File name: Pandora206s1_BuffaloNY_20241104_L1_smca1c1d20220512p1-8.txt
File generation date: 20241105T125707.5Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c1d20220512p1-8
Local principal investigator: Kang Sun
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 206
Spectrometer number: 1
Processing software version used: BlickP v1.8.60
Instrument operation file used: Pandora206_OF_v3d20211008.txt
Instrument calibration file used: Pandora206s1_CF_v1d20220512.txt
Level 0 file used: Pandora206s1_BuffaloNY_20241104_L0.txt
Full location name: University at Buffalo
Short location name: BuffaloNY
Country of location: Canada
Location latitude [deg]: 43.0015
Location longitude [deg]: -78.7869
Location altitude [m]: 190
Local noon date: 20241104
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]: 273.4641 273.6075 273.7508 273.8942 274.0375 274.1809 274.3242 274.4675 274.6109 274.7542 274.8975 275.0407 275.1840 275.3273 275.4705 275.6138 275.7570 275.9002 276.0435 276.1867 276.3299 276.4731 276.6162 276.7594 276.9026 277.0457 277.1888 277.3320 277.4751 277.6182 277.7613 277.9044 278.0475 278.1905 278.3336 278.4766 278.6197 278.7627 278.9057 279.0487 279.1917 279.3347 279.4777 279.6207 279.7636 279.9066 280.0495 280.1924 280.3354 280.4783 280.6212 280.7641 280.9069 281.0498 281.1927 281.3355 281.4783 281.6212 281.7640 281.9068 282.0496 282.1924 282.3351 282.4779 282.6207 282.7634 282.9061 283.0489 283.1916 283.3343 283.4770 283.6196 283.7623 283.9050 284.0476 284.1903 284.3329 284.4755 284.6181 284.7607 284.9033 285.0459 285.1884 285.3310 285.4735 285.6161 285.7586 285.9011 286.0436 286.1861 286.3286 286.4711 286.6135 286.7560 286.8984 287.0408 287.1833 287.3257 287.4681 287.6104 287.7528 287.8952 288.0375 288.1799 288.3222 288.4645 288.6068 288.7491 288.8914 289.0337 289.1760 289.3182 289.4605 289.6027 289.7449 289.8871 290.0293 290.1715 290.3137 290.4559 290.5980 290.7402 290.8823 291.0244 291.1666 291.3087 291.4508 291.5928 291.7349 291.8770 292.0190 292.1611 292.3031 292.4451 292.5871 292.7291 292.8711 293.0130 293.1550 293.2970 293.4389 293.5808 293.7227 293.8646 294.0065 294.1484 294.2903 294.4322 294.5740 294.7159 294.8577 294.9995 295.1413 295.2831 295.4249 295.5667 295.7084 295.8502 295.9919 296.1336 296.2753 296.4171 296.5588 296.7004 296.8421 296.9838 297.1254 297.2671 297.4087 297.5503 297.6919 297.8335 297.9751 298.1167 298.2582 298.3998 298.5413 298.6828 298.8243 298.9658 299.1073 299.2488 299.3903 299.5318 299.6732 299.8146 299.9561 300.0975 300.2389 300.3803 300.5216 300.6630 300.8044 300.9457 301.0871 301.2284 301.3697 301.5110 301.6523 301.7936 301.9348 302.0761 302.2173 302.3586 302.4998 302.6410 302.7822 302.9234 303.0645 303.2057 303.3469 303.4880 303.6291 303.7703 303.9114 304.0525 304.1935 304.3346 304.4757 304.6167 304.7578 304.8988 305.0398 305.1808 305.3218 305.4628 305.6038 305.7447 305.8857 306.0266 306.1675 306.3084 306.4493 306.5902 306.7311 306.8720 307.0128 307.1537 307.2945 307.4353 307.5761 307.7169 307.8577 307.9985 308.1393 308.2800 308.4207 308.5615 308.7022 308.8429 308.9836 309.1243 309.2649 309.4056 309.5462 309.6869 309.8275 309.9681 310.1087 310.2493 310.3899 310.5305 310.6710 310.8116 310.9521 311.0926 311.2331 311.3736 311.5141 311.6546 311.7950 311.9355 312.0759 312.2164 312.3568 312.4972 312.6376 312.7779 312.9183 313.0587 313.1990 313.3394 313.4797 313.6200 313.7603 313.9006 314.0408 314.1811 314.3214 314.4616 314.6018 314.7421 314.8823 315.0225 315.1626 315.3028 315.4430 315.5831 315.7232 315.8634 316.0035 316.1436 