File name: Pandora258s1_CorpusChristiTX_20240705_L1_smca1c4d20240322p1-8.txt
File generation date: 20241022T135749.2Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c4d20240322p1-8
Local principal investigator: Joseph David Felix
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 258
Spectrometer number: 1
Processing software version used: BlickP v1.8.60
Instrument operation file used: Pandora258_OF_v2d20221212.txt
Instrument calibration file used: Pandora258s1_CF_v4d20240322.txt
Level 0 file used: Pandora258s1_CorpusChristiTX_20240705_L0.txt
Full location name: Texas A&M University - Corpus Christi
Short location name: CorpusChristiTX
Country of location: United States
Location latitude [deg]: 27.7150
Location longitude [deg]: -97.3287
Location altitude [m]: 14
Local noon date: 20240705
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: New AnaFld, based on session 3.
Nominal wavelengths [nm]: 277.0683 277.2110 277.3537 277.4963 277.6390 277.7817 277.9243 278.0670 278.2096 278.3522 278.4949 278.6375 278.7801 278.9226 279.0652 279.2078 279.3503 279.4929 279.6354 279.7780 279.9205 280.0630 280.2055 280.3480 280.4905 280.6329 280.7754 280.9178 281.0603 281.2027 281.3451 281.4876 281.6300 281.7724 281.9147 282.0571 282.1995 282.3418 282.4842 282.6265 282.7688 282.9111 283.0534 283.1957 283.3380 283.4803 283.6226 283.7648 283.9071 284.0493 284.1915 284.3337 284.4759 284.6181 284.7603 284.9025 285.0446 285.1868 285.3289 285.4711 285.6132 285.7553 285.8974 286.0395 286.1816 286.3236 286.4657 286.6078 286.7498 286.8918 287.0338 287.1759 287.3179 287.4598 287.6018 287.7438 287.8857 288.0277 288.1696 288.3115 288.4535 288.5954 288.7373 288.8791 289.0210 289.1629 289.3047 289.4466 289.5884 289.7302 289.8720 290.0138 290.1556 290.2974 290.4391 290.5809 290.7226 290.8644 291.0061 291.1478 291.2895 291.4312 291.5729 291.7146 291.8562 291.9979 292.1395 292.2811 292.4228 292.5644 292.7060 292.8475 292.9891 293.1307 293.2722 293.4138 293.5553 293.6968 293.8383 293.9798 294.1213 294.2628 294.4043 294.5457 294.6872 294.8286 294.9700 295.1114 295.2528 295.3942 295.5356 295.6770 295.8183 295.9597 296.1010 296.2423 296.3836 296.5249 296.6662 296.8075 296.9488 297.0900 297.2313 297.3725 297.5137 297.6550 297.7962 297.9374 298.0785 298.2197 298.3609 298.5020 298.6432 298.7843 298.9254 299.0665 299.2076 299.3487 299.4897 299.6308 299.7719 299.9129 300.0539 300.1949 300.3359 300.4769 300.6179 300.7589 300.8999 301.0408 301.1817 301.3227 301.4636 301.6045 301.7454 301.8863 302.0271 302.1680 302.3089 302.4497 302.5905 302.7313 302.8721 303.0129 303.1537 303.2945 303.4353 303.5760 303.7167 303.8575 303.9982 304.1389 304.2796 304.4203 304.5609 304.7016 304.8422 304.9829 305.1235 305.2641 305.4047 305.5453 305.6859 305.8265 305.9670 306.1076 306.2481 306.3886 306.5292 306.6697 306.8102 306.9506 307.0911 307.2316 307.3720 307.5124 307.6529 307.7933 307.9337 308.0741 308.2145 308.3548 308.4952 308.6355 308.7759 308.9162 309.0565 309.1968 309.3371 309.4774 309.6176 309.7579 309.8981 310.0384 310.1786 310.3188 310.4590 310.5992 310.7394 310.8795 311.0197 311.1598 311.3000 311.4401 311.5802 311.7203 311.8604 312.0004 312.1405 312.2806 312.4206 312.5606 312.7006 312.8407 312.9806 313.1206 313.2606 313.4006 313.5405 313.6805 313.8204 313.9603 314.1002 314.2401 314.3800 314.5199 314.6597 314.7996 314.9394 315.0792 315.2190 315.3588 315.4986 315.6384 315.7782 315.9179 316.0577 316.1974 316.3371 316.4768 316.6165 316.7562 316.8959 317.0356 317.1752 317.3149 317.4545 317.5941 317.7337 317.8733 318.0129 318.1525 318.2921 318.4316 318.5711 318.7107 318.8502 318.9897 319.1292 319.2687 319.4081 319.5476 319.6871 319.8265 319.9659 320.1053 320.2447 320.3841 320.5235 320.6629 320.8022 320.9416 321.0809 321.2202 321.3595 321.4988 321.6381 321.7774 321.9167 322.0559 322.1952 322.3344 322.4736 322.6128 322.7520 322.8912 323.0304 323.1695 323.3087 323.4478 323.5870 323.7261 323.8652 324.0043 324.1433 