File name: Pandora187s1_PittsburghPA_20230210_L1_smca1c3d20220705p1-8.txt
File generation date: 20251128T090939.3Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c3d20220705p1-8
Local principal investigator: Lukas Valin
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 187
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora187_OF_v4d20210517.txt
Instrument calibration file used: Pandora187s1_CF_v3d20220705.txt
Level 0 file used: Pandora187s1_PittsburghPA_20230210_L0.txt
Full location name: Pittsburgh, PA - Lawrenceville ACHD (USEPA AQS ID 42-003-0008)
Short location name: PittsburghPA
Country of location: United States
Location latitude [deg]: 40.4655
Location longitude [deg]: -79.9608
Location altitude [m]: 265
Local noon date: 20230210
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]: 277.6142 277.7576 277.9010 278.0444 278.1878 278.3311 278.4745 278.6178 278.7611 278.9045 279.0477 279.1910 279.3343 279.4776 279.6208 279.7640 279.9073 280.0505 280.1937 280.3368 280.4800 280.6232 280.7663 280.9095 281.0526 281.1957 281.3388 281.4819 281.6250 281.7681 281.9112 282.0542 282.1973 282.3403 282.4833 282.6263 282.7694 282.9123 283.0553 283.1983 283.3413 283.4842 283.6272 283.7701 283.9130 284.0559 284.1988 284.3417 284.4846 284.6275 284.7704 284.9132 285.0561 285.1989 285.3417 285.4845 285.6273 285.7701 285.9129 286.0557 286.1985 286.3412 286.4840 286.6267 286.7694 286.9121 287.0548 287.1975 287.3402 287.4829 287.6256 287.7682 287.9109 288.0535 288.1961 288.3388 288.4814 288.6240 288.7665 288.9091 289.0517 289.1942 289.3368 289.4793 289.6219 289.7644 289.9069 290.0494 290.1919 290.3343 290.4768 290.6193 290.7617 290.9041 291.0466 291.1890 291.3314 291.4738 291.6162 291.7585 291.9009 292.0433 292.1856 292.3279 292.4703 292.6126 292.7549 292.8972 293.0394 293.1817 293.3240 293.4662 293.6085 293.7507 293.8929 294.0351 294.1773 294.3195 294.4617 294.6038 294.7460 294.8882 295.0303 295.1724 295.3145 295.4566 295.5987 295.7408 295.8829 296.0249 296.1670 296.3090 296.4511 296.5931 296.7351 296.8771 297.0191 297.1610 297.3030 297.4450 297.5869 297.7288 297.8708 298.0127 298.1546 298.2965 298.4384 298.5802 298.7221 298.8639 299.0058 299.1476 299.2894 299.4312 299.5730 299.7148 299.8566 299.9983 300.1401 300.2818 300.4236 300.5653 300.7070 300.8487 300.9904 301.1321 301.2737 301.4154 301.5570 301.6987 301.8403 301.9819 302.1235 302.2651 302.4067 302.5482 302.6898 302.8314 302.9729 303.1144 303.2559 303.3974 303.5389 303.6804 303.8219 303.9634 304.1048 304.2463 304.3877 304.5291 304.6705 304.8119 304.9533 305.0947 305.2360 305.3774 305.5187 305.6601 305.8014 305.9427 306.0840 306.2253 306.3666 306.5079 306.6491 306.7904 306.9316 307.0728 307.2141 307.3553 307.4965 307.6376 307.7788 307.9200 308.0611 308.2023 308.3434 308.4845 308.6256 308.7667 308.9078 309.0489 309.1899 309.3310 309.4720 309.6131 309.7541 309.8951 310.0361 310.1771 310.3181 310.4591 310.6000 310.7410 310.8819 311.0228 311.1637 311.3046 311.4455 311.5864 311.7273 311.8681 312.0090 312.1498 312.2907 312.4315 312.5723 312.7131 312.8539 312.9946 313.1354 313.2761 313.4169 313.5576 313.6983 313.8390 313.9797 314.1204 314.2611 314.4018 314.5424 314.6831 314.8237 314.9643 315.1049 315.2455 315.3861 315.5267 315.6673 315.8078 315.9484 316.0889 316.2294 316.3699 316.5104 316.6509 316.7914 316.9319 317.0723 317.2128 317.3532 317.4936 317.6340 317.7744 317.9148 318.0552 318.1956 318.3359 318.4763 318.6166 318.7569 318.8972 319.0375 319.1778 319.3181 319.4584 319.5986 319.7389 319.8791 320.0193 320.1596 320.2998 320.4400 320.5801 320.7203 320.8605 321.0006 321.1407 321.2809 321.4210 321.5611 321.7012 321.8412 321.9813 322.1214 322.2614 322.4014 322.5415 322.6815 322.8215 322.9615 323.1014 323.2414 323.3814 323.5213 323.6612 323.8012 323.9411 324.0810 324.2209 324.3607 324.5006 324.6405 324.7803 324.9201 325.0600 325.1998 325.3396 325.4793 325.6191 325.7589 325.8986 326.0384 326.1781 326.3178 326.4575 326.5972 326.7369 326.8766 327.0162 