316.2837 316.4238 316.5638 316.7039 316.8439 316.9839 317.1240 317.2640 317.4040 317.5439 317.6839 317.8239 317.9638 318.1038 318.2437 318.3836 318.5235 318.6634 318.8033 318.9431 319.0830 319.2228 319.3627 319.5025 319.6423 319.7821 319.9219 320.0616 320.2014 320.3412 320.4809 320.6206 320.7603 320.9000 321.0397 321.1794 321.3191 321.4587 321.5984 321.7380 321.8776 322.0172 322.1568 322.2964 322.4360 322.5755 322.7151 322.8546 322.9941 323.1336 323.2731 323.4126 323.5521 323.6916 323.8310 323.9705 324.1099 324.2493 324.3887 324.5281 324.6675 324.8069 324.9462 325.0856 325.2249 325.3642 325.5035 325.6428 325.7821 325.9214 326.0607 326.1999 326.3391 326.4784 326.6176 326.7568 326.8960 327.0352 327.1743 327.3135 327.4526 327.5918 327.7309 327.8700 328.0091 328.1482 328.2872 328.4263 328.5654 328.7044 328.8434 328.9824 329.1214 329.2604 329.3994 329.5384 329.6773 329.8163 329.9552 330.0941 330.2330 330.3719 330.5108 330.6496 330.7885 330.9273 331.0662 331.2050 331.3438 331.4826 331.6214 331.7602 331.8989 332.0377 332.1764 332.3151 332.4539 332.5926 332.7312 332.8699 333.0086 333.1472 333.2859 333.4245 333.5631 333.7017 333.8403 333.9789 334.1175 334.2560 334.3946 334.5331 334.6716 334.8101 334.9486 335.0871 335.2256 335.3641 335.5025 335.6409 335.7794 335.9178 336.0562 336.1946 336.3329 336.4713 336.6096 336.7480 336.8863 337.0246 337.1629 337.3012 337.4395 337.5778 337.7160 337.8543 337.9925 338.1307 338.2689 338.4071 338.5453 338.6835 338.8216 338.9598 339.0979 339.2360 339.3741 339.5122 339.6503 339.7884 339.9264 340.0645 340.2025 340.3406 340.4786 340.6166 340.7545 340.8925 341.0305 341.1684 341.3064 341.4443 341.5822 341.7201 341.8580 341.9959 342.1337 342.2716 342.4094 342.5473 342.6851 342.8229 342.9607 343.0985 343.2362 343.3740 343.5117 343.6495 343.7872 343.9249 344.0626 344.2003 344.3379 344.4756 344.6132 344.7509 344.8885 345.0261 345.1637 345.3013 345.4388 345.5764 345.7139 345.8515 345.9890 346.1265 346.2640 346.4015 346.5390 346.6764 346.8139 346.9513 347.0887 347.2261 347.3635 347.5009 347.6383 347.7757 347.9130 348.0503 348.1877 348.3250 348.4623 348.5996 348.7368 348.8741 349.0113 349.1486 349.2858 349.4230 349.5602 349.6974 349.8346 349.9717 350.1089 350.2460 350.3832 350.5203 350.6574 350.7945 350.9315 351.0686 351.2057 351.3427 351.4797 351.6167 351.7537 351.8907 352.0277 352.1647 352.3016 352.4385 352.5755 352.7124 352.8493 352.9862 353.1231 353.2599 353.3968 353.5336 353.6704 353.8072 353.9441 354.0808 354.2176 354.3544 354.4911 354.6279 354.7646 354.9013 355.0380 355.1747 355.3114 355.4480 355.5847 355.7213 355.8580 355.9946 356.1312 356.2678 356.4043 356.5409 356.6774 356.8140 356.9505 357.0870 357.2235 357.3600 357.4965 357.6329 357.7694 357.9058 358.0422 358.1787 358.3151 358.4514 358.5878 358.7242 358.8605 358.9969 359.1332 359.2695 359.4058 359.5421 359.6783 359.8146 359.9508 360.0871 360.2233 360.3595 360.4957 360.6319 360.7681 360.9042 361.0404 361.1765 361.3126 361.4487 361.5848 361.7209 361.8570 361.9930 362.1291 362.2651 362.4011 362.5371 362.6731 362.8091 362.9450 363.0810 363.2169 363.3529 363.4888 363.6247 363.7606 363.8965 364.0323 364.1682 364.3040 364.4398 364.5756 364.7114 364.8472 364.9830 365.1188 365.2545 365.3902 365.5260 365.6617 365.7974 365.9331 366.0687 366.2044 366.3400 366.4757 366.6113 366.7469 366.8825 367.0181 367.1536 367.2892 367.4247 367.5602 367.6958 367.8313 367.9668 368.1022 368.2377 368.3731 368.5086 368.6440 368.7794 368.9148 369.0502 369.1856 369.3209 369.4563 369.5916 369.7269 369.8623 369.9975 370.1328 370.2681 