File name: Pandora138s1_Rome-IIA_20180713_L1_smca1c1d20180627p1-8.txt File generation date: 20250304T134513.9Z Data description: Level 1 file (corrected signals) Data file version: smca1c1d20180627p1-8 Local principal investigator: Martin Tiefengraber Network principal investigator: Alexander Cede Instrument type: Pandora Instrument number: 138 Spectrometer number: 1 Processing software version used: BlickP v1.8.74 Instrument operation file used: Pandora138_of_v2d20170512.txt Instrument calibration file used: Pandora138s1_CF_v1d20180627.txt Level 0 file used: Pandora138s1_Rome-IIA_20180713_L0.txt Full location name: CNR-IIA Montelibretti Rome Short location name: Rome-IIA Country of location: Italy Location latitude [deg]: 42.1057 Location longitude [deg]: 12.6402 Location altitude [m]: 92 Local noon date: 20180713 Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are dark map for dark correction (replaced by immediate dark method), latency correction, radiometric temperature correction, matrix method stray light correction (replaced by simple method) Data caveats: FieldCal for 2018 Data based on AnaLab session 9 Nominal wavelengths [nm]: 275.4156 275.5589 275.7022 275.8455 275.9887 276.1320 276.2752 276.4185 276.5617 276.7049 276.8481 276.9913 277.1345 277.2777 277.4209 277.5640 277.7072 277.8503 277.9934 278.1366 278.2797 278.4228 278.5659 278.7089 278.8520 278.9951 279.1381 279.2812 279.4242 279.5672 279.7102 279.8532 279.9962 280.1392 280.2821 280.4251 280.5680 280.7110 280.8539 280.9968 281.1397 281.2826 281.4255 281.5684 281.7112 281.8541 281.9969 282.1397 282.2826 282.4254 282.5682 282.7110 282.8537 282.9965 283.1393 283.2820 283.4248 283.5675 283.7102 283.8529 283.9956 284.1383 284.2810 284.4236 284.5663 284.7089 284.8515 284.9942 285.1368 285.2794 285.4220 285.5645 285.7071 285.8497 285.9922 286.1347 286.2773 286.4198 286.5623 286.7048 286.8473 286.9897 287.1322 287.2746 287.4171 287.5595 287.7019 287.8443 287.9867 288.1291 288.2715 288.4139 288.5562 288.6985 288.8409 288.9832 289.1255 289.2678 289.4101 289.5524 289.6946 289.8369 289.9791 290.1214 290.2636 290.4058 290.5480 290.6902 290.8324 290.9745 291.1167 291.2588 291.4010 291.5431 291.6852 291.8273 291.9694 292.1115 292.2535 292.3956 292.5377 292.6797 292.8217 292.9637 293.1057 293.2477 293.3897 293.5317 293.6736 293.8156 293.9575 294.0994 294.2414 294.3833 294.5251 294.6670 294.8089 294.9508 295.0926 295.2344 295.3763 295.5181 295.6599 295.8017 295.9435 296.0852 296.2270 296.3687 296.5105 296.6522 296.7939 296.9356 297.0773 297.2190 297.3607 297.5023 297.6440 297.7856 297.9272 298.0688 298.2105 298.3520 298.4936 298.6352 298.7768 298.9183 299.0598 299.2014 299.3429 299.4844 299.6259 299.7673 299.9088 300.0503 300.1917 300.3332 300.4746 300.6160 300.7574 300.8988 301.0402 301.1815 301.3229 301.4642 301.6056 301.7469 301.8882 302.0295 302.1708 302.3121 302.4533 302.5946 302.7358 302.8771 303.0183 303.1595 303.3007 303.4419 303.5830 303.7242 303.8654 304.0065 304.1476 304.2887 304.4299 304.5709 304.7120 304.8531 304.9942 305.1352 305.2763 305.4173 305.5583 305.6993 305.8403 305.9813 306.1223 306.2632 306.4042 306.5451 306.6860 306.8269 306.9678 307.1087 307.2496 307.3905 307.5313 307.6722 307.8130 307.9538 308.0946 308.2354 308.3762 308.5170 308.6578 308.7985 308.9393 309.0800 309.2207 309.3614 309.5021 309.6428 309.7835 309.9242 310.0648 310.2054 310.3461 310.4867 310.6273 310.7679 310.9085 311.0490 311.1896 311.3301 311.4707 311.6112 311.7517 311.8922 312.0327 312.1732 312.3137 312.4541 312.5946 312.7350 312.8754 313.0158 313.1562 313.2966 313.4370 313.5773 313.7177 313.8580 313.9984 314.1387 314.2790 314.4193 314.5596 314.6998 314.8401 314.9803 315.1206 315.2608 315.4010 315.5412 315.6814 315.8216 