327.1559 327.2955 327.4351 327.5748 327.7144 327.8540 327.9935 328.1331 328.2727 328.4122 328.5517 328.6913 328.8308 328.9703 329.1098 329.2492 329.3887 329.5282 329.6676 329.8070 329.9464 330.0859 330.2253 330.3646 330.5040 330.6434 330.7827 330.9221 331.0614 331.2007 331.3400 331.4793 331.6186 331.7578 331.8971 332.0364 332.1756 332.3148 332.4540 332.5932 332.7324 332.8716 333.0107 333.1499 333.2890 333.4282 333.5673 333.7064 333.8455 333.9846 334.1236 334.2627 334.4018 334.5408 334.6798 334.8188 334.9578 335.0968 335.2358 335.3748 335.5137 335.6527 335.7916 335.9305 336.0694 336.2083 336.3472 336.4861 336.6249 336.7638 336.9026 337.0415 337.1803 337.3191 337.4579 337.5966 337.7354 337.8742 338.0129 338.1516 338.2904 338.4291 338.5678 338.7064 338.8451 338.9838 339.1224 339.2611 339.3997 339.5383 339.6769 339.8155 339.9541 340.0927 340.2312 340.3698 340.5083 340.6468 340.7853 340.9238 341.0623 341.2008 341.3392 341.4777 341.6161 341.7545 341.8930 342.0314 342.1698 342.3081 342.4465 342.5849 342.7232 342.8615 342.9999 343.1382 343.2765 343.4147 343.5530 343.6913 343.8295 343.9678 344.1060 344.2442 344.3824 344.5206 344.6588 344.7969 344.9351 345.0732 345.2114 345.3495 345.4876 345.6257 345.7638 345.9018 346.0399 346.1779 346.3160 346.4540 346.5920 346.7300 346.8680 347.0060 347.1439 347.2819 347.4198 347.5578 347.6957 347.8336 347.9715 348.1094 348.2472 348.3851 348.5229 348.6608 348.7986 348.9364 349.0742 349.2120 349.3497 349.4875 349.6253 349.7630 349.9007 350.0384 350.1761 350.3138 350.4515 350.5892 350.7268 350.8645 351.0021 351.1397 351.2773 351.4149 351.5525 351.6901 351.8276 351.9652 352.1027 352.2402 352.3777 352.5152 352.6527 352.7902 352.9276 353.0651 353.2025 353.3400 353.4774 353.6148 353.7522 353.8895 354.0269 354.1643 354.3016 354.4389 354.5762 354.7135 354.8508 354.9881 355.1254 355.2626 355.3999 355.5371 355.6743 355.8115 355.9487 356.0859 356.2231 356.3603 356.4974 356.6345 356.7717 356.9088 357.0459 357.1829 357.3200 357.4571 357.5941 357.7312 357.8682 358.0052 358.1422 358.2792 358.4162 358.5531 358.6901 358.8270 358.9640 359.1009 359.2378 359.3747 359.5115 359.6484 359.7853 359.9221 360.0589 360.1957 360.3326 360.4693 360.6061 360.7429 360.8796 361.0164 361.1531 361.2898 361.4265 361.5632 361.6999 361.8366 361.9732 362.1099 362.2465 362.3831 362.5197 362.6563 362.7929 362.9295 363.0660 363.2026 363.3391 363.4756 363.6121 363.7486 363.8851 364.0216 364.1580 364.2945 364.4309 364.5673 364.7037 364.8401 364.9765 365.1129 365.2493 365.3856 365.5219 365.6582 365.7946 365.9308 366.0671 366.2034 366.3397 366.4759 366.6121 366.7483 366.8846 367.0207 367.1569 367.2931 367.4292 367.5654 367.7015 367.8376 367.9737 368.1098 368.2459 368.3820 368.5180 368.6541 368.7901 368.9261 369.0621 369.1981 369.3341 369.4701 369.6060 369.7419 369.8779 370.0138 370.1497 370.2856 370.4214 370.5573 370.6932 370.8290 370.9648 371.1006 371.2364 371.3722 371.5080 371.6437 371.7795 371.9152 372.0509 372.1866 372.3223 372.4580 372.5937 372.7293 372.8650 373.0006 373.1362 373.2718 373.4074 373.5430 373.6786 373.8141 373.9497 374.0852 374.2207 374.3562 374.4917 374.6272 374.7626 374.8981 375.0335 375.1689 375.3043 375.4397 375.5751 375.7105 375.8458 375.9812 376.1165 376.2518 376.3871 376.5224 376.6577 376.7930 376.9282 377.0635 377.1987 377.3339 377.4691 377.6043 377.7394 377.8746 378.0098 378.1449 378.2800 378.4151 378.5502 378.6853 378.8204 378.9554 379.0904 379.2255 379.3605 379.4955 379.6305 379.7654 379.9004 380.0353 380.1703 380.3052 380.4401 380.5750 380.7099 380.8448 380.9796 381.1144 381.2493 381.3841 381.5189 381.6537 381.7884 381.9232 382.0580 382.1927 382.3274 382.4621 382.5968 382.7315 382.8661 383.0008 383.1354 383.2701 383.4047 383.5393 383.6739 383.8084 383.9430 384.0775 384.2121 384.3466 384.4811 384.6156 384.7501 384.8845 385.0190 385.1534 385.2878 385.4222 385.5566 385.6910 385.8254 385.9597 386.0941 386.2284 386.3627 386.4970 386.6313 386.7656 386.8999 387.0341 387.1683 387.3026 387.4368 387.5710 