File name: Pandora196s1_Sapporo_20230816_L1_smca1c16d20230711p1-8.txt
File generation date: 20260127T162207.0Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c16d20230711p1-8
Local principal investigator: Masatomo Fujiwara
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 196
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora196_OF_v2d20230511.txt
Instrument calibration file used: Pandora196s1_CF_v16d20230711.txt
Level 0 file used: Pandora196s1_Sapporo_20230816_L0.txt
Full location name: Hokkaido University, Environmental Earth Science, Building A, Sapporo, Japan
Short location name: Sapporo
Country of location: Japan
Location latitude [deg]: 43.0727
Location longitude [deg]: 141.3459
Location altitude [m]: 46
Local noon date: 20230816
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, radiometric temperature correction, matrix method stray light correction (replaced by simple method)
Data caveats: None
Nominal wavelengths [nm]: 275.6934 275.8368 275.9803 276.1237 276.2671 276.4105 276.5538 276.6972 276.8406 276.9839 277.1273 277.2706 277.4140 277.5573 277.7006 277.8439 277.9872 278.1305 278.2738 278.4170 278.5603 278.7036 278.8468 278.9900 279.1333 279.2765 279.4197 279.5629 279.7061 279.8492 279.9924 280.1356 280.2787 280.4219 280.5650 280.7081 280.8512 280.9943 281.1374 281.2805 281.4236 281.5667 281.7097 281.8528 281.9958 282.1388 282.2819 282.4249 282.5679 282.7109 282.8538 282.9968 283.1398 283.2827 283.4257 283.5686 283.7115 283.8544 283.9973 284.1402 284.2831 284.4260 284.5689 284.7117 284.8546 284.9974 285.1402 285.2830 285.4258 285.5686 285.7114 285.8542 285.9969 286.1397 286.2824 286.4252 286.5679 286.7106 286.8533 286.9960 287.1387 287.2814 287.4240 287.5667 287.7093 287.8520 287.9946 288.1372 288.2798 288.4224 288.5650 288.7075 288.8501 288.9926 289.1352 289.2777 289.4202 289.5627 289.7052 289.8477 289.9902 290.1327 290.2751 290.4176 290.5600 290.7024 290.8448 290.9872 291.1296 291.2720 291.4144 291.5568 291.6991 291.8414 291.9838 292.1261 292.2684 292.4107 292.5530 292.6953 292.8375 292.9798 293.1220 293.2643 293.4065 293.5487 293.6909 293.8331 293.9753 294.1174 294.2596 294.4017 294.5439 294.6860 294.8281 294.9702 295.1123 295.2544 295.3965 295.5385 295.6806 295.8226 295.9647 296.1067 296.2487 296.3907 296.5327 296.6746 296.8166 296.9586 297.1005 297.2424 297.3843 297.5263 297.6682 297.8100 297.9519 298.0938 298.2356 298.3775 298.5193 298.6611 298.8029 298.9447 299.0865 299.2283 299.3701 299.5118 299.6536 299.7953 299.9370 300.0787 300.2204 300.3621 300.5038 300.6455 300.7871 300.9288 301.0704 301.2120 301.3536 301.4952 301.6368 301.7784 301.9200 302.0615 302.2031 302.3446 302.4861 302.6276 302.7691 302.9106 303.0521 303.1936 303.3350 303.4765 303.6179 303.7593 303.9007 304.0421 304.1835 304.3249 304.4663 304.6076 304.7490 304.8903 305.0316 305.1729 305.3142 305.4555 305.5968 305.7381 305.8793 306.0206 306.1618 306.3030 306.4442 306.5854 306.7266 306.8678 307.0090 307.1501 307.2912 307.4324 307.5735 307.7146 307.8557 307.9968 308.1379 308.2789 308.4200 308.5610 308.7020 308.8431 308.9841 309.1251 309.2660 309.4070 309.5480 309.6889 309.8299 309.9708 310.1117 310.2526 310.3935 310.5344 310.6753 310.8161 310.9570 311.0978 311.2386 311.3794 311.5203 311.6610 311.8018 311.9426 312.0833 312.2241 312.3648 312.5056 312.6463 312.7870 312.9277 313.0683 313.2090 313.3497 313.4903 313.6309 313.7715 313.9122 314.0528 314.1933 314.3339 314.4745 314.6150 314.7556 314.8961 315.0366 315.1771 315.3176 315.4581 