File name: Pandora38s1_BayonneNJ_20210522_L1_smca1c6d20210317p1-8.txt
File generation date: 20250226T083125.1Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c6d20210317p1-8
Local principal investigator: Lukas Valin
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 38
Spectrometer number: 1
Processing software version used: BlickP v1.8.74
Instrument operation file used: Pandora38_OF_v4d20201028.txt
Instrument calibration file used: Pandora38s1_CF_v6d20210317.txt
Level 0 file used: Pandora38s1_BayonneNJ_20210522_L0.txt
Full location name: Bayonne NJDEP (USEPA AQS ID 34-017-0006)
Short location name: BayonneNJ
Country of location: USA
Location latitude [deg]: 40.6703
Location longitude [deg]: -74.1261
Location altitude [m]: 3
Local noon date: 20210522
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are dark map for dark correction (replaced by immediate dark method), latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: None
Nominal wavelengths [nm]: 268.4438 268.5872 268.7306 268.8740 269.0174 269.1608 269.3042 269.4476 269.5909 269.7343 269.8776 270.0209 270.1642 270.3075 270.4508 270.5941 270.7374 270.8807 271.0239 271.1672 271.3104 271.4537 271.5969 271.7401 271.8833 272.0265 272.1697 272.3128 272.4560 272.5991 272.7423 272.8854 273.0285 273.1717 273.3148 273.4579 273.6009 273.7440 273.8871 274.0301 274.1732 274.3162 274.4592 274.6022 274.7453 274.8882 275.0312 275.1742 275.3172 275.4601 275.6031 275.7460 275.8889 276.0318 276.1747 276.3176 276.4605 276.6034 276.7463 276.8891 277.0320 277.1748 277.3176 277.4604 277.6032 277.7460 277.8888 278.0316 278.1744 278.3171 278.4599 278.6026 278.7453 278.8880 279.0307 279.1734 279.3161 279.4588 279.6014 279.7441 279.8867 280.0294 280.1720 280.3146 280.4572 280.5998 280.7423 280.8849 281.0275 281.1700 281.3126 281.4551 281.5976 281.7401 281.8826 282.0251 282.1676 282.3100 282.4525 282.5949 282.7374 282.8798 283.0222 283.1646 283.3070 283.4494 283.5917 283.7341 283.8764 284.0188 284.1611 284.3034 284.4457 284.5880 284.7303 284.8726 285.0149 285.1571 285.2994 285.4416 285.5838 285.7260 285.8682 286.0104 286.1526 286.2948 286.4369 286.5791 286.7212 286.8633 287.0055 287.1476 287.2897 287.4317 287.5738 287.7159 287.8579 288.0000 288.1420 288.2840 288.4260 288.5680 288.7100 288.8520 288.9939 289.1359 289.2778 289.4198 289.5617 289.7036 289.8455 289.9874 290.1293 290.2712 290.4130 290.5549 290.6967 290.8385 290.9803 291.1221 291.2639 291.4057 291.5475 291.6892 291.8310 291.9727 292.1144 292.2562 292.3979 292.5396 292.6812 292.8229 292.9646 293.1062 293.2479 293.3895 293.5311 293.6727 293.8143 293.9559 294.0975 294.2390 294.3806 294.5221 294.6637 294.8052 294.9467 295.0882 295.2297 295.3711 295.5126 295.6540 295.7955 295.9369 296.0783 296.2197 296.3611 296.5025 296.6439 296.7853 296.9266 297.0680 297.2093 297.3506 297.4919 297.6332 297.7745 297.9158 298.0570 298.1983 298.3395 298.4807 298.6220 298.7632 298.9044 299.0456 299.1867 299.3279 299.4690 299.6102 299.7513 299.8924 300.0335 300.1746 300.3157 300.4568 300.5978 300.7389 300.8799 301.0210 301.1620 301.3030 301.4440 301.5850 301.7259 301.8669 302.0078 302.1488 302.2897 302.4306 302.5715 302.7124 302.8533 302.9942 303.1350 303.2759 303.4167 303.5575 303.6983 303.8391 303.9799 304.1207 304.2615 304.4022 304.5430 304.6837 304.8244 304.9651 305.1058 305.2465 305.3872 305.5279 305.6685 305.8092 305.9498 306.0904 306.2310 306.3716 306.5122 306.6528 306.7933 306.9339 307.0744 307.2150 307.3555 307.4960 307.6365 307.7770 307.9174 308.0579 308.1983 308.3388 308.4792 308.6196 308.7600 308.9004 309.0408 309.1812 309.3215 309.4619 309.6022 309.7425 309.8828 310.0231 310.1634 310.3037 310.4439 310.5842 310.7244 310.8647 311.0049 311.1451 