File name: Pandora63s1_LaPorteTX_20231201_L1_smca1c9d20230718p1-8.txt
File generation date: 20250505T115727.4Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c9d20230718p1-8
Local principal investigator: Tom Hanisco
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 63
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora63_OF_v2d20210219.txt
Instrument calibration file used: Pandora63s1_CF_v9d20230718.txt
Level 0 file used: Pandora63s1_LaPorteTX_20231201_L0.txt
Full location name: University Of Houston Trailer
Short location name: LaPorteTX
Country of location: United States
Location latitude [deg]: 29.6721
Location longitude [deg]: -95.0647
Location altitude [m]: 22
Local noon date: 20231201
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]: 285.1116 285.2544 285.3973 285.5401 285.6830 285.8258 285.9686 286.1114 286.2542 286.3969 286.5397 286.6825 286.8252 286.9679 287.1107 287.2534 287.3961 287.5387 287.6814 287.8241 287.9667 288.1094 288.2520 288.3946 288.5372 288.6798 288.8224 288.9650 289.1075 289.2501 289.3926 289.5352 289.6777 289.8202 289.9627 290.1051 290.2476 290.3901 290.5325 290.6750 290.8174 290.9598 291.1022 291.2446 291.3870 291.5294 291.6717 291.8141 291.9564 292.0987 292.2410 292.3833 292.5256 292.6679 292.8102 292.9524 293.0947 293.2369 293.3791 293.5214 293.6636 293.8058 293.9479 294.0901 294.2323 294.3744 294.5165 294.6587 294.8008 294.9429 295.0850 295.2271 295.3691 295.5112 295.6532 295.7953 295.9373 296.0793 296.2213 296.3633 296.5053 296.6473 296.7892 296.9312 297.0731 297.2150 297.3569 297.4988 297.6407 297.7826 297.9245 298.0663 298.2082 298.3500 298.4919 298.6337 298.7755 298.9173 299.0591 299.2008 299.3426 299.4843 299.6261 299.7678 299.9095 300.0512 300.1929 300.3346 300.4763 300.6179 300.7596 300.9012 301.0429 301.1845 301.3261 301.4677 301.6093 301.7508 301.8924 302.0340 302.1755 302.3170 302.4585 302.6000 302.7415 302.8830 303.0245 303.1660 303.3074 303.4489 303.5903 303.7317 303.8731 304.0145 304.1559 304.2973 304.4387 304.5800 304.7214 304.8627 305.0040 305.1453 305.2866 305.4279 305.5692 305.7105 305.8517 305.9930 306.1342 306.2754 306.4166 306.5578 306.6990 306.8402 306.9814 307.1225 307.2637 307.4048 307.5459 307.6870 307.8281 307.9692 308.1103 308.2514 308.3924 308.5335 308.6745 308.8156 308.9566 309.0976 309.2386 309.3795 309.5205 309.6615 309.8024 309.9434 310.0843 310.2252 310.3661 310.5070 310.6479 310.7888 310.9296 311.0705 311.2113 311.3521 311.4930 311.6338 311.7746 311.9154 312.0561 312.1969 312.3376 312.4784 312.6191 312.7598 312.9005 313.0412 313.1819 313.3226 313.4633 313.6039 313.7446 313.8852 314.0258 314.1664 314.3070 314.4476 314.5882 314.7287 314.8693 315.0098 315.1504 315.2909 315.4314 315.5719 315.7124 315.8529 315.9933 316.1338 316.2742 316.4147 316.5551 316.6955 316.8359 316.9763 317.1167 317.2570 317.3974 317.5377 317.6781 317.8184 317.9587 318.0990 318.2393 318.3796 318.5198 318.6601 318.8003 318.9406 319.0808 319.2210 319.3612 319.5014 319.6416 319.7817 319.9219 320.0621 320.2022 320.3423 320.4824 320.6225 320.7626 320.9027 321.0428 321.1828 321.3229 321.4629 321.6029 321.7429 321.8829 322.0229 322.1629 322.3029 322.4428 322.5828 322.7227 322.8626 323.0025 323.1424 323.2823 323.4222 323.5621 323.7019 323.8418 323.9816 324.1214 324.2613 324.4011 324.5408 324.6806 324.8204 324.9601 325.0999 325.2396 325.3794 325.5191 325.6588 325.7985 325.9381 326.0778 326.2175 326.3571 326.4967 326.6363 326.7760 326.9156 327.0551 327.1947 327.3343 327.4738 327.6134 327.7529 327.8924 328.0319 328.1714 328.3109 328.4504 328.5899 328.7293 328.8688 329.0082 329.1476 329.2870 329.4264 329.5658 329.7052 329.8445 329.9839 330.1232 330.2626 330.4019 330.5412 330.6805 330.8198 330.9590 331.0983 331.2375 331.3768 331.5160 331.6552 331.7944 331.9336 332.0728 332.2120 332.3511 332.4903 332.6294 332.7685 332.9076 333.0467 333.1858 333.3249 333.4640 333.6030 333.7421 333.8811 334.0201 334.1591 