315.5986 315.7390 315.8795 316.0199 316.1604 316.3008 316.4412 316.5816 316.7220 316.8623 317.0027 317.1430 317.2834 317.4237 317.5640 317.7043 317.8446 317.9849 318.1251 318.2654 318.4056 318.5459 318.6861 318.8263 318.9665 319.1067 319.2469 319.3870 319.5272 319.6673 319.8075 319.9476 320.0877 320.2278 320.3679 320.5079 320.6480 320.7880 320.9281 321.0681 321.2081 321.3481 321.4881 321.6281 321.7681 321.9080 322.0480 322.1879 322.3278 322.4677 322.6076 322.7475 322.8874 323.0273 323.1671 323.3070 323.4468 323.5866 323.7264 323.8662 324.0060 324.1458 324.2855 324.4253 324.5650 324.7047 324.8445 324.9842 325.1239 325.2635 325.4032 325.5429 325.6825 325.8221 325.9618 326.1014 326.2410 326.3806 326.5201 326.6597 326.7993 326.9388 327.0783 327.2178 327.3574 327.4968 327.6363 327.7758 327.9153 328.0547 328.1941 328.3336 328.4730 328.6124 328.7518 328.8912 329.0305 329.1699 329.3092 329.4486 329.5879 329.7272 329.8665 330.0058 330.1450 330.2843 330.4236 330.5628 330.7020 330.8412 330.9804 331.1196 331.2588 331.3980 331.5371 331.6763 331.8154 331.9545 332.0937 332.2328 332.3718 332.5109 332.6500 332.7890 332.9281 333.0671 333.2061 333.3451 333.4841 333.6231 333.7621 333.9010 334.0400 334.1789 334.3178 334.4568 334.5957 334.7345 334.8734 335.0123 335.1511 335.2900 335.4288 335.5676 335.7064 335.8452 335.9840 336.1228 336.2615 336.4003 336.5390 336.6777 336.8164 336.9551 337.0938 337.2325 337.3712 337.5098 337.6485 337.7871 337.9257 338.0643 338.2029 338.3415 338.4801 338.6186 338.7572 338.8957 339.0342 339.1727 339.3112 339.4497 339.5882 339.7267 339.8651 340.0035 340.1420 340.2804 340.4188 340.5572 340.6956 340.8339 340.9723 341.1106 341.2490 341.3873 341.5256 341.6639 341.8022 341.9404 342.0787 342.2170 342.3552 342.4934 342.6316 342.7698 342.9080 343.0462 343.1844 343.3225 343.4607 343.5988 343.7369 343.8750 344.0131 344.1512 344.2893 344.4273 344.5654 344.7034 344.8414 344.9794 345.1174 345.2554 345.3934 345.5313 345.6693 345.8072 345.9451 346.0831 346.2210 346.3588 346.4967 346.6346 346.7724 346.9103 347.0481 347.1859 347.3237 347.4615 347.5993 347.7371 347.8748 348.0126 348.1503 348.2880 348.4257 348.5634 348.7011 348.8388 348.9764 349.1141 349.2517 349.3893 349.5269 349.6645 349.8021 349.9397 350.0773 350.2148 350.3523 350.4899 350.6274 350.7649 350.9024 351.0398 351.1773 351.3148 351.4522 351.5896 351.7270 351.8644 352.0018 352.1392 352.2766 352.4139 352.5513 352.6886 352.8259 352.9632 353.1005 353.2378 353.3750 353.5123 353.6495 353.7868 353.9240 354.0612 354.1984 354.3356 354.4727 354.6099 354.7470 354.8842 355.0213 355.1584 355.2955 355.4326 355.5696 355.7067 355.8437 355.9808 356.1178 356.2548 356.3918 356.5288 356.6657 356.8027 356.9397 357.0766 357.2135 357.3504 357.4873 357.6242 357.7611 357.8979 358.0348 358.1716 358.3084 358.4452 358.5820 358.7188 358.8556 358.9923 359.1291 359.2658 359.4025 359.5392 359.6759 359.8126 359.9493 360.0859 360.2226 360.3592 360.4958 360.6325 360.7690 360.9056 361.0422 361.1788 361.3153 361.4518 361.5884 361.7249 361.8614 361.9978 362.1343 362.2708 362.4072 362.5436 362.6801 362.8165 362.9529 363.0892 363.2256 363.3620 363.4983 363.6346 363.7709 363.9072 364.0435 364.1798 364.3161 364.4523 364.5886 364.7248 364.8610 364.9972 365.1334 365.2696 365.4058 365.5419 365.6780 365.8142 365.9503 366.0864 366.2225 366.3585 366.4946 366.6307 366.7667 366.9027 367.0387 367.1747 367.3107 367.4467 367.5826 367.7186 367.8545 367.9904 368.1263 368.2622 368.3981 368.5340 368.6698 368.8057 368.9415 