387.7051 387.8393 387.9735 388.1076 388.2417 388.3758 388.5099 388.6440 388.7781 388.9121 389.0462 389.1802 389.3142 389.4482 389.5822 389.7162 389.8501 389.9841 390.1180 390.2520 390.3859 390.5197 390.6536 390.7875 390.9213 391.0552 391.1890 391.3228 391.4566 391.5904 391.7242 391.8579 391.9917 392.1254 392.2591 392.3928 392.5265 392.6602 392.7938 392.9275 393.0611 393.1947 393.3283 393.4619 393.5955 393.7291 393.8626 393.9961 394.1297 394.2632 394.3967 394.5301 394.6636 394.7971 394.9305 395.0639 395.1973 395.3307 395.4641 395.5975 395.7308 395.8642 395.9975 396.1308 396.2641 396.3974 396.5307 396.6639 396.7972 396.9304 397.0636 397.1968 397.3300 397.4632 397.5964 397.7295 397.8626 397.9958 398.1289 398.2620 398.3950 398.5281 398.6612 398.7942 398.9272 399.0602 399.1932 399.3262 399.4592 399.5921 399.7251 399.8580 399.9909 400.1238 400.2567 400.3896 400.5224 400.6553 400.7881 400.9209 401.0537 401.1865 401.3193 401.4520 401.5848 401.7175 401.8502 401.9829 402.1156 402.2483 402.3809 402.5136 402.6462 402.7788 402.9114 403.0440 403.1766 403.3092 403.4417 403.5743 403.7068 403.8393 403.9718 404.1043 404.2367 404.3692 404.5016 404.6340 404.7664 404.8988 405.0312 405.1636 405.2959 405.4283 405.5606 405.6929 405.8252 405.9575 406.0898 406.2220 406.3543 406.4865 406.6187 406.7509 406.8831 407.0152 407.1474 407.2795 407.4117 407.5438 407.6759 407.8080 407.9400 408.0721 408.2041 408.3362 408.4682 408.6002 408.7322 408.8642 408.9961 409.1281 409.2600 409.3919 409.5238 409.6557 409.7876 409.9194 410.0513 410.1831 410.3149 410.4467 410.5785 410.7103 410.8421 410.9738 411.1055 411.2373 411.3690 411.5007 411.6323 411.7640 411.8956 412.0273 412.1589 412.2905 412.4221 412.5537 412.6852 412.8168 412.9483 413.0798 413.2113 413.3428 413.4743 413.6058 413.7372 413.8687 414.0001 414.1315 414.2629 414.3942 414.5256 414.6570 414.7883 414.9196 415.0509 415.1822 415.3135 415.4448 415.5760 415.7072 415.8385 415.9697 416.1009 416.2320 416.3632 416.4944 416.6255 416.7566 416.8877 417.0188 417.1499 417.2810 417.4120 417.5430 417.6741 417.8051 417.9361 418.0670 418.1980 418.3289 418.4599 418.5908 418.7217 418.8526 418.9835 419.1143 419.2452 419.3760 419.5068 419.6376 419.7684 419.8992 420.0300 420.1607 420.2915 420.4222 420.5529 420.6836 420.8142 420.9449 421.0755 421.2062 421.3368 421.4674 421.5980 421.7286 421.8591 421.9897 422.1202 422.2507 422.3812 422.5117 422.6422 422.7726 422.9031 423.0335 423.1639 423.2943 423.4247 423.5551 423.6854 423.8158 423.9461 424.0764 424.2067 424.3370 424.4673 424.5975 424.7278 424.8580 424.9882 425.1184 425.2486 425.3787 425.5089 425.6390 425.7692 425.8993 426.0294 426.1594 426.2895 426.4196 426.5496 426.6796 426.8096 426.9396 427.0696 427.1995 427.3295 427.4594 427.5893 427.7192 427.8491 427.9790 428.1089 428.2387 428.3685 428.4984 428.6282 428.7579 428.8877 429.0175 429.1472 429.2769 429.4067 429.5364 429.6660 429.7957 429.9254 430.0550 430.1846 430.3142 430.4438 430.5734 430.7030 430.8325 430.9620 431.0916 431.2211 431.3506 431.4800 431.6095 431.7389 431.8684 431.9978 432.1272 432.2566 432.3860 432.5153 432.6447 432.7740 432.9033 433.0326 433.1619 433.2911 433.4204 433.5496 433.6789 433.8081 433.9373 434.0664 434.1956 434.3247 434.4539 434.5830 434.7121 434.8412 434.9703 435.0993 435.2284 435.3574 435.4864 435.6154 435.7444 435.8734 436.0023 436.1313 436.2602 436.3891 436.5180 436.6469 436.7757 436.9046 437.0334 437.1622 437.2910 437.4198 437.5486 437.6774 437.8061 437.9348 438.0635 438.1922 438.3209 438.4496 438.5783 438.7069 438.8355 438.9641 439.0927 439.2213 439.3499 439.4784 439.6069 439.7355 439.8640 439.9924 440.1209 440.2494 440.3778 440.5062 440.6347 440.7631 440.8914 441.0198 441.1482 441.2765 441.4048 441.5331 441.6614 441.7897 441.9179 442.0462 442.1744 442.3026 442.4308 442.5590 442.6872 442.8153 442.9435 443.0716 443.1997 443.3278 443.4559 443.5840 443.7120 443.8400 443.9681 444.0961 444.2240 444.3520 444.4800 444.6079 444.7358 444.8637 444.9916 445.1195 445.2474 445.3752 