334.2981 334.4371 334.5761 334.7151 334.8540 334.9930 335.1319 335.2708 335.4097 335.5486 335.6875 335.8264 335.9652 336.1041 336.2429 336.3817 336.5205 336.6594 336.7981 336.9369 337.0757 337.2144 337.3532 337.4919 337.6306 337.7694 337.9081 338.0467 338.1854 338.3241 338.4627 338.6014 338.7400 338.8786 339.0172 339.1558 339.2944 339.4330 339.5715 339.7101 339.8486 339.9872 340.1257 340.2642 340.4027 340.5411 340.6796 340.8181 340.9565 341.0949 341.2334 341.3718 341.5102 341.6485 341.7869 341.9253 342.0636 342.2020 342.3403 342.4786 342.6169 342.7552 342.8935 343.0318 343.1700 343.3083 343.4465 343.5847 343.7229 343.8611 343.9993 344.1375 344.2756 344.4138 344.5519 344.6900 344.8282 344.9663 345.1044 345.2424 345.3805 345.5186 345.6566 345.7946 345.9327 346.0707 346.2087 346.3466 346.4846 346.6226 346.7605 346.8985 347.0364 347.1743 347.3122 347.4501 347.5880 347.7258 347.8637 348.0015 348.1394 348.2772 348.4150 348.5528 348.6906 348.8283 348.9661 349.1038 349.2416 349.3793 349.5170 349.6547 349.7924 349.9301 350.0677 350.2054 350.3430 350.4806 350.6183 350.7559 350.8935 351.0310 351.1686 351.3062 351.4437 351.5812 351.7187 351.8562 351.9937 352.1312 352.2687 352.4062 352.5436 352.6810 352.8185 352.9559 353.0933 353.2306 353.3680 353.5054 353.6427 353.7801 353.9174 354.0547 354.1920 354.3293 354.4666 354.6038 354.7411 354.8783 355.0155 355.1528 355.2900 355.4272 355.5643 355.7015 355.8386 355.9758 356.1129 356.2500 356.3871 356.5242 356.6613 356.7984 356.9354 357.0725 357.2095 357.3465 357.4835 357.6205 357.7575 357.8945 358.0314 358.1684 358.3053 358.4422 358.5791 358.7160 358.8529 358.9898 359.1267 359.2635 359.4003 359.5372 359.6740 359.8108 359.9476 360.0843 360.2211 360.3578 360.4946 360.6313 360.7680 360.9047 361.0414 361.1781 361.3147 361.4514 361.5880 361.7246 361.8612 361.9978 362.1344 362.2710 362.4076 362.5441 362.6806 362.8172 362.9537 363.0902 363.2267 363.3631 363.4996 363.6360 363.7725 363.9089 364.0453 364.1817 364.3181 364.4545 364.5908 364.7272 364.8635 364.9998 365.1361 365.2724 365.4087 365.5450 365.6813 365.8175 365.9537 366.0900 366.2262 366.3624 366.4986 366.6347 366.7709 366.9070 367.0432 367.1793 367.3154 367.4515 367.5876 367.7236 367.8597 367.9957 368.1318 368.2678 368.4038 368.5398 368.6758 368.8117 368.9477 369.0836 369.2196 369.3555 369.4914 369.6273 369.7632 369.8990 370.0349 370.1707 370.3066 370.4424 370.5782 370.7140 370.8497 370.9855 371.1213 371.2570 371.3927 371.5284 371.6641 371.7998 371.9355 372.0712 372.2068 372.3424 372.4781 372.6137 372.7493 372.8849 373.0204 373.1560 373.2915 373.4271 373.5626 373.6981 373.8336 373.9691 374.1045 374.2400 374.3754 374.5109 374.6463 374.7817 374.9171 375.0525 375.1878 375.3232 375.4585 375.5938 375.7291 375.8644 375.9997 376.1350 376.2703 376.4055 376.5407 376.6760 376.8112 376.9464 377.0816 377.2167 377.3519 377.4870 377.6222 377.7573 377.8924 378.0275 378.1625 378.2976 378.4327 378.5677 378.7027 378.8377 378.9727 379.1077 379.2427 379.3777 379.5126 379.6475 379.7825 379.9174 380.0523 380.1871 380.3220 380.4569 380.5917 380.7265 380.8614 380.9962 381.1309 381.2657 381.4005 381.5352 381.6700 381.8047 381.9394 382.0741 382.2088 382.3434 382.4781 382.6127 382.7474 382.8820 383.0166 383.1512 383.2858 383.4203 383.5549 383.6894 383.8239 383.9585 384.0930 384.2274 384.3619 384.4964 384.6308 384.7652 384.8997 385.0341 385.1685 385.3028 385.4372 385.5715 385.7059 385.8402 385.9745 386.1088 386.2431 386.3774 386.5116 386.6459 386.7801 386.9143 387.0485 387.1827 387.3169 387.4511 387.5852 387.7193 387.8535 387.9876 388.1217 388.2558 388.3898 388.5239 388.6579 388.7919 388.9260 389.0600 389.1940 389.3279 389.4619 389.5958 389.7298 389.8637 389.9976 390.1315 390.2654 390.3992 390.5331 390.6669 390.8008 390.9346 391.0684 391.2022 391.3359 391.4697 391.6034 391.7372 391.8709 392.0046 392.1383 392.2720 392.4056 392.5393 392.6729 392.8065 392.9401 393.0737 393.2073 393.3409 393.4744 