369.0773 369.2131 369.3489 369.4847 369.6205 369.7562 369.8920 370.0277 370.1634 370.2991 370.4348 370.5705 370.7061 370.8418 370.9774 371.1130 371.2487 371.3843 371.5198 371.6554 371.7910 371.9265 372.0620 372.1976 372.3331 372.4686 372.6040 372.7395 372.8750 373.0104 373.1458 373.2812 373.4166 373.5520 373.6874 373.8228 373.9581 374.0935 374.2288 374.3641 374.4994 374.6347 374.7699 374.9052 375.0404 375.1757 375.3109 375.4461 375.5813 375.7165 375.8516 375.9868 376.1219 376.2570 376.3922 376.5273 376.6623 376.7974 376.9325 377.0675 377.2026 377.3376 377.4726 377.6076 377.7426 377.8775 378.0125 378.1474 378.2823 378.4173 378.5522 378.6870 378.8219 378.9568 379.0916 379.2265 379.3613 379.4961 379.6309 379.7657 379.9004 380.0352 380.1699 380.3047 380.4394 380.5741 380.7088 380.8434 380.9781 381.1127 381.2474 381.3820 381.5166 381.6512 381.7858 381.9203 382.0549 382.1894 382.3240 382.4585 382.5930 382.7275 382.8619 382.9964 383.1308 383.2653 383.3997 383.5341 383.6685 383.8029 383.9372 384.0716 384.2059 384.3402 384.4746 384.6088 384.7431 384.8774 385.0117 385.1459 385.2801 385.4143 385.5486 385.6827 385.8169 385.9511 386.0852 386.2194 386.3535 386.4876 386.6217 386.7558 386.8898 387.0239 387.1579 387.2919 387.4260 387.5600 387.6939 387.8279 387.9619 388.0958 388.2297 388.3637 388.4976 388.6315 388.7653 388.8992 389.0330 389.1669 389.3007 389.4345 389.5683 389.7021 389.8358 389.9696 390.1033 390.2371 390.3708 390.5045 390.6382 390.7718 390.9055 391.0391 391.1728 391.3064 391.4400 391.5736 391.7071 391.8407 391.9742 392.1078 392.2413 392.3748 392.5083 392.6418 392.7752 392.9087 393.0421 393.1755 393.3090 393.4423 393.5757 393.7091 393.8424 393.9758 394.1091 394.2424 394.3757 394.5090 394.6423 394.7755 394.9088 395.0420 395.1752 395.3084 395.4416 395.5748 395.7079 395.8411 395.9742 396.1073 396.2404 396.3735 396.5066 396.6397 396.7727 396.9057 397.0388 397.1718 397.3048 397.4377 397.5707 397.7036 397.8366 397.9695 398.1024 398.2353 398.3682 398.5010 398.6339 398.7667 398.8996 399.0324 399.1652 399.2979 399.4307 399.5635 399.6962 399.8289 399.9616 400.0943 400.2270 400.3597 400.4924 400.6250 400.7576 400.8902 401.0228 401.1554 401.2880 401.4205 401.5531 401.6856 401.8181 401.9506 402.0831 402.2156 402.3480 402.4805 402.6129 402.7453 402.8777 403.0101 403.1425 403.2749 403.4072 403.5395 403.6719 403.8042 403.9364 404.0687 404.2010 404.3332 404.4655 404.5977 404.7299 404.8621 404.9942 405.1264 405.2585 405.3907 405.5228 405.6549 405.7870 405.9191 406.0511 406.1832 406.3152 406.4472 406.5792 406.7112 406.8432 406.9752 407.1071 407.2390 407.3710 407.5029 407.6348 407.7666 407.8985 408.0303 408.1622 408.2940 408.4258 408.5576 408.6894 408.8211 408.9529 409.0846 409.2163 409.3480 409.4797 409.6114 409.7431 409.8747 410.0063 410.1379 410.2696 410.4011 410.5327 410.6643 410.7958 410.9274 411.0589 411.1904 411.3219 411.4533 411.5848 411.7162 411.8477 411.9791 412.1105 412.2419 412.3733 412.5046 412.6360 412.7673 412.8986 413.0299 413.1612 413.2925 413.4237 413.5550 413.6862 413.8174 413.9486 414.0798 414.2110 414.3421 414.4733 414.6044 414.7355 414.8666 414.9977 415.1288 415.2598 415.3909 415.5219 415.6529 415.7839 415.9149 416.0459 416.1768 416.3078 416.4387 416.5696 416.7005 416.8314 416.9622 417.0931 417.2239 417.3548 417.4856 417.6164 417.7472 417.8779 418.0087 418.1394 418.2701 418.4008 418.5315 418.6622 418.7929 418.9235 419.0542 419.1848 419.3154 419.4460 419.5765 419.7071 419.8377 419.9682 420.0987 420.2292 420.3597 420.4902 420.6206 