445.5031 445.6309 445.7587 445.8865 446.0143 446.1420 446.2698 446.3975 446.5252 446.6529 446.7806 446.9082 447.0359 447.1635 447.2911 447.4187 447.5463 447.6739 447.8015 447.9290 448.0565 448.1840 448.3115 448.4390 448.5665 448.6939 448.8214 448.9488 449.0762 449.2036 449.3310 449.4583 449.5857 449.7130 449.8403 449.9676 450.0949 450.2222 450.3494 450.4766 450.6039 450.7311 450.8583 450.9854 451.1126 451.2397 451.3669 451.4940 451.6211 451.7481 451.8752 452.0023 452.1293 452.2563 452.3833 452.5103 452.6373 452.7642 452.8912 453.0181 453.1450 453.2719 453.3988 453.5256 453.6525 453.7793 453.9061 454.0329 454.1597 454.2865 454.4133 454.5400 454.6667 454.7934 454.9201 455.0468 455.1735 455.3001 455.4267 455.5534 455.6800 455.8065 455.9331 456.0597 456.1862 456.3127 456.4392 456.5657 456.6922 456.8186 456.9451 457.0715 457.1979 457.3243 457.4507 457.5771 457.7034 457.8298 457.9561 458.0824 458.2087 458.3349 458.4612 458.5874 458.7137 458.8399 458.9661 459.0922 459.2184 459.3445 459.4707 459.5968 459.7229 459.8490 459.9750 460.1011 460.2271 460.3532 460.4792 460.6051 460.7311 460.8571 460.9830 461.1089 461.2349 461.3608 461.4866 461.6125 461.7383 461.8642 461.9900 462.1158 462.2416 462.3673 462.4931 462.6188 462.7446 462.8703 462.9959 463.1216 463.2473 463.3729 463.4985 463.6242 463.7498 463.8753 464.0009 464.1264 464.2520 464.3775 464.5030 464.6285 464.7539 464.8794 465.0048 465.1302 465.2557 465.3810 465.5064 465.6318 465.7571 465.8824 466.0077 466.1330 466.2583 466.3836 466.5088 466.6341 466.7593 466.8845 467.0096 467.1348 467.2600 467.3851 467.5102 467.6353 467.7604 467.8855 468.0105 468.1356 468.2606 468.3856 468.5106 468.6356 468.7605 468.8855 469.0104 469.1353 469.2602 469.3851 469.5099 469.6348 469.7596 469.8844 470.0092 470.1340 470.2588 470.3835 470.5082 470.6330 470.7577 470.8824 471.0070 471.1317 471.2563 471.3809 471.5055 471.6301 471.7547 471.8793 472.0038 472.1283 472.2528 472.3773 472.5018 472.6263 472.7507 472.8751 472.9995 473.1239 473.2483 473.3727 473.4970 473.6214 473.7457 473.8700 473.9943 474.1185 474.2428 474.3670 474.4912 474.6154 474.7396 474.8638 474.9879 475.1121 475.2362 475.3603 475.4844 475.6085 475.7325 475.8565 475.9806 476.1046 476.2286 476.3525 476.4765 476.6004 476.7244 476.8483 476.9722 477.0960 477.2199 477.3438 477.4676 477.5914 477.7152 477.8390 477.9627 478.0865 478.2102 478.3339 478.4576 478.5813 478.7050 478.8286 478.9522 479.0758 479.1994 479.3230 479.4466 479.5701 479.6937 479.8172 479.9407 480.0642 480.1876 480.3111 480.4345 480.5580 480.6814 480.8047 480.9281 481.0515 481.1748 481.2981 481.4214 481.5447 481.6680 481.7912 481.9145 482.0377 482.1609 482.2841 482.4073 482.5304 482.6535 482.7767 482.8998 483.0229 483.1459 483.2690 483.3920 483.5151 483.6381 483.7611 483.8840 484.0070 484.1299 484.2529 484.3758 484.4986 484.6215 484.7444 484.8672 484.9900 485.1129 485.2356 485.3584 485.4812 485.6039 485.7266 485.8494 485.9720 486.0947 486.2174 486.3400 486.4626 486.5853 486.7078 486.8304 486.9530 487.0755 487.1981 487.3206 487.4431 487.5655 487.6880 487.8104 487.9329 488.0553 488.1777 488.3000 488.4224 488.5447 488.6671 488.7894 488.9117 489.0339 489.1562 489.2784 489.4007 489.5229 489.6451 489.7672 489.8894 490.0115 490.1337 490.2558 490.3779 490.4999 490.6220 490.7440 490.8661 490.9881 491.1101 491.2320 491.3540 491.4759 491.5979 491.7198 491.8417 491.9635 492.0854 492.2072 492.3291 492.4509 492.5727 492.6944 492.8162 492.9379 493.0597 493.1814 493.3031 493.4247 493.5464 493.6680 493.7896 493.9112 494.0328 494.1544 494.2760 494.3975 494.5190 494.6405 494.7620 494.8835 495.0049 495.1264 495.2478 495.3692 495.4906 495.6119 495.7333 495.8546 495.9760 496.0973 496.2185 496.3398 496.4611 496.5823 496.7035 496.8247 496.9459 497.0671 497.1882 497.3093 497.4305 497.5516 497.6726 497.7937 497.9147 498.0358 498.1568 498.2778 498.3988 498.5197 498.6407 498.7616 498.8825 499.0034 499.1243 499.2452 499.3660 499.4868 499.6076 499.7284 499.8492 499.9700 500.0907 500.2114 