315.9618 316.1019 316.2421 316.3822 316.5223 316.6624 316.8025 316.9426 317.0827 317.2227 317.3628 317.5028 317.6429 317.7829 317.9229 318.0629 318.2029 318.3428 318.4828 318.6227 318.7627 318.9026 319.0425 319.1824 319.3223 319.4622 319.6020 319.7419 319.8817 320.0216 320.1614 320.3012 320.4410 320.5808 320.7205 320.8603 321.0000 321.1398 321.2795 321.4192 321.5589 321.6986 321.8383 321.9779 322.1176 322.2572 322.3969 322.5365 322.6761 322.8157 322.9553 323.0949 323.2344 323.3740 323.5135 323.6530 323.7925 323.9320 324.0715 324.2110 324.3505 324.4899 324.6294 324.7688 324.9082 325.0476 325.1870 325.3264 325.4658 325.6052 325.7445 325.8838 326.0232 326.1625 326.3018 326.4411 326.5803 326.7196 326.8589 326.9981 327.1373 327.2766 327.4158 327.5550 327.6941 327.8333 327.9725 328.1116 328.2508 328.3899 328.5290 328.6681 328.8072 328.9463 329.0853 329.2244 329.3634 329.5025 329.6415 329.7805 329.9195 330.0585 330.1974 330.3364 330.4753 330.6143 330.7532 330.8921 331.0310 331.1699 331.3088 331.4476 331.5865 331.7253 331.8641 332.0029 332.1418 332.2805 332.4193 332.5581 332.6968 332.8356 332.9743 333.1130 333.2517 333.3904 333.5291 333.6678 333.8065 333.9451 334.0837 334.2224 334.3610 334.4996 334.6382 334.7767 334.9153 335.0538 335.1924 335.3309 335.4694 335.6079 335.7464 335.8849 336.0234 336.1618 336.3003 336.4387 336.5771 336.7155 336.8539 336.9923 337.1307 337.2690 337.4074 337.5457 337.6840 337.8223 337.9606 338.0989 338.2372 338.3755 338.5137 338.6519 338.7902 338.9284 339.0666 339.2048 339.3430 339.4811 339.6193 339.7574 339.8955 340.0337 340.1718 340.3098 340.4479 340.5860 340.7241 340.8621 341.0001 341.1381 341.2761 341.4141 341.5521 341.6901 341.8281 341.9660 342.1039 342.2418 342.3798 342.5177 342.6555 342.7934 342.9313 343.0691 343.2070 343.3448 343.4826 343.6204 343.7582 343.8959 344.0337 344.1715 344.3092 344.4469 344.5846 344.7223 344.8600 344.9977 345.1354 345.2730 345.4106 345.5483 345.6859 345.8235 345.9611 346.0986 346.2362 346.3738 346.5113 346.6488 346.7863 346.9238 347.0613 347.1988 347.3363 347.4737 347.6112 347.7486 347.8860 348.0234 348.1608 348.2982 348.4356 348.5729 348.7102 348.8476 348.9849 349.1222 349.2595 349.3968 349.5340 349.6713 349.8085 349.9458 350.0830 350.2202 350.3574 350.4945 350.6317 350.7689 350.9060 351.0431 351.1803 351.3174 351.4544 351.5915 351.7286 351.8656 352.0027 352.1397 352.2767 352.4137 352.5507 352.6877 352.8247 352.9616 353.0986 353.2355 353.3724 353.5093 353.6462 353.7831 353.9199 354.0568 354.1936 354.3305 354.4673 354.6041 354.7409 354.8777 355.0144 355.1512 355.2879 355.4246 355.5613 355.6980 355.8347 355.9714 356.1081 356.2447 356.3814 356.5180 356.6546 356.7912 356.9278 357.0644 357.2009 357.3375 357.4740 357.6105 357.7470 357.8835 358.0200 358.1565 358.2930 358.4294 358.5658 358.7023 358.8387 358.9751 359.1114 359.2478 359.3842 359.5205 359.6568 359.7932 359.9295 360.0658 360.2020 360.3383 360.4746 360.6108 360.7470 360.8833 361.0195 361.1557 361.2918 361.4280 361.5641 361.7003 361.8364 361.9725 362.1086 362.2447 362.3808 362.5168 362.6529 362.7889 362.9250 363.0610 363.1970 363.3330 363.4689 363.6049 363.7408 363.8768 364.0127 364.1486 364.2845 364.4204 364.5562 364.6921 364.8279 364.9638 365.0996 365.2354 365.3712 365.5069 365.6427 365.7785 365.9142 366.0499 366.1856 366.3213 366.4570 366.5927 366.7283 366.8640 366.9996 367.1352 367.2709 367.4065 367.5420 367.6776 367.8132 367.9487 368.0842 368.2197 368.3552 368.4907 368.6262 368.7617 368.8971 369.0326 369.1680 369.3034 369.4388 369.5742 369.7096 369.8449 369.9803 370.1156 370.2509 370.3862 370.5215 370.6568 370.7921 370.9273 371.0626 371.1978 371.3330 371.4682 371.6034 371.7386 371.8737 372.0089 372.1440 372.2791 372.4142 372.5493 372.6844 372.8195 