420.7511 420.8815 421.0119 421.1423 421.2727 421.4031 421.5334 421.6638 421.7941 421.9244 422.0547 422.1850 422.3153 422.4455 422.5758 422.7060 422.8362 422.9664 423.0966 423.2268 423.3569 423.4870 423.6172 423.7473 423.8774 424.0074 424.1375 424.2676 424.3976 424.5276 424.6576 424.7876 424.9176 425.0475 425.1775 425.3074 425.4373 425.5672 425.6971 425.8270 425.9569 426.0867 426.2165 426.3463 426.4761 426.6059 426.7357 426.8654 426.9952 427.1249 427.2546 427.3843 427.5140 427.6437 427.7733 427.9030 428.0326 428.1622 428.2918 428.4213 428.5509 428.6805 428.8100 428.9395 429.0690 429.1985 429.3280 429.4574 429.5869 429.7163 429.8457 429.9751 430.1045 430.2339 430.3632 430.4926 430.6219 430.7512 430.8805 431.0098 431.1390 431.2683 431.3975 431.5267 431.6559 431.7851 431.9143 432.0435 432.1726 432.3018 432.4309 432.5600 432.6891 432.8181 432.9472 433.0762 433.2053 433.3343 433.4633 433.5922 433.7212 433.8502 433.9791 434.1080 434.2369 434.3658 434.4947 434.6236 434.7524 434.8812 435.0101 435.1389 435.2676 435.3964 435.5252 435.6539 435.7826 435.9114 436.0401 436.1687 436.2974 436.4261 436.5547 436.6833 436.8119 436.9405 437.0691 437.1977 437.3262 437.4547 437.5833 437.7118 437.8402 437.9687 438.0972 438.2256 438.3540 438.4825 438.6109 438.7392 438.8676 438.9960 439.1243 439.2526 439.3809 439.5092 439.6375 439.7658 439.8940 440.0222 440.1504 440.2786 440.4068 440.5350 440.6632 440.7913 440.9194 441.0475 441.1756 441.3037 441.4318 441.5598 441.6879 441.8159 441.9439 442.0719 442.1998 442.3278 442.4557 442.5837 442.7116 442.8395 442.9674 443.0952 443.2231 443.3509 443.4788 443.6066 443.7343 443.8621 443.9899 444.1176 444.2454 444.3731 444.5008 444.6285 444.7561 444.8838 445.0114 445.1391 445.2667 445.3943 445.5218 445.6494 445.7769 445.9045 446.0320 446.1595 446.2870 446.4145 446.5419 446.6694 446.7968 446.9242 447.0516 447.1790 447.3063 447.4337 447.5610 447.6883 447.8156 447.9429 448.0702 448.1975 448.3247 448.4519 448.5791 448.7063 448.8335 448.9607 449.0878 449.2150 449.3421 449.4692 449.5963 449.7234 449.8504 449.9775 450.1045 450.2315 450.3585 450.4855 450.6124 450.7394 450.8663 450.9933 451.1202 451.2470 451.3739 451.5008 451.6276 451.7544 451.8813 452.0081 452.1348 452.2616 452.3884 452.5151 452.6418 452.7685 452.8952 453.0219 453.1485 453.2752 453.4018 453.5284 453.6550 453.7816 453.9082 454.0347 454.1612 454.2878 454.4143 454.5407 454.6672 454.7937 454.9201 455.0465 455.1730 455.2993 455.4257 455.5521 455.6784 455.8048 455.9311 456.0574 456.1837 456.3099 456.4362 456.5624 456.6887 456.8149 456.9411 457.0672 457.1934 457.3195 457.4457 457.5718 457.6979 457.8240 457.9500 458.0761 458.2021 458.3281 458.4541 458.5801 458.7061 458.8321 458.9580 459.0839 459.2098 459.3357 459.4616 459.5875 459.7133 459.8392 459.9650 460.0908 460.2166 460.3423 460.4681 460.5938 460.7196 460.8453 460.9710 461.0966 461.2223 461.3479 461.4736 461.5992 461.7248 461.8504 461.9759 462.1015 462.2270 462.3525 462.4780 462.6035 462.7290 462.8544 462.9799 463.1053 463.2307 463.3561 463.4815 463.6069 463.7322 463.8575 463.9828 464.1081 464.2334 464.3587 464.4839 464.6092 464.7344 464.8596 464.9848 465.1100 465.2351 465.3602 465.4854 465.6105 465.7356 465.8606 465.9857 466.1107 466.2358 466.3608 466.4858 466.6108 466.7357 466.8607 466.9856 467.1105 467.2354 467.3603 467.4852 467.6100 467.7349 467.8597 467.9845 468.1093 468.2341 468.3588 468.4836 468.6083 468.7330 468.8577 468.9824 469.1070 469.2317 469.3563 469.4809 469.6055 469.7301 469.8547 469.9792 