324.2824 324.4215 324.5605 324.6996 324.8386 324.9776 325.1166 325.2556 325.3946 325.5335 325.6725 325.8114 325.9503 326.0893 326.2282 326.3671 326.5060 326.6448 326.7837 326.9225 327.0614 327.2002 327.3390 327.4778 327.6166 327.7554 327.8942 328.0329 328.1717 328.3104 328.4491 328.5878 328.7265 328.8652 329.0039 329.1426 329.2812 329.4198 329.5585 329.6971 329.8357 329.9743 330.1129 330.2514 330.3900 330.5286 330.6671 330.8056 330.9441 331.0826 331.2211 331.3596 331.4981 331.6365 331.7750 331.9134 332.0518 332.1902 332.3286 332.4670 332.6054 332.7437 332.8821 333.0204 333.1587 333.2970 333.4353 333.5736 333.7119 333.8502 333.9884 334.1267 334.2649 334.4031 334.5413 334.6795 334.8177 334.9559 335.0940 335.2322 335.3703 335.5085 335.6466 335.7847 335.9228 336.0608 336.1989 336.3370 336.4750 336.6130 336.7511 336.8891 337.0271 337.1650 337.3030 337.4410 337.5789 337.7169 337.8548 337.9927 338.1306 338.2685 338.4064 338.5442 338.6821 338.8199 338.9577 339.0956 339.2334 339.3712 339.5089 339.6467 339.7845 339.9222 340.0599 340.1977 340.3354 340.4731 340.6108 340.7484 340.8861 341.0237 341.1614 341.2990 341.4366 341.5742 341.7118 341.8494 341.9870 342.1245 342.2621 342.3996 342.5371 342.6746 342.8121 342.9496 343.0871 343.2245 343.3620 343.4994 343.6368 343.7742 343.9116 344.0490 344.1864 344.3237 344.4611 344.5984 344.7358 344.8731 345.0104 345.1477 345.2849 345.4222 345.5595 345.6967 345.8339 345.9711 346.1083 346.2455 346.3827 346.5199 346.6570 346.7942 346.9313 347.0684 347.2055 347.3426 347.4797 347.6168 347.7539 347.8909 348.0279 348.1650 348.3020 348.4390 348.5760 348.7129 348.8499 348.9868 349.1238 349.2607 349.3976 349.5345 349.6714 349.8083 349.9451 350.0820 350.2188 350.3557 350.4925 350.6293 350.7661 350.9028 351.0396 351.1764 351.3131 351.4498 351.5865 351.7232 351.8599 351.9966 352.1333 352.2699 352.4066 352.5432 352.6798 352.8164 352.9530 353.0896 353.2262 353.3627 353.4993 353.6358 353.7723 353.9088 354.0453 354.1818 354.3183 354.4547 354.5912 354.7276 354.8640 355.0004 355.1368 355.2732 355.4096 355.5459 355.6823 355.8186 355.9549 356.0912 356.2275 356.3638 356.5001 356.6363 356.7726 356.9088 357.0450 357.1812 357.3174 357.4536 357.5898 357.7259 357.8621 357.9982 358.1343 358.2704 358.4065 358.5426 358.6787 358.8147 358.9508 359.0868 359.2228 359.3588 359.4948 359.6308 359.7668 359.9027 360.0387 360.1746 360.3105 360.4464 360.5823 360.7182 360.8540 360.9899 361.1257 361.2616 361.3974 361.5332 361.6690 361.8047 361.9405 362.0763 362.2120 362.3477 362.4834 362.6191 362.7548 362.8905 363.0262 363.1618 363.2975 363.4331 363.5687 363.7043 363.8399 363.9755 364.1110 364.2466 364.3821 364.5176 364.6531 364.7886 364.9241 365.0596 365.1950 365.3305 365.4659 365.6013 365.7367 365.8721 366.0075 366.1429 366.2782 366.4136 366.5489 366.6842 366.8195 366.9548 367.0901 367.2254 367.3606 367.4958 367.6311 367.7663 367.9015 368.0367 368.1718 368.3070 368.4422 368.5773 368.7124 368.8475 368.9826 369.1177 369.2528 369.3878 369.5229 369.6579 369.7929 369.9279 370.0629 370.1979 370.3329 370.4678 370.6028 370.7377 370.8726 371.0075 371.1424 371.2773 371.4121 371.5470 371.6818 371.8166 371.9514 372.0862 372.2210 372.3558 372.4905 372.6253 372.7600 372.8947 373.0294 373.1641 373.2988 373.4335 373.5681 373.7028 373.8374 373.9720 374.1066 374.2412 374.3757 374.5103 374.6448 374.7794 374.9139 375.0484 375.1829 375.3174 375.4518 375.5863 375.7207 375.8552 375.9896 376.1240 376.2584 376.3927 376.5271 376.6614 376.7958 376.9301 377.0644 377.1987 377.3330 377.4672 377.6015 377.7357 377.8700 378.0042 378.1384 378.2726 378.4067 378.5409 378.6750 378.8092 378.9433 379.0774 379.2115 379.3456 379.4796 379.6137 379.7477 379.8818 380.0158 380.1498 380.2838 380.4177 380.5517 380.6856 380.8196 380.9535 381.0874 381.2213 381.3552 381.4890 381.6229 381.7567 381.8905 382.0243 382.1581 382.2919 382.4257 382.5595 382.6932 382.8269 382.9606 383.0943 383.2280 383.3617 383.4954 383.6290 383.7627 383.8963 