370.4034 370.5386 370.6738 370.8090 370.9442 371.0794 371.2146 371.3498 371.4849 371.6201 371.7552 371.8903 372.0254 372.1605 372.2956 372.4306 372.5657 372.7007 372.8357 372.9707 373.1057 373.2407 373.3757 373.5106 373.6456 373.7805 373.9154 374.0503 374.1852 374.3201 374.4549 374.5898 374.7246 374.8595 374.9943 375.1291 375.2638 375.3986 375.5334 375.6681 375.8028 375.9376 376.0723 376.2070 376.3416 376.4763 376.6110 376.7456 376.8802 377.0148 377.1494 377.2840 377.4186 377.5531 377.6877 377.8222 377.9567 378.0912 378.2257 378.3602 378.4947 378.6291 378.7636 378.8980 379.0324 379.1668 379.3012 379.4356 379.5699 379.7043 379.8386 379.9729 380.1072 380.2415 380.3758 380.5101 380.6443 380.7786 380.9128 381.0470 381.1812 381.3154 381.4496 381.5837 381.7179 381.8520 381.9861 382.1202 382.2543 382.3884 382.5224 382.6565 382.7905 382.9246 383.0586 383.1926 383.3265 383.4605 383.5945 383.7284 383.8623 383.9963 384.1302 384.2641 384.3979 384.5318 384.6656 384.7995 384.9333 385.0671 385.2009 385.3347 385.4684 385.6022 385.7359 385.8697 386.0034 386.1371 386.2708 386.4044 386.5381 386.6717 386.8054 386.9390 387.0726 387.2062 387.3398 387.4733 387.6069 387.7404 387.8739 388.0074 388.1409 388.2744 388.4079 388.5413 388.6748 388.8082 388.9416 389.0750 389.2084 389.3418 389.4751 389.6085 389.7418 389.8751 390.0084 390.1417 390.2750 390.4083 390.5415 390.6747 390.8080 390.9412 391.0744 391.2076 391.3407 391.4739 391.6070 391.7401 391.8732 392.0063 392.1394 392.2725 392.4056 392.5386 392.6716 392.8046 392.9376 393.0706 393.2036 393.3366 393.4695 393.6024 393.7354 393.8683 394.0012 394.1340 394.2669 394.3997 394.5326 394.6654 394.7982 394.9310 395.0638 395.1965 395.3293 395.4620 395.5948 395.7275 395.8602 395.9928 396.1255 396.2582 396.3908 396.5234 396.6560 396.7886 396.9212 397.0538 397.1864 397.3189 397.4514 397.5839 397.7164 397.8489 397.9814 398.1139 398.2463 398.3787 398.5112 398.6436 398.7759 398.9083 399.0407 399.1730 399.3054 399.4377 399.5700 399.7023 399.8345 399.9668 400.0991 400.2313 400.3635 400.4957 400.6279 400.7601 400.8923 401.0244 401.1565 401.2887 401.4208 401.5529 401.6849 401.8170 401.9491 402.0811 402.2131 402.3451 402.4771 402.6091 402.7411 402.8730 403.0050 403.1369 403.2688 403.4007 403.5326 403.6644 403.7963 403.9281 404.0600 404.1918 404.3236 404.4553 404.5871 404.7189 404.8506 404.9823 405.1140 405.2457 405.3774 405.5091 405.6407 405.7724 405.9040 406.0356 406.1672 406.2988 406.4304 406.5619 406.6935 406.8250 406.9565 407.0880 407.2195 407.3509 407.4824 407.6138 407.7453 407.8767 408.0081 408.1395 408.2708 408.4022 408.5335 408.6648 408.7961 408.9274 409.0587 409.1900 409.3212 409.4525 409.5837 409.7149 409.8461 409.9773 410.1085 410.2396 410.3708 410.5019 410.6330 410.7641 410.8952 411.0262 411.1573 411.2883 411.4193 411.5504 411.6814 411.8123 411.9433 412.0742 412.2052 412.3361 412.4670 412.5979 412.7288 412.8597 412.9905 413.1213 413.2522 413.3830 413.5138 413.6445 413.7753 413.9060 414.0368 414.1675 414.2982 414.4289 414.5596 414.6902 414.8209 414.9515 415.0821 415.2127 415.3433 415.4739 415.6044 415.7350 415.8655 415.9960 416.1265 416.2570 416.3875 416.5180 416.6484 416.7788 416.9092 417.0396 417.1700 417.3004 417.4307 417.5611 417.6914 417.8217 417.9520 418.0823 418.2126 418.3428 418.4731 418.6033 418.7335 418.8637 418.9939 419.1240 419.2542 419.3843 419.5144 419.6445 419.7746 419.9047 420.0348 420.1648 420.2949 420.4249 420.5549 420.6849 420.8148 420.9448 421.0747 421.2047 421.3346 421.4645 421.5944 421.7242 421.8541 421.9839 422.1138 422.2436 