311.2853 311.4255 311.5656 311.7058 311.8460 311.9861 312.1262 312.2663 312.4064 312.5465 312.6866 312.8267 312.9667 313.1068 313.2468 313.3868 313.5268 313.6668 313.8068 313.9468 314.0868 314.2267 314.3666 314.5066 314.6465 314.7864 314.9263 315.0662 315.2060 315.3459 315.4857 315.6256 315.7654 315.9052 316.0450 316.1848 316.3246 316.4643 316.6041 316.7438 316.8836 317.0233 317.1630 317.3027 317.4424 317.5820 317.7217 317.8613 318.0010 318.1406 318.2802 318.4198 318.5594 318.6990 318.8386 318.9781 319.1177 319.2572 319.3967 319.5362 319.6757 319.8152 319.9547 320.0941 320.2336 320.3730 320.5124 320.6518 320.7912 320.9306 321.0700 321.2094 321.3487 321.4881 321.6274 321.7667 321.9060 322.0453 322.1846 322.3239 322.4631 322.6024 322.7416 322.8808 323.0201 323.1593 323.2984 323.4376 323.5768 323.7159 323.8551 323.9942 324.1333 324.2724 324.4115 324.5506 324.6897 324.8287 324.9678 325.1068 325.2458 325.3849 325.5239 325.6628 325.8018 325.9408 326.0797 326.2187 326.3576 326.4965 326.6354 326.7743 326.9132 327.0521 327.1909 327.3298 327.4686 327.6074 327.7462 327.8850 328.0238 328.1626 328.3013 328.4401 328.5788 328.7175 328.8562 328.9949 329.1336 329.2723 329.4110 329.5496 329.6883 329.8269 329.9655 330.1041 330.2427 330.3813 330.5199 330.6584 330.7970 330.9355 331.0740 331.2125 331.3510 331.4895 331.6280 331.7664 331.9049 332.0433 332.1817 332.3202 332.4586 332.5969 332.7353 332.8737 333.0120 333.1504 333.2887 333.4270 333.5653 333.7036 333.8419 333.9802 334.1184 334.2567 334.3949 334.5331 334.6713 334.8095 334.9477 335.0859 335.2240 335.3622 335.5003 335.6384 335.7765 335.9146 336.0527 336.1908 336.3289 336.4669 336.6049 336.7430 336.8810 337.0190 337.1570 337.2950 337.4329 337.5709 337.7088 337.8467 337.9847 338.1226 338.2604 338.3983 338.5362 338.6740 338.8119 338.9497 339.0875 339.2253 339.3631 339.5009 339.6387 339.7764 339.9142 340.0519 340.1896 340.3274 340.4651 340.6027 340.7404 340.8781 341.0157 341.1533 341.2910 341.4286 341.5662 341.7038 341.8413 341.9789 342.1164 342.2540 342.3915 342.5290 342.6665 342.8040 342.9415 343.0789 343.2164 343.3538 343.4913 343.6287 343.7661 343.9035 344.0408 344.1782 344.3156 344.4529 344.5902 344.7275 344.8648 345.0021 345.1394 345.2767 345.4139 345.5512 345.6884 345.8256 345.9628 346.1000 346.2372 346.3744 346.5115 346.6487 346.7858 346.9229 347.0600 347.1971 347.3342 347.4713 347.6083 347.7454 347.8824 348.0194 348.1564 348.2934 348.4304 348.5674 348.7043 348.8413 348.9782 349.1151 349.2520 349.3889 349.5258 349.6627 349.7995 349.9364 350.0732 350.2100 350.3468 350.4836 350.6204 350.7572 350.8939 351.0307 351.1674 351.3041 351.4408 351.5775 351.7142 351.8509 351.9875 352.1242 352.2608 352.3974 352.5340 352.6706 352.8072 352.9438 353.0803 353.2169 353.3534 353.4899 353.6264 353.7629 353.8994 354.0359 354.1723 354.3088 354.4452 354.5816 354.7180 354.8544 354.9908 355.1272 355.2635 355.3999 355.5362 355.6725 355.8088 355.9451 356.0814 356.2176 356.3539 356.4901 356.6264 356.7626 356.8988 357.0350 357.1712 357.3073 357.4435 357.5796 357.7157 357.8519 357.9880 358.1241 358.2601 358.3962 358.5322 358.6683 358.8043 358.9403 359.0763 359.2123 359.3483 359.4843 359.6202 359.7561 359.8921 360.0280 360.1639 360.2998 360.4356 360.5715 360.7073 360.8432 360.9790 361.1148 361.2506 361.3864 361.5222 361.6579 361.7937 361.9294 362.0651 362.2008 362.3365 362.4722 362.6079 362.7435 362.8792 363.0148 363.1504 363.2860 363.4216 363.5572 363.6928 363.8283 363.9639 364.0994 364.2349 364.3704 364.5059 364.6414 364.7768 364.9123 365.0477 365.1832 365.3186 365.4540 365.5894 365.7247 365.8601 365.9954 366.1308 366.2661 366.4014 366.5367 366.6720 366.8072 366.9425 367.0777 367.2130 367.3482 367.4834 367.6186 