500.3321 500.4528 500.5735 500.6942 500.8148 500.9354 501.0560 501.1766 501.2972 501.4177 501.5383 501.6588 501.7793 501.8998 502.0202 502.1407 502.2611 502.3816 502.5020 502.6223 502.7427 502.8630 502.9834 503.1037 503.2240 503.3443 503.4645 503.5848 503.7050 503.8252 503.9454 504.0656 504.1858 504.3059 504.4260 504.5461 504.6662 504.7863 504.9064 505.0264 505.1464 505.2664 505.3864 505.5064 505.6263 505.7463 505.8662 505.9861 506.1060 506.2258 506.3457 506.4655 506.5853 506.7051 506.8249 506.9447 507.0644 507.1842 507.3039 507.4236 507.5433 507.6629 507.7826 507.9022 508.0218 508.1414 508.2610 508.3805 508.5001 508.6196 508.7391 508.8586 508.9780 509.0975 509.2169 509.3363 509.4557 509.5751 509.6945 509.8138 509.9332 510.0525 510.1718 510.2911 510.4103 510.5296 510.6488 510.7680 510.8872 511.0064 511.1255 511.2447 511.3638 511.4829 511.6020 511.7210 511.8401 511.9591 512.0781 512.1971 512.3161 512.4351 512.5540 512.6730 512.7919 512.9108 513.0296 513.1485 513.2673 513.3862 513.5050 513.6238 513.7425 513.8613 513.9800 514.0987 514.2174 514.3361 514.4548 514.5734 514.6921 514.8107 514.9293 515.0479 515.1664 515.2850 515.4035 515.5220 515.6405 515.7590 515.8774 515.9959 516.1143 516.2327 516.3511 516.4694 516.5878 516.7061 516.8244 516.9427 517.0610 517.1793 517.2975 517.4157 517.5339 517.6521 517.7703 517.8885 518.0066 518.1247 518.2428 518.3609 518.4790 518.5970 518.7151 518.8331 518.9511 519.0690 519.1870 519.3049 519.4229 519.5408 519.6587 519.7765 519.8944 520.0122 520.1300 520.2478 520.3656 520.4834 520.6011 520.7189 520.8366 520.9543 521.0719 521.1896 521.3072 521.4249 521.5425 521.6601 521.7776 521.8952 522.0127 522.1302 522.2477 522.3652 522.4827 522.6001 522.7175 522.8350 522.9523 523.0697 523.1871 523.3044 523.4217 523.5390 523.6563 523.7736 523.8908 524.0081 524.1253 524.2425 524.3597 524.4768 524.5940 524.7111 524.8282 524.9453 525.0623 525.1794 525.2964 525.4134 525.5304 525.6474 525.7644 525.8813 525.9983 526.1152 526.2321 526.3489 526.4658 526.5826 526.6994 526.8162 526.9330 527.0498 527.1665 527.2833 527.4000 527.5167 527.6333 527.7500 527.8666 527.9833 528.0999 528.2165 528.3330 528.4496 528.5661 528.6826 528.7991 528.9156 529.0321 529.1485 529.2649 529.3813 529.4977 529.6141 529.7304 529.8468 529.9631 530.0794 530.1957 530.3119 530.4282 530.5444 530.6606 530.7768 530.8930 531.0091 531.1253 531.2414 531.3575 531.4736 531.5896 531.7057 531.8217 531.9377 532.0537 532.1697 532.2856 532.4016 532.5175 532.6334 532.7492 532.8651 532.9810 533.0968 533.2126 533.3284 533.4442 533.5599 533.6756 533.7914 533.9071 534.0227 534.1384 534.2540 534.3697 534.4853 534.6009 534.7164 534.8320 534.9475 535.0630 535.1785 535.2940 535.4095 535.5249 535.6404 535.7558 535.8711 535.9865 536.1019 536.2172 536.3325 536.4478 536.5631 536.6783 536.7936 536.9088 537.0240 537.1392 537.2544 537.3695 537.4846 537.5997 537.7148 537.8299 537.9450 538.0600 538.1750 538.2900 538.4050 538.5200 538.6349 538.7498 538.8647 538.9796 539.0945 539.2094 539.3242 539.4390 539.5538 539.6686 539.7833 539.8981 540.0128 540.1275 540.2422 540.3569 540.4715 540.5861 540.7008 540.8154 540.9299 541.0445 541.1590 541.2735 541.3881 541.5025 541.6170 541.7315 541.8459 541.9603 542.0747 542.1891 542.3034 542.4178 542.5321 542.6464 542.7607 542.8750 542.9892 543.1034 543.2177 543.3319 543.4460 543.5602 543.6744 543.7885 543.9026 544.0167 544.1308
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Retrieved value for dark background fitting parameter 4, -9 if no background fitting was done
Column 51: Uncertainty of retrieved value for dark background fitting parameter 4, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 52: Retrieved value for dark background fitting parameter 5, -9 if no background fitting was done