384.0299 384.1635 384.2971 384.4306 384.5642 384.6977 384.8312 384.9648 385.0983 385.2317 385.3652 385.4987 385.6321 385.7655 385.8990 386.0324 386.1658 386.2991 386.4325 386.5658 386.6992 386.8325 386.9658 387.0991 387.2324 387.3657 387.4989 387.6321 387.7654 387.8986 388.0318 388.1650 388.2981 388.4313 388.5644 388.6976 388.8307 388.9638 389.0969 389.2300 389.3630 389.4961 389.6291 389.7621 389.8951 390.0281 390.1611 390.2941 390.4270 390.5599 390.6929 390.8258 390.9587 391.0916 391.2244 391.3573 391.4901 391.6229 391.7558 391.8886 392.0213 392.1541 392.2869 392.4196 392.5523 392.6851 392.8178 392.9504 393.0831 393.2158 393.3484 393.4811 393.6137 393.7463 393.8789 394.0115 394.1440 394.2766 394.4091 394.5416 394.6741 394.8066 394.9391 395.0716 395.2040 395.3365 395.4689 395.6013 395.7337 395.8661 395.9984 396.1308 396.2631 396.3955 396.5278 396.6601 396.7924 396.9246 397.0569 397.1891 397.3213 397.4536 397.5858 397.7179 397.8501 397.9823 398.1144 398.2466 398.3787 398.5108 398.6429 398.7749 398.9070 399.0390 399.1711 399.3031 399.4351 399.5671 399.6991 399.8310 399.9630 400.0949 400.2268 400.3587 400.4906 400.6225 400.7543 400.8862 401.0180 401.1498 401.2817 401.4134 401.5452 401.6770 401.8087 401.9405 402.0722 402.2039 402.3356 402.4673 402.5989 402.7306 402.8622 402.9938 403.1255 403.2570 403.3886 403.5202 403.6517 403.7833 403.9148 404.0463 404.1778 404.3093 404.4408 404.5722 404.7036 404.8351 404.9665 405.0979 405.2292 405.3606 405.4920 405.6233 405.7546 405.8859 406.0172 406.1485 406.2798 406.4110 406.5423 406.6735 406.8047 406.9359 407.0671 407.1982 407.3294 407.4605 407.5917 407.7228 407.8539 407.9849 408.1160 408.2471 408.3781 408.5091 408.6401 408.7711 408.9021 409.0331 409.1640 409.2950 409.4259 409.5568 409.6877 409.8186 409.9494 410.0803 410.2111 410.3419 410.4728 410.6035 410.7343 410.8651 410.9958 411.1266 411.2573 411.3880 411.5187 411.6494 411.7800 411.9107 412.0413 412.1720 412.3026 412.4332 412.5637 412.6943 412.8248 412.9554 413.0859 413.2164 413.3469 413.4774 413.6078 413.7383 413.8687 413.9991 414.1295 414.2599 414.3903 414.5207 414.6510 414.7813 414.9117 415.0420 415.1723 415.3025 415.4328 415.5630 415.6933 415.8235 415.9537 416.0839 416.2140 416.3442 416.4743 416.6045 416.7346 416.8647 416.9948 417.1248 417.2549 417.3849 417.5150 417.6450 417.7750 417.9050 418.0349 418.1649 418.2948 418.4248 418.5547 418.6846 418.8144 418.9443 419.0742 419.2040 419.3338 419.4636 419.5934 419.7232 419.8530 419.9827 420.1125 420.2422 420.3719 420.5016 420.6313 420.7609 420.8906 421.0202 421.1498 421.2794 421.4090 421.5386 421.6681 421.7977 421.9272 422.0567 422.1862 422.3157 422.4452 422.5747 422.7041 422.8335 422.9629 423.0923 423.2217 423.3511 423.4805 423.6098 423.7391 423.8684 423.9977 424.1270 424.2563 424.3855 424.5148 424.6440 424.7732 424.9024 425.0316 425.1607 425.2899 425.4190 425.5481 425.6772 425.8063 425.9354 426.0645 426.1935 426.3225 426.4516 426.5806 426.7095 426.8385 426.9675 427.0964 427.2253 427.3543 427.4832 427.6120 427.7409 427.8698 427.9986 428.1274 428.2562 428.3850 428.5138 428.6426 428.7713 428.9001 429.0288 429.1575 429.2862 429.4149 429.5435 429.6722 429.8008 429.9294 430.0580 430.1866 430.3152 430.4437 430.5723 430.7008 430.8293 430.9578 431.0863 431.2148 431.3432 431.4717 431.6001 431.7285 431.8569 431.9853 432.1136 432.2420 432.3703 432.4986 432.6269 432.7552 432.8835 433.0118 433.1400 433.2682 433.3964 433.5246 433.6528 433.7810 433.9092 434.0373 434.1654 434.2935 434.4216 434.5497 434.6778 434.8058 434.9339 435.0619 435.1899 435.3179 435.4459 435.5738 435.7018 435.8297 435.9576 436.0855 436.2134 436.3413 436.4691 436.5970 436.7248 436.8526 436.9804 437.1082 437.2359 437.3637 437.4914 437.6192 437.7469 437.8746 438.0022 438.1299 438.2575 438.3852 438.5128 438.6404 438.7680 438.8955 439.0231 439.1506 439.2782 439.4057 439.5332 439.6606 439.7881 439.9156 440.0430 440.1704 440.2978 440.4252 440.5526 440.6799 440.8073 440.9346 