372.9545 373.0896 373.2246 373.3596 373.4946 373.6296 373.7646 373.8995 374.0345 374.1694 374.3043 374.4393 374.5741 374.7090 374.8439 374.9788 375.1136 375.2484 375.3832 375.5180 375.6528 375.7876 375.9224 376.0571 376.1919 376.3266 376.4613 376.5960 376.7307 376.8653 377.0000 377.1346 377.2693 377.4039 377.5385 377.6731 377.8076 377.9422 378.0767 378.2113 378.3458 378.4803 378.6148 378.7493 378.8838 379.0182 379.1526 379.2871 379.4215 379.5559 379.6903 379.8246 379.9590 380.0934 380.2277 380.3620 380.4963 380.6306 380.7649 380.8991 381.0334 381.1676 381.3019 381.4361 381.5703 381.7045 381.8386 381.9728 382.1069 382.2411 382.3752 382.5093 382.6434 382.7774 382.9115 383.0455 383.1796 383.3136 383.4476 383.5816 383.7156 383.8496 383.9835 384.1174 384.2514 384.3853 384.5192 384.6531 384.7869 384.9208 385.0546 385.1885 385.3223 385.4561 385.5899 385.7237 385.8574 385.9912 386.1249 386.2586 386.3923 386.5260 386.6597 386.7934 386.9270 387.0607 387.1943 387.3279 387.4615 387.5951 387.7286 387.8622 387.9957 388.1293 388.2628 388.3963 388.5298 388.6633 388.7967 388.9302 389.0636 389.1970 389.3304 389.4638 389.5972 389.7305 389.8639 389.9972 390.1306 390.2639 390.3972 390.5304 390.6637 390.7970 390.9302 391.0634 391.1966 391.3298 391.4630 391.5962 391.7293 391.8625 391.9956 392.1287 392.2618 392.3949 392.5280 392.6611 392.7941 392.9271 393.0601 393.1931 393.3261 393.4591 393.5921 393.7250 393.8580 393.9909 394.1238 394.2567 394.3896 394.5224 394.6553 394.7881 394.9209 395.0537 395.1865 395.3193 395.4521 395.5848 395.7176 395.8503 395.9830 396.1157 396.2484 396.3811 396.5137 396.6464 396.7790 396.9116 397.0442 397.1768 397.3093 397.4419 397.5744 397.7070 397.8395 397.9720 398.1045 398.2370 398.3694 398.5019 398.6343 398.7667 398.8991 399.0315 399.1639 399.2962 399.4286 399.5609 399.6932 399.8255 399.9578 400.0901 400.2224 400.3546 400.4868 400.6191 400.7513 400.8835 401.0156 401.1478 401.2799 401.4121 401.5442 401.6763 401.8084 401.9405 402.0725 402.2046 402.3366 402.4686 402.6007 402.7326 402.8646 402.9966 403.1285 403.2605 403.3924 403.5243 403.6562 403.7881 403.9199 404.0518 404.1836 404.3155 404.4473 404.5791 404.7108 404.8426 404.9744 405.1061 405.2378 405.3695 405.5012 405.6329 405.7646 405.8962 406.0279 406.1595 406.2911 406.4227 406.5543 406.6858 406.8174 406.9489 407.0804 407.2120 407.3435 407.4749 407.6064 407.7379 407.8693 408.0007 408.1321 408.2635 408.3949 408.5263 408.6576 408.7890 408.9203 409.0516 409.1829 409.3142 409.4454 409.5767 409.7079 409.8391 409.9703 410.1015 410.2327 410.3639 410.4950 410.6262 410.7573 410.8884 411.0195 411.1506 411.2816 411.4127 411.5437 411.6748 411.8058 411.9368 412.0677 412.1987 412.3296 412.4606 412.5915 412.7224 412.8533 412.9842 413.1150 413.2459 413.3767 413.5075 413.6383 413.7691 413.8999 414.0307 414.1614 414.2922 414.4229 414.5536 414.6843 414.8149 414.9456 415.0763 415.2069 415.3375 415.4681 415.5987 415.7293 415.8598 415.9904 416.1209 416.2514 416.3819 416.5124 416.6429 416.7733 416.9038 417.0342 417.1646 417.2950 417.4254 417.5558 417.6861 417.8165 417.9468 418.0771 418.2074 418.3377 418.4680 418.5982 418.7285 418.8587 418.9889 419.1191 419.2493 419.3794 419.5096 419.6397 419.7698 419.8999 420.0300 420.1601 420.2902 420.4202 420.5503 420.6803 420.8103 420.9403 421.0703 421.2002 421.3302 421.4601 421.5900 421.7199 421.8498 421.9797 422.1095 422.2394 422.3692 422.4990 422.6288 422.7586 422.8884 423.0181 423.1479 423.2776 423.4073 423.5370 423.6667 423.7964 423.9260 424.0557 424.1853 424.3149 424.4445 424.5741 424.7036 424.8332 424.9627 425.0922 425.2218 425.3512 425.4807 425.6102 425.7396 425.8691 425.9985 426.1279 426.2573 426.3866 426.5160 426.6454 426.7747 426.9040 427.0333 427.1626 427.2918 427.4211 427.5503 