470.1038 470.2283 470.3528 470.4773 470.6017 470.7262 470.8506 470.9751 471.0995 471.2239 471.3482 471.4726 471.5969 471.7213 471.8456 471.9699 472.0941 472.2184 472.3426 472.4669 472.5911 472.7153 472.8395 472.9636 473.0878 473.2119 473.3360 473.4601 473.5842 473.7083 473.8323 473.9564 474.0804 474.2044 474.3284 474.4524 474.5763 474.7003 474.8242 474.9481 475.0720 475.1958 475.3197 475.4435 475.5674 475.6912 475.8150 475.9388 476.0625 476.1863 476.3100 476.4337 476.5574 476.6811 476.8047 476.9284 477.0520 477.1756 477.2992 477.4228 477.5464 477.6699 477.7935 477.9170 478.0405 478.1640 478.2874 478.4109 478.5343 478.6577 478.7811 478.9045 479.0279 479.1513 479.2746 479.3979 479.5212 479.6445 479.7678 479.8910 480.0143 480.1375 480.2607 480.3839 480.5071 480.6302 480.7534 480.8765 480.9996 481.1227 481.2458 481.3688 481.4919 481.6149 481.7379 481.8609 481.9839 482.1069 482.2298 482.3527 482.4756 482.5985 482.7214 482.8443 482.9671 483.0900 483.2128 483.3356 483.4584 483.5811 483.7039 483.8266 483.9493 484.0720 484.1947 484.3174 484.4400 484.5626 484.6853 484.8079 484.9304 485.0530 485.1756 485.2981 485.4206 485.5431 485.6656 485.7881 485.9105 486.0329 486.1554 486.2778 486.4001 486.5225 486.6449 486.7672 486.8895 487.0118 487.1341 487.2564 487.3786 487.5008 487.6231 487.7453 487.8675 487.9896 488.1118 488.2339 488.3560 488.4781 488.6002 488.7223 488.8443 488.9664 489.0884 489.2104 489.3324 489.4543 489.5763 489.6982 489.8201 489.9420 490.0639 490.1858 490.3077 490.4295 490.5513 490.6731 490.7949 490.9167 491.0384 491.1601 491.2819 491.4036 491.5253 491.6469 491.7686 491.8902 492.0118 492.1334 492.2550 492.3766 492.4981 492.6197 492.7412 492.8627 492.9842 493.1056 493.2271 493.3485 493.4699 493.5913 493.7127 493.8341 493.9554 494.0768 494.1981 494.3194 494.4407 494.5619 494.6832 494.8044 494.9256 495.0468 495.1680 495.2892 495.4103 495.5314 495.6525 495.7736 495.8947 496.0158 496.1368 496.2579 496.3789 496.4999 496.6208 496.7418 496.8627 496.9837 497.1046 497.2255 497.3464 497.4672 497.5881 497.7089 497.8297 497.9505 498.0713 498.1920 498.3128 498.4335 498.5542 498.6749 498.7956 498.9162 499.0369 499.1575 499.2781 499.3987 499.5192 499.6398 499.7603 499.8809 500.0014 500.1218 500.2423 500.3628 500.4832 500.6036 500.7240 500.8444 500.9648 501.0851 501.2055 501.3258 501.4461 501.5664 501.6866 501.8069 501.9271 502.0473 502.1675 502.2877 502.4079 502.5280 502.6481 502.7682 502.8883 503.0084 503.1285 503.2485 503.3685 503.4886 503.6086 503.7285 503.8485 503.9684 504.0883 504.2083 504.3281 504.4480 504.5679 504.6877 504.8075 504.9273 505.0471 505.1669 505.2866 505.4064 505.5261 505.6458 505.7655 505.8852 506.0048 506.1244 506.2441 506.3636 506.4832 506.6028 506.7223 506.8419 506.9614 507.0809 507.2004 507.3198 507.4393 507.5587 507.6781 507.7975 507.9169 508.0362 508.1556 508.2749 508.3942 508.5135 508.6328 508.7520 508.8712 508.9905 509.1097 509.2288 509.3480 509.4672 509.5863 509.7054 509.8245 509.9436 510.0627 510.1817 510.3007 510.4198 510.5388 510.6577 510.7767 510.8956 511.0146 511.1335 511.2524 511.3712 511.4901 511.6089 511.7278 511.8466 511.9653 512.0841 512.2029 512.3216 512.4403 512.5590 512.6777 512.7964 512.9150 513.0337 513.1523 513.2709 513.3895 513.5080 513.6266 513.7451 513.8636 513.9821 514.1006 514.2190 514.3375 514.4559 514.5743 514.6927 514.8111 514.9294 515.0477 515.1661 515.2844 515.4027 515.5209 515.6392 515.7574 515.8756 515.9938 516.1120 516.2302 516.3483 516.4664 516.5845 516.7026 516.8207 516.9388 