441.0619 441.1892 441.3165 441.4438 441.5710 441.6983 441.8255 441.9527 442.0799 442.2071 442.3342 442.4614 442.5885 442.7156 442.8427 442.9698 443.0969 443.2240 443.3510 443.4780 443.6050 443.7320 443.8590 443.9860 444.1129 444.2399 444.3668 444.4937 444.6206 444.7475 444.8743 445.0012 445.1280 445.2548 445.3816 445.5084 445.6352 445.7619 445.8887 446.0154 446.1421 446.2688 446.3955 446.5221 446.6488 446.7754 446.9020 447.0286 447.1552 447.2818 447.4083 447.5349 447.6614 447.7879 447.9144 448.0409 448.1673 448.2938 448.4202 448.5466 448.6730 448.7994 448.9258 449.0521 449.1785 449.3048 449.4311 449.5574 449.6837 449.8100 449.9362 450.0624 450.1887 450.3149 450.4410 450.5672 450.6934 450.8195 450.9456 451.0717 451.1978 451.3239 451.4500 451.5760 451.7021 451.8281 451.9541 452.0801 452.2060 452.3320 452.4579 452.5839 452.7098 452.8357 452.9616 453.0874 453.2133 453.3391 453.4649 453.5907 453.7165 453.8423 453.9680 454.0938 454.2195 454.3452 454.4709 454.5966 454.7222 454.8479 454.9735 455.0991 455.2247 455.3503 455.4759 455.6014 455.7270 455.8525 455.9780 456.1035 456.2290 456.3544 456.4799 456.6053 456.7307 456.8561 456.9815 457.1069 457.2322 457.3576 457.4829 457.6082 457.7335 457.8588 457.9840 458.1093 458.2345 458.3597 458.4849 458.6101 458.7353 458.8604 458.9855 459.1107 459.2358 459.3608 459.4859 459.6110 459.7360 459.8610 459.9860 460.1110 460.2360 460.3610 460.4859 460.6109 460.7358 460.8607 460.9856 461.1104 461.2353 461.3601 461.4849 461.6097 461.7345 461.8593 461.9841 462.1088 462.2335 462.3582 462.4829 462.6076 462.7323 462.8569 462.9816 463.1062 463.2308 463.3554 463.4799 463.6045 463.7290 463.8535 463.9781 464.1025 464.2270 464.3515 464.4759 464.6003 464.7248 464.8492 464.9735 465.0979 465.2222 465.3466 465.4709 465.5952 465.7195 465.8438 465.9680 466.0922 466.2165 466.3407 466.4649 466.5890 466.7132 466.8373 466.9615 467.0856 467.2097 467.3337 467.4578 467.5819 467.7059 467.8299 467.9539 468.0779 468.2019 468.3258 468.4497 468.5737 468.6976 468.8215 468.9453 469.0692 469.1930 469.3168 469.4407 469.5644 469.6882 469.8120 469.9357 470.0595 470.1832 470.3069 470.4305 470.5542 470.6779 470.8015 470.9251 471.0487 471.1723 471.2959 471.4194 471.5430 471.6665 471.7900 471.9135 472.0369 472.1604 472.2838 472.4073 472.5307 472.6541 472.7774 472.9008 473.0241 473.1475 473.2708 473.3941 473.5174 473.6406 473.7639 473.8871 474.0103 474.1335 474.2567 474.3799 474.5030 474.6261 474.7493 474.8724 474.9955 475.1185 475.2416 475.3646 475.4876 475.6106 475.7336 475.8566 475.9796 476.1025 476.2254 476.3483 476.4712 476.5941 476.7170 476.8398 476.9626 477.0854 477.2082 477.3310 477.4538 477.5765 477.6993 477.8220 477.9447 478.0674 478.1900 478.3127 478.4353 478.5579 478.6805 478.8031 478.9257 479.0482 479.1708 479.2933 479.4158 479.5383 479.6607 479.7832 479.9056 480.0280 480.1505 480.2728 480.3952 480.5176 480.6399 480.7622 480.8845 481.0068 481.1291 481.2514 481.3736 481.4958 481.6180 481.7402 481.8624 481.9846 482.1067 482.2288 482.3509 482.4730 482.5951 482.7172 482.8392 482.9613 483.0833 483.2053 483.3272 483.4492 483.5712 483.6931 483.8150 483.9369 484.0588 484.1806 484.3025 484.4243 484.5461 484.6679 484.7897 484.9115 485.0332 485.1550 485.2767 485.3984 485.5201 485.6417 485.7634 485.8850 486.0066 486.1282 486.2498 486.3714 486.4929 486.6145 486.7360 486.8575 486.9790 487.1004 487.2219 487.3433 487.4647 487.5861 487.7075 487.8289 487.9503 488.0716 488.1929 488.3142 488.4355 488.5568 488.6780 488.7993 488.9205 489.0417 489.1629 489.2840 489.4052 489.5263 489.6475 489.7686 489.8896 490.0107 490.1318 490.2528 490.3738 490.4948 490.6158 490.7368 490.8577 490.9787 491.0996 491.2205 491.3414 491.4623 491.5831 491.7040 491.8248 491.9456 492.0664 492.1871 492.3079 492.4286 492.5494 492.6701 492.7907 492.9114 493.0321 493.1527 493.2733 493.3939 493.5145 493.6351 493.7556 493.8762 493.9967 494.1172 494.2377 494.3582 494.4786 494.5991 494.7195 494.8399 494.9603 495.0806 