427.6796 427.8088 427.9380 428.0672 428.1963 428.3255 428.4546 428.5837 428.7128 428.8419 428.9710 429.1001 429.2291 429.3582 429.4872 429.6162 429.7452 429.8741 430.0031 430.1320 430.2610 430.3899 430.5188 430.6477 430.7765 430.9054 431.0342 431.1631 431.2919 431.4207 431.5494 431.6782 431.8070 431.9357 432.0644 432.1931 432.3218 432.4505 432.5791 432.7078 432.8364 432.9650 433.0936 433.2222 433.3508 433.4794 433.6079 433.7364 433.8649 433.9934 434.1219 434.2504 434.3788 434.5073 434.6357 434.7641 434.8925 435.0209 435.1492 435.2776 435.4059 435.5342 435.6625 435.7908 435.9191 436.0473 436.1756 436.3038 436.4320 436.5602 436.6884 436.8166 436.9447 437.0729 437.2010 437.3291 437.4572 437.5853 437.7133 437.8414 437.9694 438.0974 438.2254 438.3534 438.4814 438.6093 438.7373 438.8652 438.9931 439.1210 439.2489 439.3767 439.5046 439.6324 439.7602 439.8881 440.0158 440.1436 440.2714 440.3991 440.5269 440.6546 440.7823 440.9099 441.0376 441.1653 441.2929 441.4205 441.5481 441.6757 441.8033 441.9309 442.0584 442.1860 442.3135 442.4410 442.5685 442.6959 442.8234 442.9508 443.0783 443.2057 443.3331 443.4604 443.5878 443.7152 443.8425 443.9698 444.0971 444.2244 444.3517 444.4789 444.6062 444.7334 444.8606 444.9878 445.1150 445.2422 445.3693 445.4965 445.6236 445.7507 445.8778 446.0049 446.1319 446.2590 446.3860 446.5130 446.6400 446.7670 446.8940 447.0209 447.1479 447.2748 447.4017 447.5286 447.6555 447.7823 447.9092 448.0360 448.1628 448.2896 448.4164 448.5432 448.6699 448.7967 448.9234 449.0501 449.1768 449.3035 449.4301 449.5568 449.6834 449.8100 449.9366 450.0632 450.1898 450.3163 450.4429 450.5694 450.6959 450.8224 450.9489 451.0753 451.2018 451.3282 451.4546 451.5810 451.7074 451.8338 451.9601 452.0865 452.2128 452.3391 452.4654 452.5917 452.7179 452.8442 452.9704 453.0966 453.2228 453.3490 453.4752 453.6013 453.7275 453.8536 453.9797 454.1058 454.2319 454.3579 454.4840 454.6100 454.7360 454.8620 454.9880 455.1140 455.2399 455.3659 455.4918 455.6177 455.7436 455.8694 455.9953 456.1211 456.2470 456.3728 456.4986 456.6244 456.7501 456.8759 457.0016 457.1273 457.2530 457.3787 457.5044 457.6300 457.7557 457.8813 458.0069 458.1325 458.2581 458.3836 458.5092 458.6347 458.7602 458.8857 459.0112 459.1367 459.2621 459.3876 459.5130 459.6384 459.7638 459.8892 460.0145 460.1399 460.2652 460.3905 460.5158 460.6411 460.7664 460.8916 461.0168 461.1421 461.2673 461.3924 461.5176 461.6428 461.7679 461.8930 462.0181 462.1432 462.2683 462.3934 462.5184 462.6434 462.7684 462.8934 463.0184 463.1434 463.2683 463.3933 463.5182 463.6431 463.7680 463.8928 464.0177 464.1425 464.2674 464.3922 464.5170 464.6417 464.7665 464.8912 465.0160 465.1407 465.2654 465.3901 465.5147 465.6394 465.7640 465.8886 466.0132 466.1378 466.2624 466.3869 466.5115 466.6360 466.7605 466.8850 467.0095 467.1339 467.2584 467.3828 467.5072 467.6316 467.7560 467.8803 468.0047 468.1290 468.2533 468.3776 468.5019 468.6262 468.7504 468.8747 468.9989 469.1231 469.2473 469.3715 469.4956 469.6198 469.7439 469.8680 469.9921 470.1162 470.2402 470.3643 470.4883 470.6123 470.7363 470.8603 470.9842 471.1082 471.2321 471.3560 471.4799 471.6038 471.7277 471.8515 471.9754 472.0992 472.2230 472.3468 472.4706 472.5943 472.7181 472.8418 472.9655 473.0892 473.2129 473.3365 473.4602 473.5838 473.7074 473.8310 473.9546 474.0781 474.2017 474.3252 474.4487 474.5722 474.6957 474.8192 474.9426 475.0660 475.1895 475.3129 475.4362 475.5596 475.6830 475.8063 475.9296 476.0529 476.1762 476.2995 476.4227 476.5460 476.6692 476.7924 476.9156 477.0388 477.1619 477.2851 477.4082 477.5313 477.6544 477.7775 477.9005 478.0236 478.1466 478.2696 478.3926 478.5156 478.6386 478.7615 478.8845 479.0074 479.1303 479.2531 479.3760 479.4989 479.6217 479.7445 479.8673 