Column 53: Uncertainty of retrieved value for dark background fitting parameter 5, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 54: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 55: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 56: 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 57: 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 58: 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 59: 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 60: 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 61: 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 62: 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 63: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 64: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 65: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 66: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 67: Mean wavelength correction applied [%], -9=no wavelength correction
Column 68: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 69: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 70: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 71: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 72: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 73: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 74: Temperature at electronics board [°C], 999=no temperature signal
Column 75: Spectrometer control temperature [°C], 999=no temperature signal
Column 76: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 77: Temperature in head sensor [°C], 999=no temperature signal
Column 78: Humidity in head sensor [%], -9=no humidity signal
Column 79: Pressure in head sensor [hPa], -9=no pressure signal
Column 80: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 81: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 82: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 83-2130: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2131-4178: 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 4179-6226: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
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EO 20230210T165857.1Z 8441.707605 3 1 11.37 6 315.730 36 11 0 1 1 0.12 0 143.77 0 -1.00 507 1 10 0 0 18.70 0 0 0 1368 9.109e+02 1.941e+00 9.066e+02 3.645e+00 23 1.336e+01 1.336e+01 2.533e-01 1.337e+01 1.597e+00 1 1 0 1192 3.44e+01 1.857e-10 4.261e-10 1.557e+01 1.304e+00 3.664e+02 3.217e-01 1.227e+01 7.583e-01 2.253e+00 1.435e+00 1 0.61 27.97 19.93 12.49 5.16 1.61 0.85 0.49 0 2.237e-02 1801 -9 -9.00 -9.00 -9.00 -9.00 0.00694 -5.96822e-03 3.96913e-05 21.98 15.00 18.70 10.77 24.6 973.68 1.065e+09 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -41 -30 -29 -24 -37 -17 -31 -24 -24 -25 -32 -35 -26 -29 -5 -17 -12 -24 -20 -7 -2 -2 -1 5 6 2 -1 6 10 14 13 20 10 18 24 28 27 35 38 47 47 48 55 57 75 76 92 84 99 101 111 114 115 127 134 138 143 154 164 163 163 175 178 196 188 208 201 218 224 228 233 240 239 249 254 260 263 253 268 270 282 286 297 305 309 313 340 327 329 327 333 338 353 358 357 366 371 378 386 410 403 416 410 420 423 439 440 456 468 484 500 507 509 515 520 510 536 548 584 607 649 682 713 734 766 793 800 796 785 788 807 867 904 944 971 1012 1076 1166 1224 1230 1208 1138 1123 1152 1222 1289 1337 1339 1370 1457 1586 1697 1811 1866 1900 1959 2009 2021 2020 2057 2137 2220 2270 2248 2170 2080 2061 2165 2252 2394 2438 2368 2378 2566 2849 3250 3601 3831 3944 4021 4020 4006 4017 3955 3885 3849 3884 4039 4253 4439 4613 4683 4767 4813 4801 4717 4750 4903 5206 5548 5759 5663 5315 5079 5077 5444 5980 6319 6454 6332 6066 5673 5206 4897 4862 5171 5731 6243 6751 7095 7389 7840 8243 8514 8635 8499 8113 7542 7029 6654 6686 7147 7791 8442 9061 9284 8932 8417 7927 7797 8274 8817 9133 9515 9873 10318 10856 11186 11030 10459 9781 9176 8942 9149 9593 10162 10495 10461 10211 9878 9458 9069 8698 8474 8780 9342 9789 10136 10324 10605 11090 11665 12062 12271 12441 12298 11906 11583 11326 11421 11996 12799 13660 14503 15343 15886 16164 16242 16000 16015 16259 16470 16531 16188 15873 15757 15778 15651 15259 14810 14621 14663 14886 14940 14799 15059 15759 16765 17957 18799 19053 19318 19394 19579 19702 19142 18434 17242 16159 15969 16128 16505 16830 16686 16404 