495.2010 495.3213 495.4416 495.5619 495.6822 495.8025 495.9227 496.0430 496.1632 496.2834 496.4036 496.5238 496.6439 496.7640 496.8842 497.0043 497.1243 497.2444 497.3645 497.4845 497.6045 497.7245 497.8445 497.9645 498.0844 498.2043 498.3243 498.4442 498.5640 498.6839 498.8037 498.9236 499.0434 499.1632 499.2830 499.4027 499.5225 499.6422 499.7619 499.8816 500.0013 500.1210 500.2406 500.3602 500.4798 500.5994 500.7190 500.8386 500.9581 501.0776 501.1972 501.3166 501.4361 501.5556 501.6750 501.7945 501.9139 502.0333 502.1526 502.2720 502.3913 502.5106 502.6300 502.7492 502.8685 502.9878 503.1070 503.2262 503.3454 503.4646 503.5838 503.7029 503.8221 503.9412 504.0603 504.1794 504.2985 504.4175 504.5365 504.6556 504.7746 504.8936 505.0125 505.1315 505.2504 505.3693 505.4882 505.6071 505.7260 505.8448 505.9636 506.0825 506.2012 506.3200 506.4388 506.5575 506.6763 506.7950 506.9137 507.0323 507.1510 507.2696 507.3883 507.5069 507.6255 507.7440 507.8626 507.9811 508.0997 508.2182 508.3367 508.4551 508.5736 508.6920 508.8104 508.9288 509.0472 509.1656 509.2840 509.4023 509.5206 509.6389 509.7572 509.8755 509.9937 510.1119 510.2302 510.3484 510.4665 510.5847 510.7028 510.8210 510.9391 511.0572 511.1753 511.2933 511.4114 511.5294 511.6474 511.7654 511.8834 512.0013 512.1193 512.2372 512.3551 512.4730 512.5908 512.7087 512.8265 512.9444 513.0622 513.1799 513.2977 513.4155 513.5332 513.6509 513.7686 513.8863 514.0040 514.1216 514.2392 514.3568 514.4744 514.5920 514.7096 514.8271 514.9447 515.0622 515.1797 515.2971 515.4146 515.5320 515.6495 515.7669 515.8842 516.0016 516.1190 516.2363 516.3536 516.4709 516.5882 516.7055 516.8227 516.9400 517.0572 517.1744 517.2916 517.4087 517.5259 517.6430 517.7601 517.8772 517.9943 518.1113 518.2284 518.3454 518.4624 518.5794 518.6964 518.8133 518.9303 519.0472 519.1641 519.2810 519.3978 519.5147 519.6315 519.7483 519.8651 519.9819 520.0987 520.2154 520.3322 520.4489 520.5656 520.6823 520.7989 520.9156 521.0322 521.1488 521.2654 521.3819 521.4985 521.6150 521.7316 521.8481 521.9645 522.0810 522.1975 522.3139 522.4303 522.5467 522.6631 522.7795 522.8958 523.0121 523.1284 523.2447 523.3610 523.4773 523.5935 523.7097 523.8259 523.9421 524.0583 524.1744 524.2906 524.4067 524.5228 524.6389 524.7549 524.8710 524.9870 525.1030 525.2190 525.3350 525.4509 525.5669 525.6828 525.7987 525.9146 526.0305 526.1463 526.2622 526.3780 526.4938 526.6096 526.7253 526.8411 526.9568 527.0725 527.1882 527.3039 527.4195 527.5352 527.6508 527.7664 527.8820 527.9976 528.1131 528.2286 528.3442 528.4597 528.5751 528.6906 528.8060 528.9215 529.0369 529.1523 529.2676 529.3830 529.4983 529.6137 529.7290 529.8442 529.9595 530.0748 530.1900 530.3052 530.4204 530.5356 530.6507 530.7659 530.8810 530.9961 531.1112 531.2263 531.3413 531.4563 531.5713 531.6863 531.8013 531.9163 532.0312 532.1462 532.2611 532.3759 532.4908 532.6057 532.7205 532.8353 532.9501 533.0649 533.1797 533.2944 533.4091 533.5238 533.6385 533.7532 533.8678 533.9825 534.0971 534.2117 534.3263 534.4408 534.5554 534.6699 534.7844 534.8989 535.0134 535.1278 535.2423 535.3567 535.4711 535.5854 535.6998 535.8141 535.9285 536.0428 536.1571 536.2713 536.3856 536.4998 536.6140 536.7282 536.8424 536.9565 537.0707 537.1848 537.2989 537.4130 537.5271 537.6411 537.7551 537.8691 537.9831 538.0971 538.2110 538.3250 538.4389 538.5528 538.6667 538.7805 538.8944 539.0082 539.1220 539.2358 539.3495 539.4633 539.5770 539.6907 539.8044 539.9181 540.0317 540.1453 540.2590 540.3725 540.4861 540.5997 540.7132 540.8267 540.9402 541.0537 541.1672 541.2806 541.3940 541.5074 541.6208 541.7342 541.8475 541.9608