422.3734 422.5032 422.6329 422.7627 422.8924 423.0221 423.1518 423.2815 423.4112 423.5409 423.6705 423.8002 423.9298 424.0594 424.1890 424.3186 424.4481 424.5777 424.7072 424.8367 424.9662 425.0957 425.2252 425.3546 425.4841 425.6135 425.7429 425.8723 426.0017 426.1311 426.2604 426.3897 426.5191 426.6484 426.7777 426.9069 427.0362 427.1655 427.2947 427.4239 427.5531 427.6823 427.8115 427.9406 428.0698 428.1989 428.3280 428.4571 428.5862 428.7153 428.8443 428.9734 429.1024 429.2314 429.3604 429.4894 429.6183 429.7473 429.8762 430.0052 430.1341 430.2629 430.3918 430.5207 430.6495 430.7784 430.9072 431.0360 431.1648 431.2935 431.4223 431.5510 431.6797 431.8085 431.9372 432.0658 432.1945 432.3231 432.4518 432.5804 432.7090 432.8376 432.9662 433.0947 433.2233 433.3518 433.4803 433.6088 433.7373 433.8658 433.9942 434.1227 434.2511 434.3795 434.5079 434.6363 434.7646 434.8930 435.0213 435.1496 435.2779 435.4062 435.5345 435.6628 435.7910 435.9192 436.0474 436.1756 436.3038 436.4320 436.5601 436.6883 436.8164 436.9445 437.0726 437.2007 437.3287 437.4568 437.5848 437.7128 437.8408 437.9688 438.0968 438.2247 438.3527 438.4806 438.6085 438.7364 438.8643 438.9922 439.1200 439.2478 439.3757 439.5035 439.6312 439.7590 439.8868 440.0145 440.1422 440.2700 440.3976 440.5253 440.6530 440.7806 440.9083 441.0359 441.1635 441.2911 441.4187 441.5462 441.6738 441.8013 441.9288 442.0563 442.1838 442.3113 442.4387 442.5661 442.6936 442.8210 442.9484 443.0757 443.2031 443.3304 443.4578 443.5851 443.7124 443.8397 443.9669 444.0942 444.2214 444.3487 444.4759 444.6031 444.7302 444.8574 444.9845 445.1117 445.2388 445.3659 445.4930 445.6200 445.7471 445.8741 446.0011 446.1282 446.2551 446.3821 446.5091 446.6360 446.7630 446.8899 447.0168 447.1437 447.2705 447.3974 447.5242 447.6510 447.7778 447.9046 448.0314 448.1582 448.2849 448.4116 448.5384 448.6651 448.7917 448.9184 449.0451 449.1717 449.2983 449.4249 449.5515 449.6781 449.8047 449.9312 450.0577 450.1842 450.3107 450.4372 450.5637 450.6901 450.8166 450.9430 451.0694 451.1958 451.3222 451.4485 451.5749 451.7012 451.8275 451.9538 452.0801 452.2063 452.3326 452.4588 452.5850 452.7112 452.8374 452.9636 453.0898 453.2159 453.3420 453.4681 453.5942 453.7203 453.8464 453.9724 454.0984 454.2245 454.3505 454.4764 454.6024 454.7284 454.8543 454.9802 455.1061 455.2320 455.3579 455.4838 455.6096 455.7354 455.8612 455.9870 456.1128 456.2386 456.3643 456.4901 456.6158 456.7415 456.8672 456.9929 457.1185 457.2442 457.3698 457.4954 457.6210 457.7466 457.8721 457.9977 458.1232 458.2487 458.3742 458.4997 458.6252 458.7506 458.8761 459.0015 459.1269 459.2523 459.3776 459.5030 459.6283 459.7537 459.8790 460.0043 460.1296 460.2548 460.3801 460.5053 460.6305 460.7557 460.8809 461.0061 461.1312 461.2564 461.3815 461.5066 461.6317 461.7567 461.8818 462.0069 462.1319 462.2569 462.3819 462.5069 462.6318 462.7568 462.8817 463.0066 463.1315 463.2564 463.3813 463.5061 463.6310 463.7558 463.8806 464.0054 464.1302 464.2549 464.3797 464.5044 464.6291 464.7538 464.8785 465.0031 465.1278 465.2524 465.3770 465.5016 465.6262 465.7508 465.8753 465.9999 466.1244 466.2489 466.3734 466.4978 466.6223 466.7467 466.8712 466.9956 467.1200 467.2443 467.3687 467.4930 467.6174 467.7417 467.8660 467.9902 468.1145 468.2388 468.3630 468.4872 468.6114 468.7356 468.8598 468.9839 469.1080 469.2322 469.3563 469.4804 469.6044 469.7285 469.8525 469.9766 470.1006 470.2246 470.3485 470.4725 470.5964 470.7204 470.8443 470.9682 471.0920 471.2159 471.3398 471.4636 471.5874 471.7112 471.8350 471.9588 472.0825 