 4139 3657 3159 2934 3494 3465 2707 4342 4002 4413 2983 2924 3321 3872 3635 2728 2926 2805 2969 3718 3141 3651 2923 2770 2820 2596 3279 2443 2135 2967 2512 3524 2610 2650 2329 2660 3413 4211 4497 4112 3709 3878 3181 3578 2451 3533 2809 3994 4043 4565 3257 3696 4379 3859 2659 2391 2630 2055 3714 2917 4445 3735 3968 2932 4340 3222 3597 3593 3384 4274 3604 3933 3517 4102 4551 4732 3233 4373 3313 3791 3242 3426 3682 3686 3560 4294 3382 3371 3651 3159 3186 3235 3484 3325 3317 3241 3457 3101 4075 3310 3617 3692 3401 3997 3410 3860 3109 3137 3696 3064 3734 3144 3422 3819 4282 4097 4466 4818 3881 4356 4199 3909 4698 4002 3815 4322 3739 3820 4505 5077 4076 4273 4476 4288 4088 4333 3747 3982 3786 3947 2852 4180 3936 4139 3697 3409 3405 3981 3680 3252 3436 2703 4198 4478 4273 3830 3896 3834 3716 3196 4551 3831 3733 4643 5038 4144 3355 3644 3195 4314 3787 4032 3535 3928 4144 4110 3592 3950 4141 4367 4187 3411 4543 3371 4475 4083 4529 4716 4596 4443 5310 6192 3870 4353 3524 3938 3289 4277 3383 4334 4396 4184 3121 3204 3634 3538 4019 3886 3618 4118 3890 4231 3933 4365 3690 4038 3902 3899 3731 3078 3360 3932 4490 4308 3916 4178 3830 3709 3699 3878 3999 3880 3448 4260 3862 3272 3844 3903 3903 4048 4055 3979 3412 3132 3940 3405 3587 3552 3636 4049 3148 2111 4073 4046 4217 3666 3287 3784 3989 3667 3678 3225 3407 3751 3720 3542 50883 3862 3336 3767 3306 3299 3169 3939 3621 4120 3725 3267 4155 4383 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