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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: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 43: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 44: 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 45: 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 46: 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 47: 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 48: 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 49: 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 50: 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 51: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 52: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 53: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 54: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 55: Mean wavelength correction applied [%], -9=no wavelength correction
Column 56: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 57: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 58: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 59: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 60: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 61: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 62: Temperature at electronics board [°C], 999=no temperature signal
Column 63: Spectrometer control temperature [°C], 999=no temperature signal
Column 64: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 65: Temperature in head sensor [°C], 999=no temperature signal
Column 66: Humidity in head sensor [%], -9=no humidity signal
Column 67: Pressure in head sensor [hPa], -9=no pressure signal
Column 68: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 69: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 70: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 71-2118: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2119-4166: 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 4167-6214: 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 20240705T111051.7Z 8952.465876 2 1 56.01 3 4000.000 14 1 0 1 1 0.00 2 0.00 2 -1.00 507 1 10 0 0 26.92 110 -9 -9 1535 6.562e+02 1.299e+00 6.562e+02 -9.000e+00 -1 5.049e+01 5.049e+01 -4.612e-13 5.054e+01 1.131e+00 0 0 0 1 2.77 -1.00 -1.00 -1.00 72.06 52.12 7.71 2.67 0 7.496e-02 1780 -9 -9.00 -9.00 -9.00 -9.00 0.00079 -1.77072e-02 1.95538e-04 35.00 20.00 26.92 33.59 3.8 995.79 3.602e+10 8 3 0 0 0 0 0 0 0 -351 25 -18 63 -27 23 -120 -64 -39 31 39 -108 30 -153 14 1 43 -28 -125 -95 -23 12 23 47 16 28 69 1 -45 -43 15 12 18 50 50 -59 54 -16 -37 -24 -84 -4 6 -13 -16 78 47 -22 -22 41 -12 45 -43 25 17 -66 27 62 -32 -51 21 -54 -51 29 -57 17 30 -127 20 34 -26 -23 -25 34 -25 -6 -24 32 -4 16 57 -47 -3 40 5 21 -35 -24 7 41 5 -20 10 -2 2 68 -7 -20 -11 -83 -2 -116 -40 13 94 30 -8 -5 19 -9 15 12 -12 8 -11 23 -45 6 -48 -3 -1 64 -9 -1 6 58 15 -6 57 7 7 -8 -2 -37 -34 -56 33 -6 -16 22 -10 -2 -6 -55 -21 -2 5 92 17 -23 58 -6 0 4 -45 -38 -37 -43 21 -2 -14 22 -44 -58 30 37 -65 -5 27 39 59 -42 1 -86 -28 59 -3 -13 1 -8 60 0 1 -22 -28 11 -19 37 -5 8 28 29 -4 -4 -43 2 -23 10 -6 50 36 -4 12 26 7 30 37 -10 24 36 43 1 25 -15 6 -31 34 -83 -13 44 -10 44 -51 30 26 84 -23 -40 18 -21 -17 22 -40 -21 37 -43 59 15 22 62 -25 15 4 -24 12 -68 -47 67 5 13 6 -10 -33 81 27 14 5 8 -73 13 23 32 -7 -1 -40 11 -65 3 38 43 -7 50 29 -25 99 2 57 18 -91 -3 3 -28 -55 -5 55 55 -5 10 1 32 58 88 29 -27 -26 -6 18 -10 15 81 53 12 -59 -15 10 5 2 91 13 -24 26 75 -20 18 23 48 7 69 -35 13 47 73 -22 28 53 73 29 70 19 -14 112 -24 100 -5 23 27 50 66 72 41 18 86 131 58 88 -23 48 89 72 97 70 61 48 15 38 24 70 73 84 33 97 44 70 124 85 102 155 135 102 81 113 39 37 63 42 91 70 39 77 25 83 103 61 68 69 52 39 106 73 114 89 119 112 60 74 73 92 56 84 79 122 41 98 131 25 109 129 150 99 114 97 105 182 33 91 96 137 119 48 96 65 93 70 73 85 126 68 136 88 99 136 87 134 147 132 122 156 125 38 111 177 144 253 110 134 113 101 117 55 118 75 129 129 78 158 123 95 148 153 150 116 137 152 125 67 155 125 161 146 120 124 122 119 118 146 114 95 123 163 162 121 92 159 166 158 133 118 108 164 142 140 140 141 120 141 191 101 96 163 125 149 176 198 56 171 166 180 29 159 81 136 -6 174 137 146 202 151 194 169 166 174 108 199 119 141 122 182 135 184 194 177 203 160 179 170 180 193 210 200 