393.6080 393.7415 393.8750 394.0085 394.1420 394.2755 394.4089 394.5424 394.6758 394.8092 394.9426 395.0760 395.2094 395.3428 395.4761 395.6095 395.7428 395.8761 396.0094 396.1427 396.2759 396.4092 396.5424 396.6757 396.8089 396.9421 397.0753 397.2084 397.3416 397.4747 397.6079 397.7410 397.8741 398.0072 398.1402 398.2733 398.4064 398.5394 398.6724 398.8054 398.9384 399.0714 399.2043 399.3373 399.4702 399.6032 399.7361 399.8690 400.0018 400.1347 400.2676 400.4004 400.5332 400.6660 400.7988 400.9316 401.0644 401.1972 401.3299 401.4626 401.5953 401.7280 401.8607 401.9934 402.1261 402.2587 402.3913 402.5240 402.6566 402.7892 402.9217 403.0543 403.1868 403.3194 403.4519 403.5844 403.7169 403.8494 403.9818 404.1143 404.2467 404.3791 404.5116 404.6439 404.7763 404.9087 405.0410 405.1734 405.3057 405.4380 405.5703 405.7026 405.8349 405.9671 406.0994 406.2316 406.3638 406.4960 406.6282 406.7604 406.8925 407.0246 407.1568 407.2889 407.4210 407.5531 407.6851 407.8172 407.9492 408.0813 408.2133 408.3453 408.4773 408.6093 408.7412 408.8732 409.0051 409.1370 409.2689 409.4008 409.5327 409.6645 409.7964 409.9282 410.0600 410.1918 410.3236 410.4554 410.5872 410.7189 410.8506 410.9823 411.1141 411.2457 411.3774 411.5091 411.6407 411.7724 411.9040 412.0356 412.1672 412.2987 412.4303 412.5619 412.6934 412.8249 412.9564 413.0879 413.2194 413.3508 413.4823 413.6137 413.7451 413.8766 414.0079 414.1393 414.2707 414.4020 414.5334 414.6647 414.7960 414.9273 415.0586 415.1898 415.3211 415.4523 415.5835 415.7147 415.8459 415.9771 416.1083 416.2394 416.3705 416.5017 416.6328 416.7638 416.8949 417.0260 417.1570 417.2881 417.4191 417.5501 417.6811 417.8121 417.9430 418.0740 418.2049 418.3358 418.4667 418.5976 418.7285 418.8593 418.9902 419.1210 419.2518 419.3826 419.5134 419.6442 419.7750 419.9057 420.0364 420.1671 420.2979 420.4285 420.5592 420.6899 420.8205 420.9511 421.0818 421.2124 421.3429 421.4735 421.6041 421.7346 421.8651 421.9957 422.1262 422.2566 422.3871 422.5176 422.6480 422.7784 422.9088 423.0392 423.1696 423.3000 423.4303 423.5607 423.6910 423.8213 423.9516 424.0819 424.2122 424.3424 424.4726 424.6029 424.7331 424.8633 424.9935 425.1236 425.2538 425.3839 425.5140 425.6441 425.7742 425.9043 426.0344 426.1644 426.2944 426.4245 426.5545 426.6844 426.8144 426.9444 427.0743 427.2043 427.3342 427.4641 427.5940 427.7238 427.8537 427.9835 428.1134 428.2432 428.3730 428.5028 428.6325 428.7623 428.8920 429.0217 429.1515 429.2812 429.4108 429.5405 429.6702 429.7998 429.9294 430.0590 430.1886 430.3182 430.4478 430.5773 430.7068 430.8364 430.9659 431.0953 431.2248 431.3543 431.4837 431.6132 431.7426 431.8720 432.0014 432.1307 432.2601 432.3894 432.5188 432.6481 432.7774 432.9067 433.0359 433.1652 433.2944 433.4236 433.5528 433.6820 433.8112 433.9404 434.0695 434.1987 434.3278 434.4569 434.5860 434.7151 434.8441 434.9732 435.1022 435.2312 435.3602 435.4892 435.6182 435.7471 435.8761 436.0050 436.1339 436.2628 436.3917 436.5206 436.6494 436.7782 436.9071 437.0359 437.1647 437.2935 437.4222 437.5510 437.6797 437.8084 437.9371 438.0658 438.1945 438.3231 438.4518 438.5804 438.7090 438.8376 438.9662 439.0948 439.2233 439.3519 439.4804 439.6089 439.7374 439.8659 439.9943 440.1228 440.2512 440.3796 440.5080 440.6364 440.7648 440.8932 441.0215 441.1498 441.2782 441.4065 441.5347 441.6630 441.7913 441.9195 442.0477 442.1759 442.3041 442.4323 442.5605 442.6886 442.8168 442.9449 443.0730 443.2011 443.3291 443.4572 443.5852 443.7133 443.8413 443.9693 444.0973 444.2252 444.3532 444.4811 444.6091 444.7370 444.8649 444.9927 445.1206 445.2484 445.3763 445.5041 445.6319 445.7597 445.8874 446.0152 446.1429 446.2707 446.3984 446.5261 446.6538 446.7814 446.9091 447.0367 447.1643 447.2919 447.4195 447.5471 447.6747 447.8022 447.9297 448.0572 448.1847 448.3122 448.4397 448.5672 448.6946 448.8220 448.9494 449.0768 449.2042 449.3316 449.4589 449.5862 449.7135 449.8408 449.9681 450.0954 450.2227 