472.2062 472.3300 472.4537 472.5773 472.7010 472.8247 472.9483 473.0719 473.1955 473.3191 473.4427 473.5663 473.6898 473.8133 473.9368 474.0603 474.1838 474.3073 474.4307 474.5541 474.6776 474.8009 474.9243 475.0477 475.1710 475.2944 475.4177 475.5410 475.6643 475.7875 475.9108 476.0340 476.1572 476.2804 476.4036 476.5268 476.6499 476.7731 476.8962 477.0193 477.1424 477.2655 477.3885 477.5116 477.6346 477.7576 477.8806 478.0036 478.1265 478.2495 478.3724 478.4953 478.6182 478.7411 478.8639 478.9868 479.1096 479.2324 479.3552 479.4780 479.6007 479.7235 479.8462 479.9689 480.0916 480.2143 480.3370 480.4596 480.5822 480.7049 480.8275 480.9500 481.0726 481.1951 481.3177 481.4402 481.5627 481.6852 481.8076 481.9301 482.0525 482.1749 482.2974 482.4197 482.5421 482.6645 482.7868 482.9091 483.0314 483.1537 483.2760 483.3982 483.5205 483.6427 483.7649 483.8871 484.0092 484.1314 484.2535 484.3757 484.4978 484.6198 484.7419 484.8640 484.9860 485.1080 485.2300 485.3520 485.4740 485.5960 485.7179 485.8398 485.9617 486.0836 486.2055 486.3273 486.4492 486.5710 486.6928 486.8146 486.9364 487.0581 487.1799 487.3016 487.4233 487.5450 487.6667 487.7883 487.9100 488.0316 488.1532 488.2748 488.3964 488.5179 488.6395 488.7610 488.8825 489.0040 489.1255 489.2469 489.3684 489.4898 489.6112 489.7326 489.8540 489.9753 490.0967 490.2180 490.3393 490.4606 490.5819 490.7031 490.8244 490.9456 491.0668 491.1880 491.3091 491.4303 491.5514 491.6726 491.7937 491.9148 492.0358 492.1569 492.2779 492.3989 492.5200 492.6409 492.7619 492.8829 493.0038 493.1247 493.2456 493.3665 493.4874 493.6082 493.7291 493.8499 493.9707 494.0915 494.2123 494.3330 494.4537 494.5745 494.6952 494.8159 494.9365 495.0572 495.1778 495.2984 495.4190 495.5396 495.6602 495.7807 495.9013 496.0218 496.1423 496.2628 496.3832 496.5037 496.6241 496.7445 496.8649 496.9853 497.1057 497.2260 497.3463 497.4666 497.5869 497.7072 497.8275 497.9477 498.0679 498.1882 498.3083 498.4285 498.5487 498.6688 498.7889 498.9091 499.0291 499.1492 499.2693 499.3893 499.5093 499.6293 499.7493 499.8693 499.9893 500.1092 500.2291 500.3490 500.4689 500.5888 500.7086 500.8285 500.9483 501.0681 501.1879 501.3076 501.4274 501.5471 501.6668 501.7865 501.9062 502.0258 502.1455 502.2651 502.3847 502.5043 502.6239 502.7435 502.8630 502.9825 503.1020 503.2215 503.3410 503.4605 503.5799 503.6993 503.8187 503.9381 504.0575 504.1768 504.2962 504.4155 504.5348 504.6541 504.7733 504.8926 505.0118 505.1310 505.2502 505.3694 505.4886 505.6077 505.7268 505.8460 505.9650 506.0841 506.2032 506.3222 506.4412 506.5602 506.6792 506.7982 506.9172 507.0361 507.1550 507.2739 507.3928 507.5117 507.6305 507.7494 507.8682 507.9870 508.1058 508.2245 508.3433 508.4620 508.5807 508.6994 508.8181 508.9367 509.0554 509.1740 509.2926 509.4112 509.5298 509.6483 509.7668 509.8854 510.0039 510.1224 510.2408 510.3593 510.4777 510.5961 510.7145 510.8329 510.9512 511.0696 511.1879 511.3062 511.4245 511.5428 511.6611 511.7793 511.8975 512.0157 512.1339 512.2521 512.3702 512.4884 512.6065 512.7246 512.8427 512.9607 513.0788 513.1968 513.3148 513.4328 513.5508 513.6687 513.7867 513.9046 514.0225 514.1404 514.2583 514.3761 514.4939 514.6118 514.7296 514.8473 514.9651 515.0829 515.2006 515.3183 515.4360 515.5537 515.6713 515.7890 515.9066 516.0242 516.1418 516.2594 516.3769 516.4944 516.6120 516.7295 516.8469 516.9644 517.0819 517.1993 517.3167 517.4341 517.5515 517.6688 517.7862 517.9035 518.0208 518.1381 518.2554 518.3726 518.4898 518.6071 518.7243 518.8414 518.9586 519.0758 519.1929 519.3100 