199 167 201 224 187 197 205 230 204 201 223 184 185 162 207 145 203 173 158 244 183 202 128 153 100 168 65 156 150 138 184 181 148 163 77 139 97 128 151 161 47 157 236 200 134 229 165 186 250 218 176 266 146 182 188 107 156 177 156 206 230 165 178 165 215 195 181 186 227 220 129 214 246 196 128 215 208 204 203 244 204 167 208 200 246 243 257 205 198 213 293 211 219 298 258 236 259 240 292 298 214 186 220 168 250 226 247 241 233 192 153 260 207 248 164 228 313 266 257 230 242 283 316 255 257 231 208 195 228 225 207 265 240 211 313 226 219 192 220 222 284 231 225 181 270 187 235 262 65 102 197 213 246 251 242 177 211 177 182 177 241 195 277 241 232 262 218 216 380 219 194 272 180 214 234 277 204 242 301 279 280 256 247 275 246 369 269 286 219 269 238 157 172 265 209 169 239 223 200 310 301 219 251 284 359 208 266 171 236 192 218 215 259 264 192 192 228 112 201 214 192 178 152 236 176 189 120 195 219 233 274 302 311 284 231 251 232 235 247 193 187 253 193 213 285 340 251 246 215 213 -392 199 228 234 241 234 208 298 218 262 222 257 217 198 222 272 134 342 294 280 322 352 256 236 317 290 289 273 295 185 316 403 359 356 355 304 284 348 328 287 315 261 227 249 162 149 183 141 104 147 237 215 244 242 197 328 236 282 268 358 296 340 330 310 322 306 240 318 316 243 156 189 212 162 210 119 194 187 180 287 301 364 355 352 363 359 300 350 402 410 440 429 371 313 412 425 442 345 451 469 443 380 410 443 449 455 518 475 479 444 475 448 495 450 466 464 455 492 493 507 451 476 442 472 449 442 450 539 513 505 430 453 424 428 455 478 513 515 478 453 435 435 493 441 482 377 422 401 462 429 477 436 489 451 396 414 419 378 474 473 418 416 496 405 446 532 463 526 512 459 484 459 416 427 385 379 440 452 467 487 462 431 501 490 503 526 531 487 492 504 556 497 581 548 531 413 525 465 413 503 510 550 560 539 498 508 382 486 530 545 547 470 506 498 520 482 563 496 528 528 563 587 552 543 548 507 491 496 518 506 505 492 509 484 530 513 512 506 503 470 459 518 478 496 570 594 534 520 511 417 486 479 447 487 515 551 502 567 545 573 533 505 517 540 506 606 561 576 501 463 437 426 477 586 546 564 554 537 537 509 534 532 503 590 590 516 470 564 538 514 528 555 558 516 553 523 487 449 491 549 521 557 518 548 535 490 429 416 490 491 527 515 572 517 534 559 533 492 453 457 461 488 541 555 552 446 447 433 388 400 356 400 343 363 362 370 413 432 474 521 586 648 664 627 534 548 520 530 438 550 611 623 653 624 614 487 559 473 438 443 408 547 548 589 562 547 596 584 528 567 553 668 585 641 578 581 627 687 623 638 633 560 728 583 592 506 557 621 579 625 610 584 524 -446 462 510 580 594 610 545 533 623 606 634 655 611 585 577 533 579 531 593 608 637 673 679 640 572 616 594 674 715 676 639 693 650 785 632 651 637 633 659 620 634 700 642 661 668 685 621 693 640 657 692 604 694 690 662 604 557 577 545 603 615 614 631 726 656 709 671 689 667 702 763 706 712 705 713 702 661 657 637 660 726 730 687 723 772 673 708 724 776 761 757 755 774 769 749 766 790 741 821 882 800 787 764 645 750 785 756 703 780 700 12 702 685 623 652 644 652 703 698 700 717 724 790 709 761 732 766 774 761 749 700 739 768 695 635 687 671 779 734 823 768 782 788 727 743 730 605 742 799 764 723 714 824 809 757 757 764 699 655 653 762 746 787 755 739 769 742 748 731 785 771 699 727 708 712 751 727 806 806 792 731 772 761 770 820 777 769 792 758 773 799 795 752 788 765 807 711 761 693 835 739 734 774 745 791 820 792 747 743 784 743 766 752 815 794 776 758 829 822 804 770 833 786 700 790 700 757 765 759 791 802 756 823 792 751 806 739 782 843 811 782 762 787 804 725 778 801 761 793 806 758 735 772 690 586 731 731 785 694 750 735 758 813 774 781 830 818 836 825 820 857 754 803 742 813 719 753 766 788 730 750 775 780 733 765 763 813 770 836 828 831 849 766 747 788 741 732 702 735 777 765 785 735 768 728 756 714 757 789 774 783 788 774 773 733 742 829 750 752 755 742 724 776 748 726 848 748 826 779 767 766 789 770 731 756 760 775 781 717 675 783 757 