367.7538 367.8889 368.0241 368.1592 368.2944 368.4295 368.5646 368.6997 368.8347 368.9698 369.1049 369.2399 369.3749 369.5099 369.6449 369.7799 369.9149 370.0498 370.1848 370.3197 370.4546 370.5896 370.7244 370.8593 370.9942 371.1291 371.2639 371.3987 371.5335 371.6683 371.8031 371.9379 372.0727 372.2074 372.3422 372.4769 372.6116 372.7463 372.8810 373.0156 373.1503 373.2849 373.4196 373.5542 373.6888 373.8234 373.9580 374.0925 374.2271 374.3616 374.4962 374.6307 374.7652 374.8997 375.0341 375.1686 375.3030 375.4375 375.5719 375.7063 375.8407 375.9751 376.1095 376.2438 376.3782 376.5125 376.6468 376.7811 376.9154 377.0497 377.1839 377.3182 377.4524 377.5866 377.7209 377.8551 377.9892 378.1234 378.2576 378.3917 378.5258 378.6600 378.7941 378.9281 379.0622 379.1963 379.3303 379.4644 379.5984 379.7324 379.8664 380.0004 380.1344 380.2683 380.4023 380.5362 380.6701 380.8040 380.9379 381.0718 381.2057 381.3395 381.4733 381.6072 381.7410 381.8748 382.0086 382.1423 382.2761 382.4098 382.5436 382.6773 382.8110 382.9447 383.0783 383.2120 383.3457 383.4793 383.6129 383.7465 383.8801 384.0137 384.1473 384.2808 384.4144 384.5479 384.6814 384.8149 384.9484 385.0819 385.2153 385.3488 385.4822 385.6156 385.7490 385.8824 386.0158 386.1492 386.2825 386.4159 386.5492 386.6825 386.8158 386.9491 387.0824 387.2156 387.3489 387.4821 387.6153 387.7485 387.8817 388.0149 388.1481 388.2812 388.4143 388.5475 388.6806 388.8137 388.9468 389.0798 389.2129 389.3459 389.4789 389.6120 389.7450 389.8779 390.0109 390.1439 390.2768 390.4098 390.5427 390.6756 390.8085 390.9413 391.0742 391.2071 391.3399 391.4727 391.6055 391.7383 391.8711 392.0039 392.1366 392.2694 392.4021 392.5348 392.6675 392.8002 392.9329 393.0655 393.1982 393.3308 393.4634 393.5960 393.7286 393.8612 393.9937 394.1263 394.2588 394.3913 394.5238 394.6563 394.7888 394.9213 395.0537 395.1862 395.3186 395.4510 395.5834 395.7158 395.8481 395.9805 396.1128 396.2452 396.3775 396.5098 396.6421 396.7743 396.9066 397.0388 397.1711 397.3033 397.4355 397.5677 397.6998 397.8320 397.9641 398.0963 398.2284 398.3605 398.4926 398.6247 398.7567 398.8888 399.0208 399.1528 399.2848 399.4168 399.5488 399.6808 399.8127 399.9447 400.0766 400.2085 400.3404 400.4723 400.6041 400.7360 400.8678 400.9996 401.1315 401.2633 401.3950 401.5268 401.6586 401.7903 401.9220 402.0537 402.1854 402.3171 402.4488 402.5804 402.7121 402.8437 402.9753 403.1069 403.2385 403.3701 403.5016 403.6332 403.7647 403.8962 404.0277 404.1592 404.2907 404.4222 404.5536 404.6850 404.8165 404.9479 405.0792 405.2106 405.3420 405.4733 405.6047 405.7360 405.8673 405.9986 406.1298 406.2611 406.3923 406.5236 406.6548 406.7860 406.9172 407.0484 407.1795 407.3107 407.4418 407.5729 407.7040 407.8351 407.9662 408.0973 408.2283 408.3593 408.4904 408.6214 408.7524 408.8833 409.0143 409.1452 409.2762 409.4071 409.5380 409.6689 409.7998 409.9306 410.0615 410.1923 410.3231 410.4539 410.5847 410.7155 410.8463 410.9770 411.1077 411.2385 411.3692 411.4999 411.6305 411.7612 411.8918 412.0225 412.1531 412.2837 412.4143 412.5449 412.6754 412.8060 412.9365 413.0670 413.1975 413.3280 413.4585 413.5890 413.7194 413.8498 413.9802 414.1106 414.2410 414.3714 414.5018 414.6321 414.7624 414.8928 415.0231 415.1533 415.2836 415.4139 415.5441 415.6743 415.8046 415.9348 416.0649 416.1951 416.3253 416.4554 416.5855 416.7157 416.8457 416.9758 417.1059 417.2360 417.3660 417.4960 417.6260 417.7560 417.8860 418.0160 418.1459 418.2759 418.4058 418.5357 418.6656 418.7955 418.9253 419.0552 419.1850 419.3148 419.4446 419.5744 419.7042 419.8340 419.9637 420.0935 420.2232 420.3529 420.4826 420.6122 420.7419 420.8716 421.0012 421.1308 421.2604 421.3900 421.5196 421.6491 421.7787 421.9082 422.0377 