517.0568 517.1748 517.2928 517.4108 517.5288 517.6468 517.7647 517.8826 518.0005 518.1184 518.2363 518.3541 518.4719 518.5898 518.7075 518.8253 518.9431 519.0608 519.1786 519.2963 519.4140 519.5316 519.6493 519.7669 519.8845 520.0021 520.1197 520.2373 520.3549 520.4724 520.5899 520.7074 520.8249 520.9423 521.0598 521.1772 521.2946 521.4120 521.5294 521.6468 521.7641 521.8814 521.9987 522.1160 522.2333 522.3505 522.4678 522.5850 522.7022 522.8194 522.9365 523.0537 523.1708 523.2879 523.4050 523.5221 523.6391 523.7562 523.8732 523.9902 524.1072 524.2242 524.3411 524.4580 524.5750 524.6919 524.8087 524.9256 525.0424 525.1593 525.2761 525.3929 525.5097 525.6264 525.7431 525.8599 525.9766 526.0933 526.2099 526.3266 526.4432 526.5598 526.6764 526.7930 526.9096 527.0261 527.1426 527.2591 527.3756 527.4921 527.6086 527.7250 527.8414 527.9578 528.0742 528.1906 528.3069 528.4232 528.5396 528.6558 528.7721 528.8884 529.0046 529.1208 529.2370 529.3532 529.4694 529.5855 529.7017 529.8178 529.9339 530.0500 530.1660 530.2821 530.3981 530.5141 530.6301 530.7461 530.8620 530.9780 531.0939 531.2098 531.3256 531.4415 531.5574 531.6732 531.7890 531.9048 532.0205 532.1363 532.2520 532.3678 532.4835 532.5991 532.7148 532.8304 532.9461 533.0617 533.1773 533.2928 533.4084 533.5239 533.6394 533.7549 533.8704 533.9859 534.1013 534.2168 534.3322 534.4476 534.5629 534.6783 534.7936 534.9089 535.0242 535.1395 535.2548 535.3700 535.4852 535.6004 535.7156 535.8308 535.9460 536.0611 536.1762 536.2913 536.4064 536.5214 536.6365 536.7515 536.8665 536.9815 537.0965 537.2114 537.3263 537.4412 537.5561 537.6710 537.7859 537.9007 538.0155 538.1303 538.2451 538.3599 538.4746 538.5893 538.7040 538.8187 538.9334 539.0480 539.1627 539.2773 539.3919 539.5064 539.6210 539.7355 539.8500 539.9645 540.0790 540.1935 540.3079 540.4223 540.5368 540.6511 540.7655 540.8798 540.9942 541.1085 541.2228 541.3370 541.4513 541.5655 541.6797 541.7939 541.9081 542.0223 542.1364 542.2505
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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: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 70: Temperature at electronics board [°C], 999=no temperature signal
Column 71: Spectrometer control temperature [°C], 999=no temperature signal
Column 72: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 73: Temperature in head sensor [°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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FN 20230815T231431.6Z 8627.968421 2 1 0.15 0 70.320 2 2 0 1 1 54.73 0 107.65 0 -1.00 475 1 10 0 0 18.34 11 0 0 1382 6.652e+02 9.002e+00 6.665e+02 1.295e+01 19 1.288e+01 1.288e+01 1.697e-02 1.289e+01 5.362e-01 0 0 0 0 0.00e+00 1.633e-14 -9.000e+00 1.962e+01 -9.000e+00 -1.703e+00 -9.000e+00 1 0.70 30.31 19.52 12.13 5.24 1.94 1.05 0.58 0 1.396e-02 1768 -9 -9.00 -9.00 -9.00 -9.00 -0.00293 -5.00345e-04 2.01426e-04 22.19 15.00 18.34 29.25 0.9 996.37 1.217e+09 9 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 -1131 -1164 -968 -1042 -720 -1129 -740 -1083 -843 -867 -902 -831 -869 -817 -982 -667 -1029 -699 -1014 -733 -869 -631 -942 -667 -720 -782 -625 -789 -377 -747 -571 -747 -464 -705 -398 -696 -351 -558 -350 -440 -423 -418 -491 -374 -418 -204 -521 -158 -355 -207 -463 -208 -266 -153 -212 -59 13 -198 -23 -253 128 -174 156 -114 131 39 125 87 -31 90 55 232 144 355 169 445 157 421 251 357 370 542 389 325 515 395 542 399 707 509 648 487 735 384 697 544 694 598 737 687 699 843 640 817 724 887 804 878 791 938 900 