717 822 770 817 897 805 802 775 820 720 823 813 817 777 856 844 800 810 819 805 839 798 790 783 806 759 808 816 774 822 701 742 746 776 766 751 736 675 721 622 579 695 647 644 629 754 769 783 742 762 706 764 762 754 791 785 841 765 850 790 797 788 775 744 771 734 759 790 767 822 873 840 853 840 806 804 840 852 824 827 821 830 878 800 886 819 841 695 877 726 727 740 741 814 815 807 875 837 864 804 857 816 853 740 750 793 790 843 841 861 815 852 870 847 854 824 884 852 858 776 807 780 832 827 808 889 827 875 871 833 822 811 808 836 889 831 911 824 821 787 777 764 762 755 766 791 732 776 855 847 818 851 854 885 807 815 796 743 748 724 755 642 738 712 766 764 736 672 686 722 752 719 707 697 644 763 652 736 561 644 656 686 688 658 605 641 575 591 576 553 571 545 551 654 697 690 689 652 655 684 640 679 720 680 675 704 712 721 777 624 709 700 678 659 652 702 627 639 665 685 680 613 635 653 691 651 659 735 772 724 710 713 760 750 786 810 726 634 699 803 667 760 690 756 783 720 733 733 824 735 780 758 746 773 786 829 766 809 814 780 773 726 782 790 744 795 688 755 730 764 775 772 788 772 539 757 721 702 799 866 752 777 722 760 786 785 738 790 776 797 810 739 739 681 718 729 647 603 562 611 622 598 684 673 693 810 736 738 754 636 659 694 630 702 740 709 820 766 717 732 686 730 644 717 706 768 823 808 624 735 755 728 765 697 732 780 683 851 758 701 758 774 805 694 784 758 789 744 699 641 742 600 728 647 762 709 754 737 759 755 740 768 834 768 726 704 762 768 747 767 758 716 745 744 711 722 778 722 724 609 665 617 662 626 537 613 491 671 623 574 697 736 696 704 646 694 743 666 629 713 707 695 667 725 699 689 703 690 642 640 620 673 598 670 622 704 650 750 688 703 760 835 728 612 662 646 618 649 692 642 627 639 644 561 653 514 555 680 605 676 632 705 637 707 725 709 624 668 549 689 646 637 653 692 322 749 708 697 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1710 1568 1539 1393 1234 1015 943 836 683 755 755 919 1099 1282 1469 1649 1805 1861 1883 1921 1890 1857 1945 2013 2065 2156 2154 2146 2071 2097 2062 2142 2106 2266 2255 2139 2073 2076 2103 2197 2271 2303 2313 2310 2266 2304 2307 2328 2303 2359 2322 2332 2362 2366 2331 2233 2133 2062 2119 2203 2283 2341 2429 2404 2321 2139 2035 1972 2000 2161 2286 2351 2334 2242 2177 2113 2135 2196 2135 2113 2024 2013 1981 2138 2227 2222 2165 2208 2124 2076 2092 2036 2045 2184 2269 2249 2243 2263 2224 2354 2448 2386 2413 2380 2228 2208 2157 2049 1909 1830 1820 1906 2048 2168 2240 2231 2239 2310 2340 2409 2491 2442 2376 2375 2349 2408 2394 2440 2375 2358 2234 2291 2192 2114 2184 2223 2363 2437 2475 2403 2325 2191 2222 2252 2309 2376 2347 2354 2327 2299 2196 2276 2264 2332 2366 2456 2489 2494 2467 2406 2400 2330 2267 2226 2168 2150 2180 2193 2225 2261 2250 2246 2239 2227 2155 2214 2238 2167 2295 2376 2360 2310 2189 2138 2045 2082 2072 2130 2203 2294 2363 2379 2416 2387 2415 2387 2329 2326 2300 2284 2392 2403 2365 2213 1977 1847 1891 1982 2232 2334 2320 2272 2185 2151 2107 2152 2202 2230 2295 2337 2258 2175 2185 2100 2116 2146 2156 2247 2205 2227 2154 2105 2043 2122 2243 2324 2367 2271 2190 2048 1947 1826 1827 2004 2109 2192 2203 2229 2149 2156 2141 2100 2065 1921 1920 1941 1995 2053 2102 2031 1879 1740 1628 1546 1519 1531 1592 1521 1496 1455 1492 1549 1707 1866 2115 2321 2471 2561 2487 2306 2139 1976 1937 1905 2119 2296 2417 2422 2412 2380 2230 2163 1944 1742 1755 1766 1951 2138 2243 2277 2305 2250 2158 2112 2131 2176 2313 2282 2368 2377 2379 2427 2538 2484 2434 2451 2331 2420 2343 2297 2193 2203 2295 2310 2351 2341 2144 1982 1189 1862 1991 2121 2172 2201 2154 2126 2223 2277 2327 2305 2300 2269 2218 2114 2153 2111 2112 2276 2382 2470 2490 2459 2356 2299 2309 2485 2506 2502 2469 2487 2412 2560 2444 2454 2445 2426 2406 2326 2363 2434 2401 2485 2492 2443 2372 2419 2405 2445 2497 2430 2477 2469 2396 2293 2217 2201 2208 2218 2221 2283 2339 2451 2436 2462 2441 2455 2458 2514 2596 2585 2625 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