File name: Pandora214s1_Songkhla_20221008_L1_smca1c5d20220818p1-8.txt File generation date: 20250912T070243.8Z Data description: Level 1 file (corrected signals) Data file version: smca1c5d20220818p1-8 Local principal investigator: Surassawadee Phoompanit Network principal investigator: Alexander Cede Instrument type: Pandora Instrument number: 214 Spectrometer number: 1 Processing software version used: BlickP v1.8.75 Instrument operation file used: Pandora214_OF_v4d20211203.txt Instrument calibration file used: Pandora214s1_CF_v5d20220818.txt Level 0 file used: Pandora214s1_Songkhla_20221008_L0.txt Full location name: Prince of Songkla University (Songkhla) Short location name: Songkhla Country of location: Thailand Location latitude [deg]: 7.0059 Location longitude [deg]: 100.4981 Location altitude [m]: 40 Local noon date: 20221008 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]: 276.7753 276.9187 277.0622 277.2056 277.3490 277.4925 277.6359 277.7793 277.9227 278.0660 278.2094 278.3528 278.4961 278.6394 278.7828 278.9261 279.0694 279.2127 279.3559 279.4992 279.6425 279.7857 279.9290 280.0722 280.2154 280.3586 280.5018 280.6450 280.7882 280.9313 281.0745 281.2176 281.3608 281.5039 281.6470 281.7901 281.9332 282.0762 282.2193 282.3624 282.5054 282.6484 282.7915 282.9345 283.0775 283.2205 283.3635 283.5064 283.6494 283.7923 283.9353 284.0782 284.2211 284.3640 284.5069 284.6498 284.7927 284.9355 285.0784 285.2212 285.3641 285.5069 285.6497 285.7925 285.9353 286.0781 286.2208 286.3636 286.5063 286.6491 286.7918 286.9345 287.0772 287.2199 287.3626 287.5052 287.6479 287.7905 287.9332 288.0758 288.2184 288.3610 288.5036 288.6462 288.7888 288.9313 289.0739 289.2164 289.3590 289.5015 289.6440 289.7865 289.9290 290.0714 290.2139 290.3564 290.4988 290.6412 290.7837 290.9261 291.0685 291.2109 291.3532 291.4956 291.6380 291.7803 291.9227 292.0650 292.2073 292.3496 292.4919 292.6342 292.7764 292.9187 293.0610 293.2032 293.3454 293.4876 293.6298 293.7720 293.9142 294.0564 294.1986 294.3407 294.4829 294.6250 294.7671 294.9092 295.0513 295.1934 295.3355 295.4776 295.6196 295.7617 295.9037 296.0457 296.1877 296.3297 296.4717 296.6137 296.7557 296.8976 297.0396 297.1815 297.3234 297.4654 297.6073 297.7492 297.8910 298.0329 298.1748 298.3166 298.4585 298.6003 298.7421 298.8839 299.0257 299.1675 299.3093 299.4510 299.5928 299.7345 299.8763 300.0180 300.1597 300.3014 300.4431 300.5848 300.7264 300.8681 301.0097 301.1514 301.2930 301.4346 301.5762 301.7178 301.8594 302.0009 302.1425 302.2840 302.4256 302.5671 302.7086 302.8501 302.9916 303.1331 303.2746 303.4160 303.5575 303.6989 303.8404 303.9818 304.1232 304.2646 304.4060 304.5473 304.6887 304.8300 304.9714 305.1127 305.2540 305.3953 305.5366 305.6779 305.8192 305.9605 306.1017 306.2430 306.3842 306.5254 306.6666 306.8078 306.9490 307.0902 307.2313 307.3725 307.5136 307.6548 307.7959 307.9370 308.0781 308.2192 308.3603 308.5014 308.6424 308.7835 308.9245 309.0655 309.2065 309.3475 309.4885 309.6295 309.7705 309.9114 310.0524 310.1933 310.3342 310.4751 310.6160 310.7569 310.8978 