848 973 840 1107 907 1113 867 1207 941 1234 1006 1113 1175 1181 1212 1083 1392 1329 1391 1166 1656 1420 1574 1380 1661 1609 1688 1636 1595 1698 1673 1874 1959 2355 2213 2562 2421 2693 2727 2938 2713 2800 2594 2752 3085 3140 3343 3316 3488 3614 4086 4329 4620 4222 4070 3774 3826 4191 4525 4626 4514 4700 4863 5332 5541 6376 6244 6548 6394 6762 6941 6650 6741 7226 7397 7612 7767 7276 7126 6634 6950 7000 7714 7901 7525 7509 7811 8779 9843 11466 11915 12399 12481 12963 12740 12709 12159 12176 12087 12010 12135 12951 13565 13992 14053 14105 14709 14358 14311 14010 14527 15498 16514 17104 17137 15836 14716 14591 15113 16879 18033 18691 18572 17938 16897 15318 14539 14010 14448 15678 17424 18622 19823 20437 21517 22590 24118 24238 24238 23160 21693 20076 18760 18308 18988 20772 22054 24497 25093 24709 22950 21790 20964 22130 23797 24680 26054 26744 27314 28744 29832 29579 28262 26479 24964 23474 23963 24948 26477 27664 27994 27346 26815 25954 24523 23668 22373 23299 24679 25688 26439 26888 27280 28406 30082 31231 31781 32248 32849 31274 30924 30008 29941 30874 32878 35122 37207 39729 40955 41665 41892 41151 40963 41553 42033 42683 41763 41055 40205 40410 40552 39918 38809 38329 38185 38790 39224 38038 38366 39969 41673 44956 47399 48556 48671 49446 49213 50371 49186 47898 45360 42661 40731 41097 41793 43090 43213 42491 42297 42983 44245 44967 45164 43112 42952 43078 43653 44365 44541 43381 43670 43859 42647 40876 40128 40381 41389 43583 43868 45946 46538 46929 44701 43814 44473 45783 48501 49642 48011 44196 38875 34649 34718 37916 41830 43366 40894 37991 35774 35485 37470 40862 44272 46079 44292 42570 40818 41919 44907 46842 46981 47583 46798 44870 43561 42576 43983 47157 50049 52160 52714 51455 50084 47801 46582 45444 45777 46277 45493 43770 42844 42628 44814 48599 49916 49005 47525 46507 45654 46845 49029 49704 49251 48167 47212 45963 45384 42848 38257 34257 32343 32000 34669 37997 41054 43975 45187 45636 46322 45523 45256 44257 41664 39559 39570 41664 43245 44859 45780 46291 47673 47273 45194 41586 38779 39222 40945 43234 45536 44816 43823 44737 45247 44986 43476 41425 39855 40457 41380 41360 42646 44910 47699 52081 53182 52233 51773 51037 49373 47941 46958 44204 43324 44727 47555 49875 50378 48366 44784 40999 38963 39477 42224 45834 48534 48938 49829 50465 50896 52576 52989 52480 52838 53026 53099 54420 54302 54513 54343 53268 51590 50201 49217 48293 49104 49448 50377 51103 49771 45913 42966 39379 37217 37917 38393 40029 42477 44844 43890 42081 37764 34321 32355 31518 31958 33225 34769 39158 44044 46546 49892 51557 52550 53917 56029 55404 53003 50186 46214 44534 43071 41751 41893 42379 44387 47592 47712 45886 42717 41222 41603 44601 49257 53889 56425 57561 55593 50130 46279 43292 44052 47082 50353 53407 55334 55303 54166 52319 49423 46901 46353 47625 49837 54137 57212 59513 61029 62483 63057 64210 62781 61116 60778 59525 59225 58418 58599 59218 60940 62258 61311 58992 56917 54043 53545 55259 55828 55665 54223 53223 54092 58307 60850 62763 62367 61704 61990 64441 65509 65465 63480 57724 53529 49869 49086 51447 56043 61007 65960 68514 66992 63221 55379 48436 44944 46485 51692 55999 58320 58904 56671 54743 50547 43929 39184 37735 40984 47930 53441 55740 53477 49109 44302 40788 39300 42147 46605 53157 61612 63940 60665 57100 53789 52556 53803 55889 56058 55226 55703 56204 57285 60304 63373 65542 67574 68287 69330 71259 72691 73803 73870 70624 66368 61655 58588 58703 58543 57964 56397 53876 51350 51422 52989 57204 62256 66253 65821 