479.9901 480.1129 480.2356 480.3584 480.4811 480.6038 480.7265 480.8491 480.9718 481.0944 481.2170 481.3396 481.4622 481.5848 481.7074 481.8299 481.9524 482.0749 482.1974 482.3199 482.4424 482.5648 482.6872 482.8096 482.9320 483.0544 483.1768 483.2991 483.4214 483.5437 483.6660 483.7883 483.9106 484.0328 484.1550 484.2773 484.3994 484.5216 484.6438 484.7659 484.8881 485.0102 485.1323 485.2544 485.3764 485.4985 485.6205 485.7425 485.8645 485.9865 486.1085 486.2304 486.3523 486.4742 486.5961 486.7180 486.8399 486.9617 487.0836 487.2054 487.3272 487.4490 487.5707 487.6925 487.8142 487.9359 488.0576 488.1793 488.3010 488.4226 488.5443 488.6659 488.7875 488.9091 489.0307 489.1522 489.2737 489.3953 489.5168 489.6382 489.7597 489.8812 490.0026 490.1240 490.2454 490.3668 490.4882 490.6095 490.7309 490.8522 490.9735 491.0948 491.2160 491.3373 491.4585 491.5797 491.7009 491.8221 491.9433 492.0645 492.1856 492.3067 492.4278 492.5489 492.6700 492.7910 492.9121 493.0331 493.1541 493.2751 493.3960 493.5170 493.6379 493.7588 493.8797 494.0006 494.1215 494.2423 494.3632 494.4840 494.6048 494.7256 494.8464 494.9671 495.0878 495.2086 495.3293 495.4499 495.5706 495.6913 495.8119 495.9325 496.0531 496.1737 496.2943 496.4148 496.5354 496.6559 496.7764 496.8969 497.0173 497.1378 497.2582 497.3786 497.4990 497.6194 497.7398 497.8601 497.9804 498.1008 498.2211 498.3413 498.4616 498.5819 498.7021 498.8223 498.9425 499.0627 499.1828 499.3030 499.4231 499.5432 499.6633 499.7834 499.9035 500.0235 500.1435 500.2636 500.3835 500.5035 500.6235 500.7434 500.8634 500.9833 501.1032 501.2230 501.3429 501.4627 501.5826 501.7024 501.8222 501.9419 502.0617 502.1814 502.3012 502.4209 502.5406 502.6602 502.7799 502.8995 503.0192 503.1388 503.2583 503.3779 503.4975 503.6170 503.7365 503.8560 503.9755 504.0950 504.2144 504.3339 504.4533 504.5727 504.6921 504.8115 504.9308 505.0501 505.1695 505.2888 505.4080 505.5273 505.6465 505.7658 505.8850 506.0042 506.1234 506.2425 506.3617 506.4808 506.5999 506.7190 506.8381 506.9572 507.0762 507.1952 507.3142 507.4332 507.5522 507.6712 507.7901 507.9090 508.0279 508.1468 508.2657 508.3846 508.5034 508.6222 508.7410 508.8598 508.9786 509.0973 509.2161 509.3348 509.4535 509.5722 509.6908 509.8095 509.9281 510.0467 510.1653 510.2839 510.4025 510.5210 510.6396 510.7581 510.8766 510.9951 511.1135 511.2320 511.3504 511.4688 511.5872 511.7056 511.8239 511.9423 512.0606 512.1789 512.2972 512.4155 512.5337 512.6520 512.7702 512.8884 513.0066 513.1247 513.2429 513.3610 513.4791 513.5972 513.7153 513.8334 513.9514 514.0695 514.1875 514.3055 514.4235 514.5414 514.6594 514.7773 514.8952 515.0131 515.1310 515.2488 515.3667 515.4845 515.6023 515.7201 515.8379 515.9556 516.0734 516.1911 516.3088 516.4265 516.5442 516.6618 516.7794 516.8971 517.0147 517.1322 517.2498 517.3674 517.4849 517.6024 517.7199 517.8374 517.9548 518.0723 518.1897 518.3071 518.4245 518.5419 518.6592 518.7766 518.8939 519.0112 519.1285 519.2458 519.3630 519.4802 519.5975 519.7147 519.8318 519.9490 520.0662 520.1833 520.3004 520.4175 520.5346 520.6516 520.7687 520.8857 521.0027 521.1197 521.2367 521.3536 521.4706 521.5875 521.7044 521.8213 521.9381 522.0550 522.1718 522.2886 522.4054 522.5222 522.6390 522.7557 522.8725 522.9892 523.1059 523.2225 523.3392 523.4558 523.5725 523.6891 523.8057 523.9222 524.0388 524.1553 524.2718 524.3883 524.5048 524.6213 524.7377 524.8542 524.9706 525.0870 525.2033 525.3197 525.4360 525.5524 525.6687 525.7850 525.9012 526.0175 526.1337 526.2499 526.3661 526.4823 526.5985 526.7146 526.8308 526.9469 527.0630 527.1791 527.2951 527.4112 527.5272 527.6432 527.7592 527.8751 527.9911 528.1070 528.2230 528.3389 528.4547 528.5706 528.6864 528.8023 528.9181 529.0339 529.1497 529.2654 