311.0387 311.1796 311.3204 311.4612 311.6021 311.7429 311.8837 312.0245 312.1653 312.3060 312.4468 312.5875 312.7283 312.8690 313.0097 313.1504 313.2911 313.4318 313.5725 313.7131 313.8538 313.9944 314.1350 314.2757 314.4163 314.5569 314.6974 314.8380 314.9786 315.1191 315.2597 315.4002 315.5407 315.6812 315.8217 315.9622 316.1027 316.2431 316.3836 316.5240 316.6644 316.8048 316.9452 317.0856 317.2260 317.3664 317.5068 317.6471 317.7874 317.9278 318.0681 318.2084 318.3487 318.4890 318.6292 318.7695 318.9097 319.0500 319.1902 319.3304 319.4706 319.6108 319.7510 319.8912 320.0313 320.1715 320.3116 320.4517 320.5918 320.7319 320.8720 321.0121 321.1522 321.2922 321.4323 321.5723 321.7123 321.8524 321.9924 322.1323 322.2723 322.4123 322.5522 322.6922 322.8321 322.9720 323.1120 323.2519 323.3917 323.5316 323.6715 323.8113 323.9512 324.0910 324.2308 324.3706 324.5104 324.6502 324.7900 324.9298 325.0695 325.2092 325.3490 325.4887 325.6284 325.7681 325.9078 326.0474 326.1871 326.3268 326.4664 326.6060 326.7456 326.8852 327.0248 327.1644 327.3040 327.4435 327.5831 327.7226 327.8621 328.0016 328.1411 328.2806 328.4201 328.5596 328.6990 328.8385 328.9779 329.1173 329.2567 329.3961 329.5355 329.6749 329.8142 329.9536 330.0929 330.2322 330.3716 330.5109 330.6502 330.7894 330.9287 331.0680 331.2072 331.3464 331.4857 331.6249 331.7641 331.9033 332.0424 332.1816 332.3207 332.4599 332.5990 332.7381 332.8772 333.0163 333.1554 333.2945 333.4335 333.5726 333.7116 333.8506 333.9897 334.1287 334.2676 334.4066 334.5456 334.6845 334.8235 334.9624 335.1013 335.2402 335.3791 335.5180 335.6569 335.7957 335.9346 336.0734 336.2123 336.3511 336.4899 336.6287 336.7674 336.9062 337.0449 337.1837 337.3224 337.4611 337.5998 337.7385 337.8772 338.0159 338.1545 338.2932 338.4318 338.5704 338.7091 338.8477 338.9862 339.1248 339.2634 339.4019 339.5405 339.6790 339.8175 339.9560 340.0945 340.2330 340.3715 340.5099 340.6484 340.7868 340.9252 341.0636 341.2020 341.3404 341.4788 341.6171 341.7555 341.8938 342.0321 342.1704 342.3087 342.4470 342.5853 342.7236 342.8618 343.0000 343.1383 343.2765 343.4147 343.5529 343.6911 343.8292 343.9674 344.1055 344.2437 344.3818 344.5199 344.6580 344.7961 344.9341 345.0722 345.2102 345.3483 345.4863 345.6243 345.7623 345.9003 346.0382 346.1762 346.3141 346.4521 346.5900 346.7279 346.8658 347.0037 347.1416 347.2794 347.4173 347.5551 347.6930 347.8308 347.9686 348.1064 348.2441 348.3819 348.5196 348.6574 348.7951 348.9328 349.0705 349.2082 349.3459 349.4836 349.6212 349.7589 349.8965 350.0341 350.1717 350.3093 350.4469 350.5844 350.7220 350.8595 350.9971 351.1346 351.2721 351.4096 351.5471 351.6845 351.8220 351.9594 352.0968 352.2343 352.3717 352.5091 352.6464 352.7838 352.9212 353.0585 353.1958 353.3332 353.4705 353.6078 353.7450 353.8823 354.0196 354.1568 354.2940 354.4312 354.5685 354.7056 354.8428 354.9800 355.1171 355.2543 355.3914 355.5285 355.6656 355.8027 355.9398 356.0769 356.2139 356.3510 356.4880 356.6250 356.7620 356.8990 357.0360 357.1730 357.3099 357.4468 357.5838 357.7207 357.8576 357.9945 358.1314 358.2682 