450.3499 450.4771 450.6043 450.7315 450.8587 450.9859 451.1130 451.2402 451.3673 451.4944 451.6215 451.7485 451.8756 452.0026 452.1297 452.2567 452.3837 452.5106 452.6376 452.7646 452.8915 453.0184 453.1453 453.2722 453.3991 453.5259 453.6528 453.7796 453.9064 454.0332 454.1600 454.2868 454.4135 454.5402 454.6670 454.7937 454.9204 455.0470 455.1737 455.3003 455.4270 455.5536 455.6802 455.8068 455.9333 456.0599 456.1864 456.3129 456.4394 456.5659 456.6924 456.8188 456.9453 457.0717 457.1981 457.3245 457.4509 457.5773 457.7036 457.8300 457.9563 458.0826 458.2089 458.3351 458.4614 458.5876 458.7139 458.8401 458.9663 459.0924 459.2186 459.3448 459.4709 459.5970 459.7231 459.8492 459.9753 460.1013 460.2274 460.3534 460.4794 460.6054 460.7314 460.8573 460.9833 461.1092 461.2351 461.3610 461.4869 461.6128 461.7386 461.8645 461.9903 462.1161 462.2419 462.3677 462.4934 462.6192 462.7449 462.8706 462.9963 463.1220 463.2477 463.3733 463.4990 463.6246 463.7502 463.8758 464.0013 464.1269 464.2524 464.3780 464.5035 464.6290 464.7545 464.8799 465.0054 465.1308 465.2562 465.3816 465.5070 465.6324 465.7577 465.8831 466.0084 466.1337 466.2590 466.3843 466.5095 466.6348 466.7600 466.8852 467.0104 467.1356 467.2608 467.3859 467.5110 467.6362 467.7613 467.8864 468.0114 468.1365 468.2615 468.3865 468.5116 468.6365 468.7615 468.8865 469.0114 469.1364 469.2613 469.3862 469.5111 469.6359 469.7608 469.8856 470.0104 470.1352 470.2600 470.3848 470.5095 470.6343 470.7590 470.8837 471.0084 471.1331 471.2578 471.3824 471.5070 471.6316 471.7562 471.8808 472.0054 472.1299 472.2545 472.3790 472.5035 472.6280 472.7525 472.8769 473.0013 473.1258 473.2502 473.3746 473.4989 473.6233 473.7477 473.8720 473.9963 474.1206 474.2449 474.3691 474.4934 474.6176 474.7418 474.8660 474.9902 475.1144 475.2385 475.3627 475.4868 475.6109 475.7350 475.8591 475.9831 476.1072 476.2312 476.3552 476.4792 476.6032 476.7271 476.8511 476.9750 477.0989 477.2228 477.3467 477.4706 477.5944 477.7182 477.8421 477.9659 478.0896 478.2134 478.3372 478.4609 478.5846 478.7083 478.8320 478.9557 479.0793 479.2030 479.3266 479.4502 479.5738 479.6974 479.8209 479.9445 480.0680 480.1915 480.3150 480.4385 480.5620 480.6854 480.8089 480.9323 481.0557 481.1790 481.3024 481.4258 481.5491 481.6724 481.7957 481.9190 482.0423 482.1655 482.2888 482.4120 482.5352 482.6584 482.7816 482.9047 483.0279 483.1510 483.2741 483.3972 483.5203 483.6433 483.7664 483.8894 484.0124 484.1354 484.2584 484.3813 484.5043 484.6272 484.7501 484.8730 484.9959 485.1188 485.2416 485.3644 485.4873 485.6101 485.7328 485.8556 485.9784 486.1011 486.2238 486.3465 486.4692 486.5919 486.7145 486.8372 486.9598 487.0824 487.2050 487.3275 487.4501 487.5726 487.6952 487.8177 487.9402 488.0626 488.1851 488.3075 488.4300 488.5524 488.6748 488.7971 488.9195 489.0418 489.1642 489.2865 489.4088 489.5310 489.6533 489.7755 489.8978 490.0200 490.1422 490.2644 490.3865 490.5087 490.6308 490.7529 490.8750 490.9971 491.1191 491.2412 491.3632 491.4852 491.6072 491.7292 491.8512 491.9731 492.0951 492.2170 492.3389 492.4607 492.5826 492.7045 492.8263 492.9481 493.0699 493.1917 493.3135 493.4352 493.5569 493.6787 493.8004 493.9220 494.0437 494.1654 494.2870 494.4086 494.5302 494.6518 494.7734 494.8949 495.0165 495.1380 495.2595 495.3810 495.5024 495.6239 495.7453 495.8667 495.9881 496.1095 496.2309 496.3522 496.4736 496.5949 496.7162 496.8375 496.9587 497.0800 497.2012 497.3225 497.4437 497.5648 497.6860 497.8072 497.9283 498.0494 498.1705 498.2916 498.4127 498.5337 498.6548 498.7758 498.8968 499.0178 499.1387 499.2597 499.3806 499.5015 499.6224 499.7433 499.8642 499.9850 500.1059 500.2267 500.3475 500.4683 500.5890 500.7098 500.8305 500.9512 501.0719 501.1926 501.3133 501.4339 501.5546 501.6752 501.7958 501.9164 502.0369 502.1575 502.2780 502.3985 502.5190 502.6395 502.7600 502.8804 503.0009 503.1213 503.2417 503.3620 503.4824 503.6028 503.7231 503.8434 503.9637 504.0840 