65044 64836 65350 66329 64661 60494 54848 51874 50959 49073 48550 47890 45459 44319 42363 39277 38054 39278 39409 38127 37836 37448 37966 37648 38306 39207 43629 48971 54168 58035 59043 58226 57474 57227 56883 56324 54898 52589 48615 46313 46868 50377 55086 58965 60636 58664 55905 52690 50007 49014 52471 56066 57648 56366 54725 51606 51778 53525 52713 52188 51440 51169 53522 58254 62209 65406 66184 67316 67240 68446 67688 66010 64974 63075 62544 64629 67471 71908 74621 74343 75184 74148 73038 70161 66653 63188 60812 60540 59265 56664 51271 44237 37541 31038 27268 25492 26178 30735 37185 43979 49628 52429 54600 57521 60801 64373 68773 70812 71597 72877 73153 71544 72421 72342 68733 63848 58268 51214 44992 39448 33876 30121 30368 34840 41672 49625 57376 63943 70907 76698 80133 81896 82560 81820 82191 84318 86213 88475 90390 90610 90948 89717 88489 88696 90284 92314 95012 93917 90387 89601 88286 90168 94108 97136 97425 98391 97948 96868 97200 97932 98101 99177 99112 98511 99365 100146 99537 96567 92410 88414 86833 89875 94897 99336 101571 102530 101016 96242 89216 85589 85331 87851 95551 100172 99426 97380 94899 92122 91413 92288 92822 90553 89252 87265 86183 88508 93998 95439 94268 94646 93250 92590 92096 90461 90993 93692 97699 100137 100011 99717 101148 104038 106147 106916 106052 103926 100575 98156 96096 92164 87030 82532 81136 82563 88270 94728 98824 100845 100901 102076 104143 106571 108881 109120 107096 106754 105232 105102 105966 106057 105629 104696 103831 102059 100136 98797 98514 100648 104561 108354 111237 110007 106156 102043 99996 99756 103068 105870 106069 105976 104140 102068 101123 100348 101694 104215 105967 108954 111192 111618 110356 108734 107530 105670 102327 100914 98902 97172 98496 100572 102458 103139 102531 102888 102797 102464 100751 100443 99822 100954 104277 107240 106449 105048 100974 97259 95939 95272 96361 99470 102181 105584 108697 109281 110139 110594 110581 108846 106788 104972 104161 105697 108753 109174 106166 99628 90991 86491 88047 93858 101347 106398 106375 103376 100431 98808 98725 100513 102566 104237 106730 106860 105569 102630 99090 97078 98127 99235 100428 102404 102432 100471 98582 97306 97188 100045 104637 108059 107214 103320 98193 91460 88186 86978 89356 95201 99839 101252 101885 100770 99769 98940 98330 96355 93418 90191 89938 91370 92107 93712 93202 88805 82497 77034 72320 71432 71837 72912 72449 70695 69348 68851 71269 77225 85654 95871 104951 111367 115726 115009 110045 102737 94384 89449 89806 94989 102692 108596 111098 111428 110026 107963 101706 94158 86114 83557 85138 89877 97419 102855 107153 109015 108321 105081 102833 101137 102670 105887 107924 108944 110954 111453 112979 115412 114946 113691 112749 110518 108888 107559 106114 103437 103232 103495 105762 106991 105810 98669 92036 88225 88866 92702 99145 101816 102759 103602 104302 106356 107840 109258 109527 108393 106129 104198 100335 100452 100055 102230 106105 111003 114301 115186 112615 110736 109508 110561 113986 116511 116642 114985 113034 111968 112719 113288 113687 113116 112534 110846 109355 110357 112383 114270 116387 116034 113613 112395 113218 115131 116666 117558 116707 116205 114556 110735 108069 104246 103728 103997 104841 105780 107680 110635 112690 113934 113637 113630 114291 115642 118190 120015 121573 122550 121811 119328 115367 114544 113906 116472 119195 121314 120001 118460 117917 116797 117489 117183 118084 118349 120363 121031 122443 124245 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