529.3811 529.4969 529.6126 529.7283 529.8439 529.9596 530.0752 530.1908 530.3064 530.4220 530.5376 530.6531 530.7686 530.8841 530.9996 531.1151 531.2306 531.3460 531.4614 531.5768 531.6922 531.8076 531.9229 532.0382 532.1535 532.2688 532.3841 532.4994 532.6146 532.7298 532.8450 532.9602 533.0754 533.1905 533.3056 533.4208 533.5358 533.6509 533.7660 533.8810 533.9960 534.1110 534.2260 534.3410 534.4559 534.5709 534.6858 534.8007 534.9156 535.0304 535.1453 535.2601 535.3749 535.4897 535.6044 535.7192 535.8339 535.9486 536.0633 536.1780 536.2926 536.4073 536.5219 536.6365 536.7511 536.8657 536.9802 537.0947 537.2092 537.3237 537.4382 537.5527 537.6671 537.7815 537.8959 538.0103 538.1247 538.2390 538.3533 538.4676 538.5819 538.6962 538.8105 538.9247 539.0389 539.1531 539.2673 539.3814 539.4956 539.6097 539.7238 539.8379 539.9520 540.0660 540.1800 540.2940 540.4080 540.5220 540.6360 540.7499 540.8638 540.9777 541.0916 541.2054 541.3193 --------------------------------------------------------------------------------------- Column 1: Two letter code of measurement routine Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601) Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.) Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.) Column 6: Total duration of measurement set in seconds Column 7: Data processing type index Column 8: Integration time [ms] Column 9: Number of bright count cycles Column 10: Number of dark count cycles Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4) Column 18: Target distance [m], -1=not pointed on target Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1) Column 24: Wavelength effective temperature [°C], 999=no effective temperature given Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given Column 50: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method Column 51: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel) Column 52: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative Column 53: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative Column 54: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative Column 55: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative Column 56: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative Column 57: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative Column 58: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative Column 59: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error Column 60: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done Column 61: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination Column 62: Number of pixels not included in wavelength correction, -9=no wavelength correction Column 63: Mean wavelength correction applied [%], -9=no wavelength correction Column 64: Standard deviation of wavelength correction applied [%], -9=no wavelength correction Column 65: Minimum wavelength correction applied [%], -9=no wavelength correction Column 66: Maximum wavelength correction applied [%], -9=no wavelength correction Column 67: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given Column 68: Retrieved wavelength change, order 0, -9=no wavelength change determination Column 69: Retrieved wavelength change, order 1, -9=no wavelength change determination Column 70: Spectrometer control temperature [°C], 999=no temperature signal Column 71: Auxiliary spectrometer temperature [°C], 999=no temperature signal Column 72: Temperature at electronics board 1 [°C], 999=no temperature signal Column 73: Temperature at electronics board 2 [°C], 999=no temperature signal Column 74: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number Column 75: Indicator for uncertainty and atmospheric variability (see manual for exact