504.2042 504.3245 504.4447 504.5649 504.6851 504.8053 504.9255 505.0456 505.1657 505.2858 505.4059 505.5260 505.6461 505.7661 505.8861 506.0061 506.1261 506.2461 506.3661 506.4860 506.6059 506.7258 506.8457 506.9656 507.0854 507.2053 507.3251 507.4449 507.5647 507.6845 507.8042 507.9239 508.0437 508.1634 508.2831 508.4027 508.5224 508.6420 508.7616 508.8812 509.0008 509.1204 509.2399 509.3595 509.4790 509.5985 509.7179 509.8374 509.9568 510.0763 510.1957 510.3151 510.4345 510.5538 510.6732 510.7925 510.9118 511.0311 511.1504 511.2696 511.3889 511.5081 511.6273 511.7465 511.8657 511.9848 512.1039 512.2231 512.3422 512.4613 512.5803 512.6994 512.8184 512.9374 513.0564 513.1754 513.2944 513.4133 513.5322 513.6512 513.7701 513.8889 514.0078 514.1266 514.2455 514.3643 514.4831 514.6019 514.7206 514.8394 514.9581 515.0768 515.1955 515.3141 515.4328 515.5514 515.6701 515.7887 515.9072 516.0258 516.1444 516.2629 516.3814 516.4999 516.6184 516.7369 516.8553 516.9737 517.0921 517.2105 517.3289 517.4473 517.5656 517.6839 517.8023 517.9205 518.0388 518.1571 518.2753 518.3935 518.5117 518.6299 518.7481 518.8662 518.9844 519.1025 519.2206 519.3387 519.4567 519.5748 519.6928 519.8108 519.9288 520.0468 520.1648 520.2827 520.4006 520.5185 520.6364 520.7543 520.8722 520.9900 521.1078 521.2256 521.3434 521.4612 521.5789 521.6967 521.8144 521.9321 522.0498 522.1674 522.2851 522.4027 522.5203 522.6379 522.7555 522.8730 522.9906 523.1081 523.2256 523.3431 523.4606 523.5780 523.6955 523.8129 523.9303 524.0477 524.1650 524.2824 524.3997 524.5170 524.6343 524.7516 524.8688 524.9861 525.1033 525.2205 525.3377 525.4549 525.5720 525.6892 525.8063 525.9234 526.0405 526.1575 526.2746 526.3916 526.5086 526.6256 526.7426 526.8596 526.9765 527.0934 527.2103 527.3272 527.4441 527.5610 527.6778 527.7946 527.9114 528.0282 528.1450 528.2617 528.3784 528.4952 528.6119 528.7285 528.8452 528.9618 529.0785 529.1951 529.3117 529.4282 529.5448 529.6613 529.7778 529.8943 530.0108 530.1273 530.2437 530.3602 530.4766 530.5930 530.7094 530.8257 530.9421 531.0584 531.1747 531.2910 531.4072 531.5235 531.6397 531.7559 531.8721 531.9883 532.1045 532.2206 532.3368 532.4529 532.5690 532.6850 532.8011 532.9171 533.0332 533.1492 533.2652 533.3811 533.4971 533.6130 533.7289 533.8448 533.9607 534.0766 534.1924 534.3082 534.4240 534.5398 534.6556 534.7714 534.8871 535.0028 535.1185 535.2342 535.3499 535.4655 535.5812 535.6968 535.8124 535.9279 536.0435 536.1590 536.2746 536.3901 536.5056 536.6210 536.7365 536.8519 536.9673 537.0827 537.1981 537.3135 537.4288 537.5441 537.6594 537.7747 537.8900 538.0053 538.1205 538.2357 538.3509 538.4661 538.5813 538.6964 538.8116 538.9267 539.0418 539.1568 539.2719 539.3869 539.5020 539.6170 539.7320 539.8469 539.9619 540.0768 540.1917 540.3066 540.4215 540.5364 540.6512 540.7660 540.8808 540.9956 541.1104 541.2252 541.3399 541.4546 541.5693 541.6840 541.7987 541.9133 542.0279 542.1426 542.2572 542.3717 542.4863 542.6008 542.7153 542.8299 542.9443 543.0588 543.1733 543.2877 543.4021 543.5165 543.6309 543.7452 543.8596 543.9739 544.0882 544.2025 544.3168 544.4310 544.5453 544.6595 544.7737 544.8879 545.0020 545.1162 545.2303 545.3444 545.4585 545.5726 545.6866 545.8007 545.9147 546.0287 546.1427 546.2566 546.3706 546.4845 546.5984 546.7123 546.8262 546.9401 547.0539 547.1677 547.2815 547.3953 547.5091 547.6228 547.7366 547.8503 547.9640 548.0777 548.1913 548.3050 548.4186 548.5322 548.6458 548.7594 548.8729 548.9865 549.1000 549.2135 549.3270 549.4404 549.5539 549.6673 549.7807 549.8941 550.0075 550.1209
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 51: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 52: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 53: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 54: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 60: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 61: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 62: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 63: Mean wavelength correction applied [%], -9=no wavelength correction