422.1672 422.2967 422.4262 422.5556 422.6850 422.8145 422.9439 423.0733 423.2027 423.3320 423.4614 423.5907 423.7200 423.8493 423.9786 424.1079 424.2372 424.3664 424.4957 424.6249 424.7541 424.8833 425.0124 425.1416 425.2707 425.3999 425.5290 425.6581 425.7872 425.9162 426.0453 426.1743 426.3034 426.4324 426.5614 426.6904 426.8193 426.9483 427.0772 427.2061 427.3350 427.4639 427.5928 427.7217 427.8505 427.9794 428.1082 428.2370 428.3658 428.4945 428.6233 428.7520 428.8808 429.0095 429.1382 429.2669 429.3955 429.5242 429.6528 429.7814 429.9101 430.0386 430.1672 430.2958 430.4243 430.5529 430.6814 430.8099 430.9384 431.0669 431.1953 431.3238 431.4522 431.5806 431.7090 431.8374 431.9658 432.0941 432.2225 432.3508 432.4791 432.6074 432.7357 432.8639 432.9922 433.1204 433.2486 433.3768 433.5050 433.6332 433.7613 433.8895 434.0176 434.1457 434.2738 434.4019 434.5300 434.6580 434.7861 434.9141 435.0421 435.1701 435.2981 435.4260 435.5540 435.6819 435.8098 435.9377 436.0656 436.1935 436.3213 436.4492 436.5770 436.7048 436.8326 436.9604 437.0882 437.2159 437.3436 437.4714 437.5991 437.7268 437.8544 437.9821 438.1097 438.2374 438.3650 438.4926 438.6202 438.7477 438.8753 439.0028 439.1303 439.2578 439.3853 439.5128 439.6403 439.7677 439.8951 440.0226 440.1500 440.2773 440.4047 440.5321 440.6594 440.7867 440.9140 441.0413 441.1686 441.2959 441.4231 441.5503 441.6776 441.8048 441.9320 442.0591 442.1863 442.3134 442.4405 442.5676 442.6947 442.8218 442.9489 443.0759 443.2030 443.3300 443.4570 443.5840 443.7109 443.8379 443.9648 444.0918 444.2187 444.3456 444.4724 444.5993 444.7261 444.8530 444.9798 445.1066 445.2334 445.3602 445.4869 445.6136 445.7404 445.8671 445.9938 446.1205 446.2471 446.3738 446.5004 446.6270 446.7536 446.8802 447.0068 447.1333 447.2599 447.3864 447.5129 447.6394 447.7659 447.8923 448.0188 448.1452 448.2716 448.3980 448.5244 448.6507 448.7771 448.9034 449.0298 449.1561 449.2824 449.4086 449.5349 449.6611 449.7874 449.9136 450.0398 450.1659 450.2921 450.4183 450.5444 450.6705 450.7966 450.9227 451.0488 451.1748 451.3009 451.4269 451.5529 451.6789 451.8049 451.9308 452.0568 452.1827 452.3086 452.4345 452.5604 452.6863 452.8121 452.9380 453.0638 453.1896 453.3154 453.4412 453.5669 453.6927 453.8184 453.9441 454.0698 454.1955 454.3212 454.4468 454.5724 454.6981 454.8237 454.9492 455.0748 455.2004 455.3259 455.4514 455.5769 455.7024 455.8279 455.9534 456.0788 456.2042 456.3297 456.4551 456.5804 456.7058 456.8311 456.9565 457.0818 457.2071 457.3324 457.4577 457.5829 457.7082 457.8334 457.9586 458.0838 458.2090 458.3341 458.4593 458.5844 458.7095 458.8346 458.9597 459.0847 459.2098 459.3348 459.4598 459.5848 459.7098 459.8348 459.9598 460.0847 460.2096 460.3345 460.4594 460.5843 460.7091 460.8340 460.9588 461.0836 461.2084 461.3332 461.4580 461.5827 461.7074 461.8322 461.9569 462.0815 462.2062 462.3309 462.4555 462.5801 462.7047 462.8293 462.9539 463.0784 463.2030 463.3275 463.4520 463.5765 463.7010 463.8254 463.9499 464.0743 464.1987 464.3231 464.4475 464.5719 464.6962 464.8205 464.9449 465.0692 465.1934 465.3177 465.4420 465.5662 465.6904 465.8146 465.9388 466.0630 466.1871 466.3113 466.4354 466.5595 466.6836 466.8077 466.9317 467.0558 467.1798 467.3038 467.4278 467.5518 467.6758 467.7997 467.9236 468.0475 468.1714 468.2953 468.4192 468.5430 468.6669 468.7907 468.9145 469.0383 469.1620 469.2858 469.4095 469.5333 469.6570 469.7806 469.9043 470.0280 470.1516 470.2752 470.3988 470.5224 470.6460 470.7696 470.8931 471.0166 471.1401 471.2636 471.3871 471.5106 471.6340 471.7575 471.8809 472.0043 472.1276 472.2510 472.3744 472.4977 472.6210 472.7443 472.8676 472.9909 473.1141 473.2373 473.3606 473.4838 473.6069 473.7301 473.8533 