meaning) Column 76: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm] Columns 77-2124: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4 Columns 2125-4172: 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 4173-6220: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data --------------------------------------------------------------------------------------- SO 20180713T142638.0Z 6768.601829 4 1 20.12 2 13.570 1426 1426 0 5 2 0.00 1 0.00 1 -1.00 475 0 10 0 0 17.55 0 0 0 1465 7.676e+02 3.195e-01 7.901e+02 3.175e-01 0 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 -9 -9 -9 -9 -9.00e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 1 1.18 56.86 48.19 38.12 19.74 10.31 5.04 1.15 0 1.073e-02 1748 -9 -9.00 -9.00 -9.00 -9.00 -0.01119 -6.72839e-03 2.17082e-05 15.00 17.55 21.88 22.09 3.997e+05 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 -7485 -7380 -7262 -7178 -7057 -6970 -6837 -6749 -6636 -6568 -6443 -6348 -6251 -6163 -6109 -5990 -5917 -5861 -5798 -5712 -5657 -5602 -5484 -5408 -5327 -5219 -5085 -4964 -4829 -4697 -4527 -4390 -4172 -3950 -3655 -3292 -2857 -2404 -2040 -1741 -1522 -1348 -1158 -1025 -950 -924 -890 -883 -776 -715 -638 -608 -549 -488 -426 -379 -335 -278 -211 -163 -128 -66 -16 25 63 105 179 204 273 300 362 405 445 496 524 597 619 685 720 767 811 865 900 950 980 1040 1085 1114 1162 1196 1244 1293 1330 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31679 29286 27210 26359 26853 28267 30074 31324 31226 30555 29486 27886 26619 25442 24680 25398 26695 27766 28545 28764 29216 30398 31866 32722 33207 33717 33279 32308 31437 30650 30699 31972 34077 36234 38167 40237 41347 41830 41690 40710 40591 41071 41494 41639 40852 40084 39777 39883 39714 38947 37952 37361 37451 37869 37672 37039 37393 38794 41017 43791 45879 46513 46946 47223 47721 48195 47156 45694 42978 39985 39302 39698 40523 41627 41406 40646 40842 41699 42972 43824 43219 41760 41426 41965 42459 42779 42435 41992 42071 42101 40970 39468 38852 39097 40440 41955 43313 44607 45506 45062 43301 42896 43372 44985 47725 48839 47200 43153 37931 34356 34597 37994 41493 42434 40489 37545 35446 35468 37846 41603 45054 46207 44601 42630 41629 42397 45312 47260 47781 48507 47423 45249 44143 43774 45094 48394 51923 54149 54419 53573 51900 49726 48215 47638 47970 48472 47712 46149 45228 45249 47683 51418 53145 52840 51835 50807 50291 51683 54217 55211 55159 54541 53722 52540 51805 49693 44410 40020 37575 37491 40239 44165 48332 51989 54193 54957 55815 55526 54837 53736 50959 48510 48748 50943 52767 54826 56619 57535 58918 58757 56384 52407 48902 48747 50668 53847 56577 56797 56143 56738 57894 57928 56549 54505 52227 52642 53668 54045 56317 59594 63525 68647 71717 71092 70593 69850 67808 66383 64859 61551 60092 62112 65566 69161 70658 68621 63874 58565 55269 55555 58944 64180 68725 71141 72434 73234 73969 76115 77365 76889 77466 78777 79075 80510 81502 81895 81887 81194 79393 77118 75825 75296 75671 77165 78475 80161 78966 74075 69587 64345 59736 60167 61785 63561 68041 72391 73072 70186 64541 58328 54833 52502 52310 54434 56880 62696 71626 78498 83695 88400 91323 94317 97919 98625 95196 90618 85163 80567 77251 74298 74249 75788 77902 83375 86996 84618 79268 75870 75113 79234 87377 96661 103692 107470 106889 98846 89503 83487 81735 86940 94083 100360 105740 107972 106937 102538 97398 92175 89445 90521 94766 102520 110408 116219 120936 123985 126572 128754 128784 126835 124948 123492 122150 120826 120406 122490 125051 128277 130387 126916 121828 117044 114174 115302 118086 119121 117216 114343 114702 120570 128939 134592 137000 135951 135100 138880 143917 146332 144425 135749 124202 115131 109647 111468 120510 132215 145491 155170 158022 153101 138186 120216 107550 104020 112451 125914 