Column 64: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 65: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 66: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 67: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 68: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 69: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 70: Temperature at electronics board [°C], 999=no temperature signal
Column 71: Spectrometer control temperature [°C], 999=no temperature signal
Column 72: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 73: Temperature in head sensor [°C], 999=no temperature signal
Column 74: Humidity in head sensor [%], -9=no humidity signal
Column 75: Pressure in head sensor [hPa], -9=no pressure signal
Column 76: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 77: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 78: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 79-2126: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2127-4174: Atmospheric variability of L1 data for each pixel [%], 101=no atmospheric variability was measured and pixel is inside the range of the filter, 102=no atmospheric variability was measured and pixel is outside the range of the filter, 103=atmospheric variability was measured, but pixel is outside the range of the filter, 104=saturated data, 109=no atmospheric variability was determined since no dark correction was attempted
Columns 4175-6222: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
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SO 20231201T165150.3Z 8735.702666 1418 1 32.34 2 1901.960 17 4 0 1 4 0.00 1 0.00 1 -1.00 507 1 10 0 0 22.19 4 0 0 1392 7.729e+02 2.239e+00 7.848e+02 4.491e+00 19 3.070e+01 2.048e+01 -1.113e+00 3.073e+01 1.275e+00 10 4 2 853 3.74e+01 2.144e-30 2.834e-31 4.450e+01 7.680e-02 9.699e+02 3.748e-01 1 0.58 -1.00 93.54 43.12 12.08 2.90 1.26 0.57 0 2.737e-02 1844 -9 -9.00 -9.00 -9.00 -9.00 0.00095 4.17237e-03 8.03747e-05 22.19 15.01 18.51 30.63 20.7 1024.20 3.287e+07 10 3 0 0 0 0 0 0 0 -130 111 126 121 77 278 87 197 184 31 -4 111 -198 199 173 47 -315 -9 72 -22 39 40 45 -1 -19 -26 32 -51 -59 3 -72 -62 -138 -76 -117 -81 -147 -91 -170 -117 -115 -139 -171 -161 -143 -101 -130 -129 -149 -137 -140 -120 -130 -136 -128 -125 -87 -110 -125 -124 -113 -131 -104 -113 -94 -106 -87 -126 -114 -109 -120 -109 -107 -89 -76 -87 -113 -86 -106 -82 -104 -99 -101 -72 -91 -77 -76 -78 -75 -87 -67 -82 -67 -31 -78 -70 -80 -78 -71 -78 -72 -39 -49 -72 -51 -53 -54 -49 -49 -38 7 -13 -27 -26 -17 11 7 -15 41 34 41 40 61 72 83 55 45 62 103 113 109 123 147 173 184 193 223 194 156 160 168 222 227 245 270 270 312 361 395 440 435 426 463 483 505 465 500 515 562 567 535 515 517 492 528 569 638 630 570 611 692 812 910 1049 1103 1109 1120 1123 1165 1173 1116 1099 1100 1104 1198 1237 1307 1326 1365 1372 1384 1386 1386 1393 1453 1542 1664 1686 1586 1454 1409 1469 1636 1775 1854 1835 1787 1732 1574 1447 1389 1406 1534 1711 1844 1993 2042 2128 2271 2415 2445 2442 2375 2244 2092 1925 1865 1967 2107 2268 2440 2586 2608 2464 2290 2190 2249 2440 2544 2630 2747 2835 2923 3046 3122 3000 2838 2646 2506 2514 2577 2716 2868 2922 2889 2799 2752 2623 2537 2429 2419 2566 2738 2830 2870 2890 3010 3162 3292 3352 3395 3432 3423 3303 3196 3175 3269 3433 3659 3914 4103 4285 4435 4435 4413 4372 4399 4454 4568 4494 4377 4339 4350 4362 4341 4206 4132 4095 4156 4251 4223 4178 4274 4517 4830 5084 5250 5286 5326 5367 5444 5403 5253 5041 4675 4506 4538 4615 4761 4776 4694 4649 4714 4846 5006 5012 4914 4772 4787 4918 4981 4916 4864 4889 4959 4853 4619 4499 4492 4654 4795 4926 5163 5272 5318 5099 4914 4951 5117 5407 5551 5509 5193 4616 4037 3898 4275 4715 4970 4772 4432 4166 4067 4232 4607 5038 5313 5181 4888 4738 4803 5093 5350 5400 5474 5470 5293 