473.9764 474.0995 474.2226 474.3457 474.4688 474.5918 474.7149 474.8379 474.9609 475.0839 475.2069 475.3298 475.4528 475.5757 475.6986 475.8215 475.9444 476.0672 476.1901 476.3129 476.4357 476.5585 476.6813 476.8040 476.9268 477.0495 477.1722 477.2949 477.4176 477.5402 477.6629 477.7855 477.9081 478.0307 478.1533 478.2759 478.3984 478.5209 478.6434 478.7659 478.8884 479.0109 479.1333 479.2558 479.3782 479.5006 479.6230 479.7453 479.8677 479.9900 480.1123 480.2346 480.3569 480.4792 480.6014 480.7237 480.8459 480.9681 481.0903 481.2124 481.3346 481.4567 481.5788 481.7009 481.8230 481.9451 482.0671 482.1892 482.3112 482.4332 482.5552 482.6771 482.7991 482.9210 483.0430 483.1649 483.2867 483.4086 483.5305 483.6523 483.7741 483.8959 484.0177 484.1395 484.2612 484.3830 484.5047 484.6264 484.7481 484.8697 484.9914 485.1130 485.2347 485.3563 485.4778 485.5994 485.7210 485.8425 485.9640 486.0855 486.2070 486.3285 486.4499 486.5714 486.6928 486.8142 486.9356 487.0570 487.1783 487.2996 487.4210 487.5423 487.6635 487.7848 487.9061 488.0273 488.1485 488.2697 488.3909 488.5121 488.6332 488.7544 488.8755 488.9966 489.1177 489.2387 489.3598 489.4808 489.6018 489.7228 489.8438 489.9648 490.0857 490.2067 490.3276 490.4485 490.5694 490.6902 490.8111 490.9319 491.0527 491.1735 491.2943 491.4151 491.5358 491.6566 491.7773 491.8980 492.0187 492.1393 492.2600 492.3806 492.5012 492.6218 492.7424 492.8629 492.9835 493.1040 493.2245 493.3450 493.4655 493.5860 493.7064 493.8268 493.9472 494.0676 494.1880 494.3084 494.4287 494.5490 494.6693 494.7896 494.9099 495.0302 495.1504 495.2706 495.3908 495.5110 495.6312 495.7514 495.8715 495.9916 496.1117 496.2318 496.3519 496.4719 496.5920 496.7120 496.8320 496.9520 497.0719 497.1919 497.3118 497.4317 497.5516 497.6715 497.7914 497.9112 498.0311 498.1509 498.2707 498.3905 498.5102 498.6300 498.7497 498.8694 498.9891 499.1088 499.2284 499.3481 499.4677 499.5873 499.7069 499.8265 499.9460 500.0656 500.1851 500.3046 500.4241 500.5436 500.6630 500.7825 500.9019 501.0213 501.1407 501.2600 501.3794 501.4987 501.6180 501.7373 501.8566 501.9759 502.0951 502.2144 502.3336 502.4528 502.5720 502.6911 502.8103 502.9294 503.0485 503.1676 503.2867 503.4057 503.5248 503.6438 503.7628 503.8818 504.0008 504.1197 504.2387 504.3576 504.4765 504.5954 504.7142 504.8331 504.9519 505.0707 505.1895 505.3083 505.4271 505.5458 505.6645 505.7833 505.9020 506.0206 506.1393 506.2579 506.3766 506.4952 506.6138 506.7323 506.8509 506.9694 507.0879 507.2064 507.3249 507.4434 507.5619 507.6803 507.7987 507.9171 508.0355 508.1538 508.2722 508.3905 508.5088 508.6271 508.7454 508.8637 508.9819 509.1001 509.2183 509.3365 509.4547 509.5729 509.6910 509.8091 509.9272 510.0453 510.1634 510.2814 510.3994 510.5175 510.6355 510.7534 510.8714 510.9893 511.1073 511.2252 511.3431 511.4609 511.5788 511.6966 511.8145 511.9323 512.0500 512.1678 512.2856 512.4033 512.5210 512.6387 512.7564 512.8741 512.9917 513.1093 513.2269 513.3445 513.4621 513.5797 513.6972 513.8147 513.9322 514.0497 514.1672 514.2846 514.4021 514.5195 514.6369 514.7543 514.8716 514.9890 515.1063 515.2236 515.3409 515.4582 515.5754 515.6927 515.8099 515.9271 516.0443 516.1615 516.2786 516.3958 516.5129 516.6300 516.7470 516.8641 516.9812 517.0982 517.2152 517.3322 517.4492 517.5661 517.6830 517.8000 517.9169 518.0338 518.1506 518.2675 518.3843 518.5011 518.6179 518.7347 518.8514 518.9682 519.0849 519.2016 519.3183 519.4350 519.5516 519.6683 519.7849 519.9015 520.0181 520.1346 520.2512 520.3677 520.4842 520.6007 520.7172 520.8336 520.9501 521.0665 521.1829 521.2993 521.4157 521.5320 521.6483 521.7647 521.8810 521.9972 522.1135 522.2297 522.3460 522.4622 522.5784 522.6945 522.8107 522.9268 