519.4271 519.5442 519.6612 519.7783 519.8953 520.0123 520.1293 520.2462 520.3632 520.4801 520.5970 520.7139 520.8308 520.9477 521.0645 521.1814 521.2982 521.4150 521.5317 521.6485 521.7652 521.8820 521.9987 522.1153 522.2320 522.3487 522.4653 522.5819 522.6985 522.8151 522.9316 523.0482 523.1647 523.2812 523.3977 523.5142 523.6306 523.7471 523.8635 523.9799 524.0963 524.2126 524.3290 524.4453 524.5616 524.6779 524.7942 524.9105 525.0267 525.1429 525.2591 525.3753 525.4915 525.6077 525.7238 525.8399 525.9560 526.0721 526.1882 526.3042 526.4202 526.5362 526.6522 526.7682 526.8842 527.0001 527.1160 527.2319 527.3478 527.4637 527.5796 527.6954 527.8112 527.9270 528.0428 528.1585 528.2743 528.3900 528.5057 528.6214 528.7371 528.8527 528.9684 529.0840 529.1996 529.3152 529.4308 529.5463 529.6619 529.7774 529.8929 530.0083 530.1238 530.2392 530.3547 530.4701 530.5855 530.7009 530.8162 530.9315 531.0469 531.1622 531.2775 531.3927 531.5080 531.6232 531.7384 531.8536 531.9688 532.0840 532.1991 532.3142 532.4293 532.5444 532.6595 532.7746 532.8896 533.0046 533.1196 533.2346 533.3496 533.4645 533.5795 533.6944 533.8093 533.9242 534.0390 534.1539 534.2687 534.3835 534.4983 534.6131 534.7278 534.8426 534.9573 535.0720 535.1867 535.3014 535.4160 535.5306 535.6453 535.7599 535.8745 535.9890 536.1036 536.2181 536.3326 536.4471 536.5616 536.6760 536.7905 536.9049 537.0193 537.1337 537.2481 537.3624 537.4768 537.5911 537.7054 537.8197 537.9340 538.0482 538.1625 538.2767 538.3909 538.5051 538.6192 538.7334 538.8475 538.9616 539.0757 539.1898 539.3039 539.4179 539.5320 539.6460
---------------------------------------------------------------------------------------
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: Spectrometer control temperature [°C], 999=no temperature signal
Column 71: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 72: Temperature in head sensor [°C], 999=no temperature signal
Column 73: Temperature at electronics board 1 [°C], 999=no temperature signal
Column 74: Temperature at electronics board 2 [°C], 999=no temperature signal
Column 75: Humidity in head sensor [%], -9=no humidity signal
Column 76: Pressure in head sensor [hPa], -9=no pressure signal
Column 77: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 78: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 79: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 80-2127: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2128-4175: 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 4176-6223: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
---------------------------------------------------------------------------------------
ZO 20241104T112507.0Z 9074.475775 1 1 20.01 4 4000.000 5 4 0 1 1 0.09 0 175.32 0 -1.00 507 1 11 256 0 18.08 97 0 0 747 7.034e+02 7.864e+00 7.126e+02 5.199e+00 36 4.406e+01 2.961e+01 9.754e-02 4.410e+01 1.469e+00 18 0 0 1076 4.14e+01 7.050e-13 2.806e-13 2.002e+01 2.497e-01 1.842e+03 4.825e-01 1 14.82 -1.00 -1.00 -1.00 -1.00 46.62 13.38 9.37 0 4.830e-01 1766 -9 -9.00 -9.00 -9.00 -9.00 0.02176 5.38603e-01 -5.48225e-03 14.99 18.08 16.79 21.69 21.38 24.2 949.33 4.566e+10 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 52 0 11 -41 31 16 28 -18 95 45 17 -10 -6 -22 60 -14 -31 -8 -2 143 -24 18 -34 40 -26 -32 -23 1 -6 25 16 -13 25 -9 49 17 5 -30 -24 29 -30 -12 24 -18 -32 -12 -2 36 -28 55 -23 31 6 -24 19 -23 47 -14 39 20 7 25 13 9 57 -2 23 -23 -15 -9 -11 9 17 29 -22 -2 42 -17 65 -1 -23 49 -31 -23 -18 -7 -1 0 -7 6 8 5 35 0 11 -8 37 -32 -31 -36 172 14 -11 3 -31 -7 -19 27 18 -25 -8 15 -27 33 8 -12 40 -23 24 -23 1 -21 -23 -26 -10 -11 -13 -18 -30 4 -21 50 59 -23 -28 1 -17 65 -33 38 -23 -25 -1 -29 6 -29 -30 -31 -13 -23 -20 -22 1 -24 5 -37 -7 -18 -22 -5 -42 -22 -6 23 -20 35 -39 -9 -10 57 1 2 10 -27 -21 -2 37 -22 -2 -23 31 -26 -18 -16 39 40 -24 55 -23 47 7 106 -38 -19 -10 -17 44 6 30 -6 18 -24 0 231 -2 -25 63 30 80 11 3 14 -9 8 -29 -5 -22 -10 -26 -1 -27 1 18 6 -23 -23 37 -8 10 -31 -19 29 111 -16 71 -32 -32 61 2 78 -23 38 -10 -7 -23 13 59 18 -14 -6 -1 11 9 41 -22 48 144 81 58 -7 25 15 74 29 57 56 16 20 28 68 11 12 -9 71 -26 28 51 101 36 37 26 44 45 45 13 111 48 19 43 41 34 77 49 -4 43 76 63 38 46 39 44 38 114 46 2 83 -27 38 14 10 21 4 92 23 112 67 70 65 84 37 128 70 114 111 137 213 47 60 73 49 76 53 55 120 86 116 116 86 139 179 80 68 77 124 136 76 89 35 92 54 76 85 63 90 135 128 54 101 112 94 99 131 124 148 113 60 92 86 135 104 134 41 116 81 75 134 87 64 121 96 114 133 158 108 89 91 113 190 146 142 85 173 98 100 139 96 98 99 99 133 152 82 97 111 143 92 186 132 135 162 124 105 81 179 133 144 107 148 145 142 34 137 109 60 96 63 41 77 284 76 147 116 150 127 124 183 179 103 96 54 146 122 205 104 81 149 168 146 107 79 111 139 140 128 163 120 106 294 133 95 138 107 70 167 159 154 136 158 163 135 139 126 144 123 163 159 128 120 274 227 155 131 144 146 129 41 92 133 152 144 128 140 126 194 95 155 83 154 92 169 167 155 101 143 177 109 127 142 197 159 158 189 140 152 170 179 105 143 116 151 91 230 105 88 125 156 43 109 115 113 136 -11 130 95 169 181 151 157 156 184 122 135 165 145 157 195 164 166 119 123 181 149 108 197 129 103 131 211 160 148 144 138 151 74 143 169 114 92 168 69 162 172 144 225 149 94 162 219 147 582 207 142 183 147 157 198 177 174 218 151 204 142 177 158 148 143 191 26 147 195 157 183 155 167 129 139 194 168 206 184 243 196 142 234 248 192 183 69 107 117 136 107 246 182 234 180 283 40 151 129 120 137 210 232 122 140 242 200 93 160 157 131 144 86 159 143 214 108 363 78 96 109 176 78 135 105 230 163 161 70 118 175 87 184 166 123 166 181 83 2622 134 175 240 206 208 254 213 234 177 127 189 82 299 197 251 113 114 124 163 243 192 206 184 159 167 217 119 -58 211 222 267 145 227 135 136 122 117 22 108 102 148 69 122 132 97 75 92 133 100 142 152 147 162 154 98 155 177 141 169 64 116 115 93 136 173 93 197 188 101 132 150 155 162 126 179 170 151 225 -76 155 123 64 126 156 160 149 116 163 242 153 161 114 141 171 185 167 171 133 183 194 149 265 218 257 198 260 163 218 117 172 133 221 254 116 130 53 148 74 93 144 86 72 14 104 -28 100 32 72 164 148 157 105 177 179 206 152 190 162 150 144 118 97 65 40 37 306 138 120 126 59 233 141 319 153 160 236 227 202 216 261 156 254 242 88 207 258 259 218 213 202 200 220 255 164 256 176 286 216 207 197 241 263 249 203 248 222 250 247 187 273 255 305 286 213 236 416 253 263 247 219 257 167 212 224 283 238 222 161 275 207 212 220 191 145 138 158 197 218 241 229 211 217 198 302 223 217 209 182 210 313 276 145 254 285 234 273 281 273 251 256 257 184 166 259 140 228 186 192 206 235 280 273 186 255 229 253 285 242 294 182 264 240 285 237 303 242 264 171 244 207 189 266 210 299 242 279 334 299 230 298 267 214 186 184 252 233 222 205 229 236 252 241 240 261 257 280 270 391 353 233 205 166 217 287 232 235 259 213 201 227 175 200 268 214 294 247 255 165 244 173 250 354 216 211 199 235 227 221 248 272 375 268 262 221 193 248 373 202 257 243 248 234 130 230 208 250 295 179 181 285 194 256 279 222 261 266 323 259 302 266 231 258 151 205 237 195 188 297 261 197 291 335 257 240 205 190 170 185 219 215 230 297 174 177 182 211 270 