5067 4983 5070 5410 5777 6070 6121 6047 5836 5648 5495 5413 5361 5430 5431 5256 5102 5045 5296 5728 5961 5925 5758 5589 5505 5629 5875 6010 6051 5917 5776 5698 5627 5461 4927 4422 4130 4089 4360 4739 5120 5465 5768 5775 5830 5807 5817 5693 5396 5113 5073 5304 5528 5714 5772 5906 6049 6065 5813 5411 5010 4980 5195 5549 5836 5756 5602 5592 5759 5802 5680 5399 5159 5287 5443 5409 5494 5777 6172 6641 6899 6805 6693 6552 6429 6301 6148 5856 5676 5798 6125 6523 6635 6364 5957 5518 5213 5157 5519 5975 6389 6448 6550 6592 6738 6865 6971 6923 6903 6900 6947 7065 7069 7067 6552 7054 6866 6572 6445 6437 6466 6542 6543 6720 6686 6194 5736 5311 5021 5054 5045 5249 5640 5934 5946 5688 5153 4636 4452 4357 4413 4477 4641 5178 5885 6308 6602 6816 6988 7261 7424 7434 7174 6760 6289 6040 5896 5587 5563 5672 5962 6373 6526 6301 5846 5509 5532 6034 6615 7109 7538 7780 7661 6877 6232 5899 5980 6465 6788 7220 7507 7600 7418 7030 6740 6388 6345 6409 6758 7321 7780 8061 8204 8372 8515 8593 8529 8336 8240 8161 8080 7945 7898 8102 8240 8446 8365 8070 7776 7391 7316 7495 7705 7685 7452 7207 7380 7896 8409 8603 8536 8330 8381 8701 8956 8956 8681 7988 7319 6890 6789 7066 7623 8327 9000 9271 9243 8698 7584 6663 6053 6278 7138 7795 7895 7999 7752 7588 7070 6085 5358 5134 5620 6561 7413 7740 7442 6714 6155 5728 5435 5764 6382 7373 8445 8871 8453 7751 7271 7197 7482 7699 7708 7572 7680 7747 7859 8406 8735 9050 9324 9405 9505 9756 9927 10104 10148 9736 9171 8479 8016 8074 8125 8033 7825 7516 7098 7049 7342 7850 8730 9158 9099 8917 8860 8981 9142 8945 8313 7461 7070 7061 6885 6709 6603 6404 6247 5903 5428 5288 5528 5539 5378 5247 5262 5416 5432 5378 5477 6106 6973 7643 8024 8203 8030 7871 7899 7802 7860 7653 7306 6818 6408 6463 7024 7775 8381 8401 8151 7846 7342 6879 6808 7336 8019 8136 7848 7556 7185 7266 7544 7448 7421 7268 7094 7607 8267 8841 9147 9265 9410 9393 9490 9516 9221 9121 8708 8713 9100 9577 10179 10488 10516 10489 10366 10080 9713 9175 8716 8407 8397 8329 7936 7135 6147 5233 4499 3933 3710 3925 4537 5550 6524 7194 7581 7758 8224 8687 9187 9776 10034 10113 10228 10243 9987 10034 10010 9631 8942 8058 7141 6392 5687 4840 4388 4565 5328 6323 7440 8421 9372 10289 11028 11489 11662 11610 11586 11651 12037 12310 12641 12875 12957 12981 12810 12480 12626 12831 13234 13677 13424 12814 12579 12516 12955 13586 13843 13856 13996 14016 13783 13919 13923 14045 14255 14049 14021 14221 14231 14348 13752 13095 12511 12484 13056 13805 14379 14612 14553 14365 13681 12651 11998 12084 12874 14024 14362 14131 13756 13423 13189 12985 13247 13379 13143 12669 12429 12306 12915 13710 13700 13449 13418 13382 13429 13270 12856 12975 13630 14226 14422 14163 14088 14412 14937 15301 15183 14917 14710 14300 13956 13569 13049 12297 11673 11551 11973 13000 13856 14260 14385 14440 14596 14939 15361 15636 15495 15229 15101 14906 15019 15252 15105 14994 14870 14748 14524 14159 13858 13904 14401 15023 15666 15896 15722 14888 14293 14136 14422 15091 15233 15202 15035 14824 14647 14501 14424 14750 15090 15474 15822 15995 16083 15831 15449 15344 15158 14838 14376 14007 13948 14245 14515 14749 14739 14727 14683 14643 14583 14359 14373 14429 14720 15350 15556 15308 15039 14291 13834 13801 13691 14152 14512 14975 15542 15788 15813 15897 15926 15940 15673 15290 15052 15022 15578 15921 15747 15189 13963 12631 12413 13044 14296 15502 15598 15347 14722 14421 14284 14322 14836 15021 15313 15639 15519 15287 14764 14070 14160 14562 14620 14921 15113 15010 14851 14328 14019 14384 15123 15924 15966 15612 15025 13916 13158 12763 12785 13642 14435 14979 15093 14902 14694 14679 14606 14328 14104 13505 13296 13366 13595 13912 14074 13582 12806 11820 11024 10629 10629 10936 11061 10892 10528 10348 10452 11135 12277 13561 15113 16312 17142 17285 16914 16057 14704 13545 13169 13837 15078 16172 16596 16624 16586 16496 15774 14767 13369 12409 12573 13143 14319 15345 15866 16357 16473 15906 15425 15128 15177 15830 16312 16309 