523.0429 523.1590 523.2751 523.3912 523.5072 523.6232 523.7392 523.8552 523.9712 524.0872 524.2031 524.3190 524.4349 524.5508 524.6667 524.7825 524.8983 525.0142 525.1300 525.2457 525.3615 525.4772 525.5929 525.7086 525.8243 525.9400 526.0556 526.1713 526.2869 526.4025 526.5181 526.6336 526.7492 526.8647 526.9802 527.0957 527.2111 527.3266 527.4420 527.5574 527.6728 527.7882 527.9036 528.0189 528.1342 528.2495 528.3648 528.4801 528.5954 528.7106 528.8258 528.9410 529.0562 529.1713 529.2865 529.4016 529.5167 529.6318 529.7469 529.8619 529.9770 530.0920 530.2070 530.3219 530.4369 530.5518 530.6668 530.7817 530.8966 531.0114 531.1263 531.2411 531.3559 531.4707 531.5855 531.7003 531.8150 531.9297 532.0445 532.1591 532.2738 532.3885 532.5031 532.6177 532.7323 532.8469 532.9614 533.0760 533.1905 533.3050 533.4195 533.5340 533.6484 533.7629 533.8773 533.9917 534.1061 534.2204 534.3348 534.4491 534.5634 534.6777 534.7919 534.9062 535.0204
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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: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 34: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 35: 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 36: 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 37: 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 38: 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 39: 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 40: 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 41: 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 42: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 43: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 44: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 45: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 46: Mean wavelength correction applied [%], -9=no wavelength correction
Column 47: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 48: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 49: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 50: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 51: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 52: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 53: Temperature at electronics board [°C], 999=no temperature signal
Column 54: Spectrometer control temperature [°C], 999=no temperature signal
Column 55: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 56: Temperature in head sensor [°C], 999=no temperature signal
Column 57: Humidity in head sensor [%], -9=no humidity signal
Column 58: Pressure in head sensor [hPa], -9=no pressure signal
Column 59: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 60: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 61: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 62-2109: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2110-4157: 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 4158-6205: 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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MO 20210522T045444.2Z 7812.204678 2 1 48.01 3 4000.000 12 3 0 1 1 0.00 2 0.00 2 -1.00 507 0 10 0 0 22.31 36 0 0 1882 4.257e+02 4.972e+00 4.478e+02 1.178e+01 1 4.51 -1.00 97.91 96.65 89.91 66.14 24.29 5.86 0 4.056e-02 1737 -9 -9.00 -9.00 -9.00 -9.00 0.00005 3.99489e-03 -4.96196e-06 27.35 20.00 22.31 28.37 14.6 991.01 2.089e+10 10 3 0 0 0 -37 -110 -27 -135 5 -1 -46 -44 -24 11 -32 -19 -60 -30 -34 -25 -52 -65 -68 -49 23 -24 28 -42 -64 22 -61 -20 3 -28 -36 -20 3 5 -60 -48 -37 -29 -26 -22 -10 -7 19 -24 -3 -61 28 -20 3 -6 1 31 -41 -21 -62 -14 -43 -11 -60 -28 24 -22 35 -11 -15 -36 -24 -3 -28 -19 -5 21 -11 0 -9 2 -17 -38 -6 -2 11 -22 -10 16 -13 -1 6 -15 -10 -20 -23 -13 3 2 6 -14 16 -5 -19 -4 -18 -1 -18 22 -26 4 2 -19 10 6 7 2 2 -26 18 -26 -3 2 2 -25 -38 20 1 -4 2 -7 -25 30 22 -9 -22 -38 23 -28 -11 14 -26 20 -23 -11 -8 3 -7 39 -20 -22 -9 12 38 -25 18 -13 -10 -5 -7 11 -5 -8 -31 11 0 -19 22 -17 27 -33 6 10 -4 -6 -24 8 -3 0 -27 14 -18 -3 -16 -6 10 -12 -17 -22 -4 -29 -20 -3 -25 4 -7 -6 -3 -4 -6 -3 -3 -12 13 11 -18 -15 -17 -22 -16 21 -29 30 16 0 -3 -11 5 -10 2 -9 -10 -17 -17 2 5 1 -6 4 -24 30 -26 10 6 5 2 -12 -3 -7 2 -3 3 24 -18 21 0 21 -22 -3 11 -13 -12 -33 19 -2 14 -9 6 -3 -17 14 -22 -15 -10 15 15 7 -16 -14 -1 -7 4 -11 -9 -4 2 0 -4 33 -17 15 12 -7 -3 -6 7 -23 6 -7 20 1 -6 22 -1 -18 -26 -3 15 9 -5 10 23 -17 -2 -1 25 4 25 -17 3 -3 6 3 10 -10 -12 8 -17 -15 6 6 1 13 15 0 -6 3 -10 8 6 -2 14 -10 -5 5 1 -3 -11 -21 0 25 16 1 40 5 6 9 27 22 -6 13 -24 2 15 -1 5 25 41 26 33 -21 20 17 -3 4 16 -6 20 -1 30 -1 20 29 31 11 31 6 0 11 12 28 5 -9 9 -1 -12 12 16 9 8 19 33 24 6 30 12 39 21 31 -8 20 19 7 16 11 40 16 38 5 48 17 47 30 34 33 4 57 11 11 9 40 -7 22 12 40 46 33 15 25 28 50 37 66 25 46 40 18 41 6 23 19 36 23 16 41 26 37 20 61 39 37 55 29 14 47 36 28 28 41 40 27 35 34 29 26 28 51 26 57 41 28 61 42 80 33 30 31 35 32 33 53 35 55 33 45 44 26 30 41 65 12 75 37 54 48 42 39 38 48 28 83 38 13 5 48 48 18 58 59 74 27 63 40 38 68 51 65 30 66 50 25 56 49 56 63 44 57 61 45 57 68 63 62 34 68 45 30 58 52 51 38 44 43 52 45 28 72 45 67 55 68 49 54 51 37 40 41 88 62 62 52 60 51 70 63 65 52 61 51 58 51 78 57 65 53 65 50 66 55 43 67 17 64 69 68 65 59 90 83 60 64 78 74 80 59 82 84 60 59 68 61 53 70 62 51 62 73 115 57 98 74 61 74 44 102 75 82 73 97 92 110 64 62 85 72 77 99 103 66 85 65 67 48 42 91 66 100 63 63 49 72 77 39 56 71 66 60 59 42 42 104 78 126 120 97 81 98 92 80 97 79 98 66 41 58 72 90 67 89 68 79 80 91 89 101 104 101 108 99 105 85 74 71 107 105 88 117 103 105 80 70 92 142 162 152 113 102 118 124 116 144 102 132 126 124 123 112 119 131 143 105 129 112 117 101 92 103 91 111 91 116 134 104 142 156 143 137 141 128 144 134 144 117 123 106 77 106 82 85 140 143 130 157 140 105 116 114 88 98 102 125 128 136 107 128 101 80 65 87 118 111 148 140 133 109 62 81 69 84 138 184 162 146 162 133 119 54 152 127 147 123 148 123 148 139 135 172 155 166 178 194 210 178 189 162 149 154 155 127 118 138 132 123 151 151 140 122 163 163 146 190 152 147 184 160 158 159 141 165 114 118 120 115 112 114 112 80 112 93 93 69 128 91 84 106 100 141 131 154 126 153 159 119 142 149 171 117 136 110 119 111 124 155 154 166 151 158 128 122 153 126 157 143 136 156 146 133 139 132 137 158 137 151 167 165 179 183 195 174 207 192 219 177 184 185 178 198 219 244 213 236 230 204 182 193 210 200 192 159 179 158 114 120 82 75 39 70 86 105 122 116 153 179 169 174 199 209 237 221 204 208 204 230 191 220 212 185 161 126 124 114 105 92 93 107 154 169 201 226 213 268 240 236 253 277 280 278 292 293 298 319 294 282 286 305 306 318 301 303 304 281 300 293 337 333 339 302 317 307 311 319 313 330 331 357 321 322 314 299 320 305 298 326 322 353 365 340 324 328 288 292 287 327 344 325 347 317 340 312 330 317 312 338 307 306 301 332 311 322 326 336 319 349 340 325 327 343 342 348 371 359 361 380 369 391 377 379 351 341 330 340 316 286 277 298 325 327 362 356 364 390 391 384 399 377 387 382 377 345 400 367 389 381 381 377 334 361 361 375 407 410 413 426 421 369 403 357 393 384 418 432 396 387 377 387 385 407 389 399 432 430 433 411 418 408 386 378 371 355 350 399 378 380 392 397 400 381 372 391 418 398 402 417 411 415 416 398 369 379 373 393 413 401 435 428 433 444 444 464 440 431 421 420 458 463 439 426 380 356 330 372 397 431 444 411 409 412 408 412 423 421 432 451 462 433 448 406 403 402 429 439 440 423 426 396 418 432 421 478 465 469 472 390 393 384 391 402 418 441 