229 194 217 202 222 203 200 224 190 112 233 122 146 198 91 171 -28 276 117 173 225 174 162 230 288 207 220 231 239 191 -2 198 211 251 196 224 278 241 270 269 166 184 231 163 237 211 228 271 256 239 282 304 282 253 189 284 329 246 270 434 228 270 293 181 249 185 256 271 183 284 252 299 255 213 179 94 214 217 190 154 181 231 127 224 272 247 228 256 249 214 224 265 239 167 201 156 303 264 192 457 228 220 291 288 279 232 303 250 200 229 251 291 356 244 282 288 216 278 276 278 161 243 277 247 238 278 266 302 252 276 276 280 476 274 612 213 264 219 223 205 236 229 245 274 246 265 278 345 260 402 296 261 145 296 245 408 268 289 259 248 258 264 258 199 287 203 339 228 319 277 276 271 314 318 296 427 330 294 294 272 293 344 268 330 309 292 292 268 264 288 265 219 314 225 283 213 158 293 318 344 211 231 -62 197 233 251 291 339 240 222 257 328 236 297 219 237 186 234 258 261 297 236 309 219 290 272 387 217 233 340 311 277 190 293 270 210 213 383 207 269 232 171 260 258 248 196 318 261 278 230 270 225 274 239 264 19 310 196 220 237 206 218 294 312 254 296 216 267 231 243 609 116 240 382 207 242 313 161 213 272 330 260 556 170 198 235 245 206 230 208 320 265 197 255 257 306 218 304 196 245 319 210 63 153 189 344 278 276 229 208 211 240 268 202 316 168 252 337 252 257 155 316 212 324 294 253 212 169 206 157 207 230 268 224 247 226 222 148 271 185 250 291 199 259 278 302 161 260 279 298 192 285 243 254 427 182 197 261 212 346 231 233 254 195 277 222 175 234 259 167 247 309 206 230 218 291 214 195 177 238 180 265 234 237 241 190 230 209 270 251 268 214 263 297 181 206 180 233 113 271 209 248 227 296 228 153 187 244 258 243 197 225 112 211 207 215 224 240 222 281 202 301 128 220 217 230 219 49 236 221 218 274 131 231 127 190 265 320 210 272 314 192 298 253 313 187 161 235 194 132 196 162 197 248 76 128 221 171 143 219 148 59 140 165 96 227 109 210 219 201 265 -30 207 75 194 194 282 -10 173 172 169 310 176 98 225 175 138 213 216 264 134 235 196 150 250 115 175 220 403 133 295 367 186 191 184 141 142 221 221 183 328 200 128 202 184 282 282 324 114 236 118 123 182 169 573 278 268 239 307 177 170 190 218 175 197 179 204 210 134 279 167 168 164 299 160 109 265 152 204 241 150 244 210 150 193 282 203 177 196 -37 223 182 235 191 194 225 176 317 190 231 266 197 188 263 208 169 168 183 94 197 146 219 294 218 188 141 141 148 296 55 127 178 178 205 192 125 154 101 110 189 131 165 347 61 110 107 149 144 184 183 143 141 142 360 217 129 328 155 273 49 193 235 169 89 223 249 140 209 -60 301 242 235 241 246 316 187 256 174 158 200 218 166 230 179 242 199 149 164 251 217 220 185 180 156 107 104 180 -5 85 80 194 220 178 103 138 137 223 182 405 120 200 171 253 177 217 213 200 296 150 214 94 70 165 105 100 176 200 291 231 224 169 66 244 331 180 179 196 57 183 144 113 129 237 96 144 243 214 161 173 115 54 274 -14 117 7 249 101 183 174 117 198 78 150 38 116 409 238 140 111 61 60 91 182 263 381 128 152 156 113 128 14 213 112 178 99 229 162 70 170 633 217 56 119 121 179 46 140 17 151 246 169 174 221 153 -79 346 121 142 66 126 -67 153 155 136 174 4 235 307 46 0 173 50 171 142 150 122 170 72 204 109 143 264 128 147 87 37 6 187 54 162 140 68 207 155 54 92 239 158 289 33 93 61 101 131 65 22 147 129 162 152 125 30 125 273 -145 162 89 122 75 157 25 154 69 153 110 121 111 80 63 154 73 57 118 55 28 118 97 244 176 103 163 50 41 -64 45 224 -69 129 46 -23 45 163 107 196 163 246 56 -82 69 186 87 42 496 72 202 0 196 252 39 67 80 74 -116 -24 68 130 78 112 -37 71 52 208 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