16509 16739 16943 17294 17533 17318 17128 16875 16571 16526 16346 15889 15667 15722 16092 16421 16517 15781 14381 13524 13416 14008 15054 15528 15670 15755 15856 15939 16336 16588 16676 16648 16435 16207 15580 15353 15419 15489 16117 16878 17463 17871 17602 17140 16810 16827 17595 18131 18129 18003 17643 17447 17593 17809 17767 17738 17795 17455 17126 17074 17236 17738 18218 18219 17771 17419 17477 17794 18062 18279 18147 18063 18031 17508 16941 16522 16251 16244 16533 16541 16891 17283 17633 17944 18000 17863 17882 18068 18452 18918 19059 19191 19148 18801 18260 17712 17680 18031 18714 19142 19076 18670 18468 18515 18584 18731 18653 18816 19054 19319 19445 19513 19762 19984 20306 20413 20284 20235 20148 20034 19825 19510 19427 19318 19415 19524 19550 19530 19316 18930 18408 17919 17499 17404 17622 17786 17832 17933 18248 18777 19249 19532 19630 19479 19353 19258 19110 18814 18554 18455 18493 18631 18732 18800 18987 19273 19670 20071 20124 19978 19689 19428 19419 19638 19877 19885 19777 19764 19802 20025 20088 19904 19531 19123 18849 18683 18668 18797 18965 19312 19611 19658 19457 19326 19149 19122 19132 19197 19171 19177 19246 19260 19327 19506 19721 19945 20178 20198 20058 19892 19870 19919 19958 19971 20016 20072 20141 20233 20190 20197 20156 20105 20020 20119 20015 19966 19870 19785 19573 19449 19424 19517 19677 19727 19566 19199 18818 18737 18924 19289 19566 19707 19621 19551 19638 19896 20195 20326 20158 19787 19367 18668 18204 18098 18246 18744 19211 19474 19627 19740 19684 19572 19277 19147 19181 19385 19624 19770 19826 19743 19673 19567 19591 19586 19755 19810 19672 19396 19161 18751 18491 18494 18576 18764 18832 18917 18990 19217 19339 19466 19527 19635 19897 20201 20525 20531 20538 20533 20486 20316 20011 19520 19232 19065 19229 19425 19539 19542 19560 19651 19651 19818 20042 20091 20142 20236 20282 20257 20233 20190 20040 19808 19619 19481 19581 19736 19911 19887 19695 19441 19171 19009 19148 19396 19686 19953 20079 20194 20327 20477 20688 20747 20710 20685 20521 20332 20207 19975 19811 19776 19849 19869 20070 20348 20603 20805 20871 20671 20421 20261 20291 20378 20456 20435 20202 20193 20171 20260 20423 20512 20683 20762 20896 20940 21046 20997 20804 20524 20321 20242 20330 20459 20509 20460 20315 20294 20334 20389 20427 20431 20141 19967 19764 19728 19782 19941 20023 20040 19987 19865 19778 19612 19362 18970 18438 17958 17269 16384 15472 14941 15113 15910 17039 17980 18445 18544 18309 18061 18013 18239 18673 19126 19358 19601 19713 19793 19808 19558 19180 19022 18823 18505 18310 18330 18597 19247 19930 20604 20812 20755 20591 20490 20247 20112 20198 20264 20252 20120 19812 19495 19503 19637 19991 20156 19862 19126 18421 17930 17954 18371 18896 19398 19852 20119 20418 20511 20448 20088 19851 19656 19423 19199 19200 19251 19673 20159 20507 20614 20573 20582 20542 20633 20694 20614 20512 20263 19666 19153 19035 19450 19928 20463 20804 20659 20416 20269 20047 20016 20127 20233 20398 20641 20739 20595 20355 20115 19755 19261 18794 18571 18585 18954 19541 19967 20176 20145 20080 20070 20163 20224 20238 20096 19909 19562 19314 19141 18988 18769 18719 18906 19098 19357 19253 18982 18635 18415 18424 18487 18593 18785 18880 19028 19267 19238 19238 19232 19194 19274 19488 19744 19518 19662 19161 18728 18364 17995 17789 17767 18040 18638 19330 19752 19731 19532 19255 19113 19293 19606 19783 20043 20091 20194 20310 20362 20408 20211 19939 19645 19358 19335 19390 19530 19513 19435 19474 19370 19368 19212 18889 18597 18559 18646 18994 19336 19595 19862 19927 20071 20058 20183 20266 20172 19945 19580 19199 18983 19034 19333 19714 19859 19810 19725 19487 19401 19427 19555 19911 20075 20303 20353 20448 20504 20429 20233 20027 19624 19302 19178 19099 19135 19131 19339 19421 19453 19540 19599 19441 19253 19048 18794 18794 18773 18950 19069 19173 19217 19266 19288 19313 19372 19385 19418 19450 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