134342 139199 139074 134009 126985 114184 98859 89647 90884 103887 121047 133059 134852 127425 115110 103951 95717 96002 105994 120402 140725 157352 158629 149442 140247 133121 131448 136249 140910 139959 139014 141574 143138 148508 157781 164487 171112 176099 178530 182481 187502 191653 195339 193259 183972 173257 161489 154376 154785 154149 152183 148677 140850 135373 137710 145438 157949 172725 180760 180948 179867 180325 182324 183399 177638 164418 150641 143991 140240 135709 134978 133072 126550 121981 116928 109288 107086 109570 108936 106989 105744 105330 105647 106181 107703 113498 126841 143538 158413 168818 171678 168985 167577 167651 164996 163265 160068 151596 140501 133795 137625 148468 162486 174946 179422 174289 164990 154480 146734 147955 157191 167747 172112 169998 162982 155089 155084 160086 158105 155920 154969 154371 163071 177551 189803 199243 204530 206862 207670 209487 209504 203841 198183 192401 191977 199390 210435 223772 234426 237405 238124 236539 231234 223029 211950 201739 195371 192186 188913 180997 164270 141652 118329 97387 82158 75405 78478 91657 112850 135808 154223 166007 173794 183829 194652 206514 221048 230777 234145 238106 240025 237259 237045 237454 228346 212683 194470 171919 148091 127529 108822 94824 93327 105528 128206 155541 181989 206407 230174 250811 264516 271702 273842 273363 274652 280905 288337 295193 302276 305902 305568 303374 299167 298454 303368 310812 319603 320794 310132 302813 300695 303914 315220 327239 332710 334394 335044 333093 332821 334867 336222 339071 340598 339331 341199 344184 343074 334948 321993 307903 300443 305736 322279 338895 350800 355276 352810 339292 316831 299143 294246 300997 321012 341837 347919 343231 334422 325288 319689 320431 323487 320711 313304 306797 302211 305540 320272 331620 330639 329887 329837 325802 322376 320290 318424 324615 337585 348952 352864 352924 355210 363314 373494 379295 378347 372646 364090 354200 344657 332046 314285 296559 286035 286845 299720 321561 341764 352849 357627 361079 366510 374787 383389 387605 385303 380609 376818 374181 375478 378844 377343 374656 371906 367119 359429 352214 349301 353114 364378 380360 393800 397761 388648 373719 361840 358683 362981 373065 380464 380931 376679 371142 365933 362492 362663 368009 377825 387930 398300 403814 404070 399552 393213 387738 380312 370839 362496 356137 353160 356759 364560 370104 372090 371534 372094 370731 366815 364148 364257 367254 373872 385392 392074 388465 378834 365704 353140 347298 347781 354388 365874 378881 391648 401206 405341 407858 409568 407450 401508 394527 389681 389840 396311 404417 403196 387492 360670 333060 321347 330735 353807 379897 395536 393991 383219 372675 367767 369255 375742 385533 394008 400659 401606 394325 383225 371862 366568 368719 373923 380353 386113 385799 378276 370623 366723 370087 382853 399076 409489 406344 390534 368906 346984 333734 331216 342137 362295 379549 387679 389920 387654 383675 380054 376334 369241 358965 349902 348337 352277 357882 361848 358103 341961 318420 296536 280831 273678 274153 276965 275301 268990 263217 262963 272902 295510 329807 368958 406808 435431 451103 450502 432969 402982 372536 352509 352783 370988 398571 422843 437727 441784 437786 425476 402517 371784 343794 328382 332052 351211 377153 403099 420848 428767 426794 417112 407031 403239 406307 415369 426102 432347 437432 444406 451107 457999 460942 457828 451611 445570 438855 432563 425679 417981 415070 417792 424546 428979 422264 401767 375750 358315 357335 369190 388099 404941 413940 417673 421637 427187 434943 440728 443569 442422 435894 425160 413906 406281 406144 412694 425734 445041 460376 466623 464136 456304 450972 454117 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