16574 17010 17528 17824 17560 17008 16942 17165 17420 17562 17362 17244 17288 17164 16498 15868 15642 15859 16513 17120 17701 18215 18520 18182 17551 17459 17771 18546 19440 19493 18549 16741 14717 13620 14103 15594 16710 16676 15646 14483 13884 14084 15192 16650 17747 17858 17085 16434 16282 16904 18034 18521 18708 18774 18186 17410 17039 17033 17836 19142 20216 20731 20606 20134 19364 18658 18208 18005 18094 18067 17558 17021 16771 17088 18197 19234 19381 18915 18399 17939 17926 18594 19147 19174 18892 18436 17934 17482 16981 15618 13800 12613 12095 12529 13551 14730 15863 16747 17011 17114 17160 16926 16675 16016 15070 14643 15043 15637 16121 16652 16902 17183 17346 16853 15841 14699 14187 14551 15372 16228 16537 16221 16069 16340 16518 16239 15681 14965 14751 15071 15220 15504 16281 17227 18553 19573 19711 19345 19109 18659 18164 17718 16960 16276 16458 17245 18194 18728 18426 17325 15958 14893 14563 15144 16332 17539 18264 18504 18709 18916 19370 19778 19774 19737 19876 19913 20062 20332 20385 20399 20215 19779 19123 18626 18402 18354 18610 18816 19083 19001 17967 16673 15490 14344 14110 14391 14711 15596 16579 16816 16225 14998 13500 12531 12073 11919 12261 12761 13885 15705 17257 18332 19203 19766 20320 20953 21119 20470 19459 18305 17272 16552 15915 15705 15936 16398 17367 18073 17669 16621 15797 15562 16344 17920 19606 20960 21578 21442 19923 18066 16883 16527 17444 18693 19806 20737 21100 20836 19972 18950 18033 17514 17678 18501 19916 21264 22265 22973 23415 23812 24101 24016 23566 23139 22816 22517 22275 22148 22436 22832 23295 23460 22722 21775 20910 20425 20609 20999 21068 20699 20234 20384 21410 22730 23586 23722 23486 23415 24018 24697 24836 24253 22633 20770 19328 18687 19176 20690 22538 24469 25643 25693 24441 21876 19172 17455 17310 18874 20785 21814 22236 21837 20946 19582 17461 15284 14332 15059 17225 19528 20785 20508 19024 17165 15710 14944 15421 17158 19515 22304 23890 23424 21914 20645 19854 20063 20759 21069 20818 20874 21221 21566 22560 23731 24583 25385 25882 26188 26771 27325 27787 27830 26964 25483 23862 22500 21937 21963 21788 21347 20549 19547 19273 19972 21301 23131 24621 25048 24851 24650 24799 24963 24622 23249 21336 19886 19287 18797 18314 18111 17517 16748 16057 15162 14452 14520 14709 14396 14177 14051 14078 14177 14299 14808 16102 18092 20031 21489 22096 21976 21662 21567 21363 21051 20731 19837 18628 17615 17613 18715 20323 21851 22650 22239 21203 20004 18956 18725 19492 20730 21462 21284 20531 19685 19373 19819 19861 19514 19373 19316 20005 21617 23118 24255 24856 25176 25257 25356 25399 24894 24272 23686 23530 24227 25464 26766 27906 28287 28250 27994 27322 26358 25104 23887 23085 22572 22135 21186 19282 16798 14176 11878 10186 9440 9759 11206 13445 15950 17997 19387 20299 21354 22637 23952 25399 26456 26881 27180 27331 27065 26932 26702 25720 23927 21808 19287 16790 14589 12662 11347 11355 12820 15311 18260 21112 23762 26257 28306 29663 30392 30593 30602 30806 31527 32285 33006 33716 33976 33936 33641 33237 33240 33767 34516 35186 35080 34082 33331 33272 33813 34961 36045 36436 36556 36557 36419 36360 36544 36647 36939 36954 36806 37001 37103 36806 35795 34369 33113 32780 33721 35386 36925 37810 37871 37180 35509 33379 31987 31938 33142 35203 36740 36826 36144 35196 34390 33987 34135 34225 33797 33026 32430 32317 33049 34486 35148 34874 34783 34614 34260 33975 33816 33928 34844 36184 36937 37107 37188 37702 38611 39412 39603 39145 38336 37427 36329 35150 33642 31961 30551 30167 30978 32761 34918 36350 37085 37488 37943 38602 39438 40053 40087 39597 39201 38896 38800 39061 39107 38826 38553 38084 37469 36762 36350 36501 37356 38711 40092 40730 40242 38970 37679 37072 37331 38132 38859 39027 38686 38248 37644 37353 37255 37684 38539 39544 40439 41078 41159 40838 40154 39537 38842 37985 37050 36400 36050 36263 36830 37427 37678 37641 37605 37497 37165 36875 36855 37121 37687 38606 39224 38963 38025 36870 35662 35053 35085 35669 36773 37922 39072 39964 40376 