441 450 455 462 436 443 412 423 397 421 402 428 429 419 401 353 362 332 338 318 313 320 310 319 314 317 355 417 463 479 524 517 533 505 480 397 376 436 441 492 539 556 531 529 502 456 445 383 390 401 437 482 502 508 519 506 507 508 479 485 546 530 555 563 577 573 563 573 566 584 553 545 511 550 501 519 525 512 533 507 487 448 440 422 453 477 509 504 491 521 496 548 540 543 518 562 548 509 507 498 520 507 590 573 613 592 585 578 573 578 608 602 629 575 601 581 618 605 628 614 592 589 568 610 586 611 616 593 601 603 622 587 628 616 649 638 603 613 569 564 557 576 549 596 597 612 610 619 633 616 615 638 634 640 665 652 682 662 623 608 614 625 676 656 670 644 648 661 673 678 671 660 671 694 684 697 716 724 728 757 737 732 750 710 726 690 679 710 696 693 701 691 667 666 654 652 641 631 658 616 656 653 703 697 701 731 706 713 691 682 680 672 721 667 677 677 684 708 723 705 703 756 740 723 704 723 701 739 742 730 754 739 735 729 727 730 742 698 692 682 683 721 710 697 708 731 756 718 707 719 742 708 714 729 732 719 710 725 718 755 767 763 774 759 754 748 753 773 768 766 745 760 744 782 776 790 753 786 779 784 768 779 769 765 759 758 773 766 762 735 745 732 722 750 765 758 754 754 771 783 768 773 830 778 776 746 716 703 700 710 747 788 770 792 775 779 755 769 780 738 778 773 774 754 783 770 792 797 765 780 752 810 757 765 769 709 761 736 752 740 738 746 775 817 770 784 793 810 807 826 851 832 824 823 836 789 804 779 759 805 769 814 801 809 827 823 806 841 840 838 848 812 849 848 817 845 815 850 797 824 828 811 821 809 816 797 783 811 816 815 802 843 834 868 816 856 866 868 844 864 859 842 828 824 854 842 832 832 835 873 874 876 881 870 854 876 843 872 869 852 860 847 872 887 871 873 861 864 900 903 897 892 886 873 866 852 874 867 890 877 864 885 888 888 890 878 874 878 858 847 855 855 894 864 893 859 887 856 865 849 801 791 719 710 668 659 644 683 735 791 819 778 812 789 788 794 809 839 845 872 885 876 864 888 858 844 851 850 829 807 837 841 888 891 927 950 895 948 908 916 909 919 921 916 899 879 874 886 909 878 895 872 847 822 806 806 839 871 905 905 929 928 935 915 930 895 884 869 868 875 875 890 923 945 973 944 951 936 945 936 968 957 932 927 866 901 889 935 947 977 951 936 952 927 935 910 945 963 991 970 971 975 956 937 902 872 894 910 891 915 954 944 974 952 949 939 950 962 934 949 922 918 889 892 880 893 915 879 904 908 913 889 867 852 894 860 867 898 890 919 939 957 917 891 901 924 967 941 977 931 894 859 861 849 849 850 906 907 935 949 966 945 945 904 968 954 950 978 980 980 978 998 1013 970 947 957 968 952 954 930 952 934 927 967 955 927 903 915 921 925 949 948 972 961 963 963 1019 1012 1036 989 986 959 946 920 966 956 965 973 997 974 987 947 984 952 998 962 997 1012 1007 1025 1041 1040 1029 1002 971 955 969 949 973 971 998 944 980 996 1003 966 978 947 951 956 958 975 936 963 976 962 1000 969 1004 985 1025 981 1019 994 1002 1283 994 991 964 949 856 846 825 793 815 791 805 824 871 950 963 1044 966 939 881 849 800 834 916 895 990 989 977 938 950 993 994 1004 982 1004 1004 1033 976 994 978 960 971 958 992 1035 1001 1039 1049 1035 988 1025 1002 1057 1046 1042 1012 969 945 951 968 977 1008 989 991 1002 1021 1047 1033 1081 1105 1112 1066 1069 1063 1039 1079 1050 1079 1034 1045 1060 1046 1060 1060 1072 1064 1078 1032 1015 968 939 916 909 897 883 923 914 941 961 971 1019 1020 1043 1041 1068 1023 1033 995 1058 1056 1077 1092 1094 1139 1101 1065 1046 1044 1064 1039 1033 1033 1039 1072 1083 1094 1116 1114 1097 1115 1118 1116 1130 1125 1132 1087 1117 1075 1063 1078 1062 1022 1020 1038 969 1003 1030 985 1025 1042 1078 1068 1118 1099 1083 1088 1079 1061 1035 1040 1066 1080 1075 1089 0 0 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