40530 40605 40436 39896 39266 38808 38762 39251 39745 39463 37991 35650 33297 32295 33216 35271 37489 38734 38522 37592 36637 36295 36453 37027 37909 38534 39018 38942 38232 37229 36284 35818 36102 36584 37065 37396 37267 36684 36055 35791 36269 37372 38662 39254 38646 37121 35135 33291 32370 32440 33549 35330 36605 37217 37227 36902 36489 36159 35634 34914 34002 33335 33317 33671 33997 34057 33266 31492 29436 27625 26511 26053 26126 26235 25959 25448 25230 25667 27065 29591 32799 36196 39220 41108 41770 41004 38983 36398 34145 33215 34019 35965 38236 39926 40635 40513 39722 38103 35731 33223 31369 30926 32015 33978 36270 38025 39064 39325 38790 37847 37356 37310 37899 38850 39509 39974 40536 41059 41575 41980 41814 41333 40800 40114 39535 38977 38371 37911 37913 38260 38567 38204 36985 34910 33202 32741 33320 34758 36226 37140 37597 37909 38357 38884 39353 39615 39502 39010 38288 37398 36679 36681 37141 38095 39579 40822 41491 41449 40880 40408 40465 41041 41932 42319 42241 41842 41549 41543 41697 41889 41730 41488 41012 40519 40371 40744 41352 41967 42167 41915 41547 41466 41831 42351 42778 42878 42539 41952 40964 39878 38839 38210 37977 38167 38569 39117 39807 40519 41109 41368 41495 41628 42051 42655 43421 44005 44265 44165 43574 42691 41990 41693 42007 42779 43430 43598 43254 42896 42639 42623 42656 42890 43056 43423 43830 44324 44736 45210 45749 46175 46424 46436 46260 45969 45614 45202 44740 44388 44254 44256 44371 44374 44176 43683 42916 41851 40840 40109 39688 39672 39891 40257 40736 41435 42268 43081 43680 43971 43906 43647 43266 42893 42432 41969 41709 41676 41736 41978 42351 42780 43407 44052 44627 44822 44688 44289 43943 43797 43958 44175 44424 44552 44610 44806 44942 44951 44710 44073 43327 42630 42193 42043 42169 42499 42985 43346 43549 43441 43255 43013 42874 42868 42876 42881 42977 43105 43305 43552 43901 44265 44687 44928 44989 44920 44726 44597 44557 44598 44674 44704 44826 45015 45087 45207 45197 45231 45208 45178 45135 45079 44852 44663 44402 44098 43916 43765 43763 43805 43657 43374 42912 42437 42253 42397 42781 43245 43613 43691 43824 44032 44383 44696 44869 44614 43924 42985 41937 41123 40823 40981 41533 42346 43071 43544 43731 43687 43372 43170 42929 42850 43070 43382 43675 43812 43815 43694 43573 43565 43579 43642 43587 43442 42978 42375 41778 41276 41029 41027 41220 41401 41689 41937 42192 42474 42798 43079 43473 43958 44422 44913 45189 45351 45235 44959 44473 43824 43227 42706 42332 42295 42512 42732 42951 43091 43226 43418 43662 43900 44183 44331 44440 44515 44469 44340 44112 43799 43395 43119 42867 42813 42913 42966 42942 42676 42240 41847 41620 41636 41960 42400 42855 43311 43682 44066 44346 44583 44770 44766 44620 44336 43966 43597 43244 42991 42799 42831 43015 43385 43824 44273 44621 44685 44598 44309 44086 43888 43793 43776 43732 43608 43534 43498 43579 43732 44021 44260 44527 44747 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1876 1943 1898 1868 1935 2005 2165 2236 2256 2298 2217 2122 2061 2101 2150 2332 2399 2414 2363 2311 2213 2171 2160 2148 2167 2224 2178 2113 2093 2142 2276 2425 2446 2364 2316 2228 2262 2347 2400 2388 2346 2268 2209 2114 2060 1911 1622 1522 1486 1516 1665 1823 1972 2089 2090 2128 2144 2091 2120 2017 1932 1850 1904 1964 2045 2146 2157 2156 2179 2116 1986 1858 1800 1863 1924 2059 2115 2031 2040 2073 2080 2058 1997 1936 1894 1920 1970 2006 2088 2209 2383 2525 2530 2454 2464 2380 2335 2240 2139 2053 2059 2185 2309 2397 2358 2213 2029 1892 1866 1951 2109 2288 2332 2395 2395 2407 2501 2546 2511 2516 2555 2541 2562 2605 2596 2642 2620 2516 2448 2380 2362 2349 2419 2443 2451 2449 2339 2193 2013 1847 1813 1859 1903 2000 2107 2135 2088 1922 1726 1618 1577 1579 1608 1660 1809 2046 2201 2341 2469 2535 2595 2640 2717 2670 2507 2377 2241 2104 2087 2023 2090 2100 2241 2340 2258 2154 2020 2011 2120 2318 2515 2717 2792 2771 2599 2339 2208 2166 2276 2426 2566 2689 2728 2708 2564 2465 2358 2283 2312 2399 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