358.4051 358.5419 358.6787 358.8155 358.9523 359.0891 359.2259 359.3627 359.4994 359.6362 359.7729 359.9096 360.0463 360.1830 360.3197 360.4563 360.5930 360.7296 360.8662 361.0028 361.1394 361.2760 361.4126 361.5491 361.6857 361.8222 361.9587 362.0952 362.2317 362.3682 362.5047 362.6411 362.7776 362.9140 363.0504 363.1868 363.3232 363.4596 363.5960 363.7323 363.8687 364.0050 364.1413 364.2776 364.4139 364.5502 364.6864 364.8227 364.9589 365.0951 365.2313 365.3675 365.5037 365.6399 365.7760 365.9122 366.0483 366.1844 366.3205 366.4566 366.5927 366.7288 366.8648 367.0009 367.1369 367.2729 367.4089 367.5449 367.6809 367.8168 367.9528 368.0887 368.2247 368.3606 368.4965 368.6323 368.7682 368.9041 369.0399 369.1757 369.3116 369.4474 369.5832 369.7189 369.8547 369.9905 370.1262 370.2619 370.3976 370.5333 370.6690 370.8047 370.9404 371.0760 371.2116 371.3473 371.4829 371.6185 371.7540 371.8896 372.0252 372.1607 372.2962 372.4318 372.5673 372.7027 372.8382 372.9737 373.1091 373.2446 373.3800 373.5154 373.6508 373.7862 373.9215 374.0569 374.1922 374.3276 374.4629 374.5982 374.7335 374.8688 375.0040 375.1393 375.2745 375.4097 375.5449 375.6801 375.8153 375.9505 376.0856 376.2208 376.3559 376.4910 376.6261 376.7612 376.8963 377.0314 377.1664 377.3014 377.4365 377.5715 377.7065 377.8415 377.9764 378.1114 378.2463 378.3813 378.5162 378.6511 378.7860 378.9208 379.0557 379.1905 379.3254 379.4602 379.5950 379.7298 379.8646 379.9993 380.1341 380.2688 380.4036 380.5383 380.6730 380.8077 380.9423 381.0770 381.2116 381.3463 381.4809 381.6155 381.7501 381.8847 382.0192 382.1538 382.2883 382.4228 382.5574 382.6919 382.8263 382.9608 383.0953 383.2297 383.3641 383.4985 383.6329 383.7673 383.9017 384.0361 384.1704 384.3047 384.4391 384.5734 384.7077 384.8419 384.9762 385.1105 385.2447 385.3789 385.5131 385.6473 385.7815 385.9157 386.0498 386.1840 386.3181 386.4522 386.5863 386.7204 386.8545 386.9885 387.1226 387.2566 387.3906 387.5247 387.6586 387.7926 387.9266 388.0605 388.1945 388.3284 388.4623 388.5962 388.7301 388.8640 388.9978 389.1316 389.2655 389.3993 389.5331 389.6669 389.8006 389.9344 390.0681 390.2019 390.3356 390.4693 390.6030 390.7367 390.8703 391.0040 391.1376 391.2712 391.4048 391.5384 391.6720 391.8056 391.9391 392.0726 392.2062 392.3397 392.4732 392.6067 392.7401 392.8736 393.0070 393.1404 393.2739 393.4073 393.5406 393.6740 393.8074 393.9407 394.0740 394.2074 394.3407 394.4739 394.6072 394.7405 394.8737 395.0069 395.1402 395.2734 395.4066 395.5397 395.6729 395.8060 395.9392 396.0723 396.2054 396.3385 396.4716 396.6046 396.7377 396.8707 397.0037 397.1368 397.2698 397.4027 397.5357 397.6687 397.8016 397.9345 398.0674 398.2003 398.3332 398.4661 398.5989 398.7318 398.8646 398.9974 399.1302 399.2630 399.3958 399.5285 399.6613 399.7940 399.9267 400.0594 400.1921 400.3248 400.4574 400.5901 400.7227 400.8553 400.9879 401.1205 401.2531 401.3856 401.5182 401.6507 401.7832 401.9157 402.0482 402.1807 402.3131 402.4456 402.5780 402.7104 402.8428 402.9752 403.1076 403.2400 403.3723 403.5047 403.6370 403.7693 403.9016 404.0338 404.1661 404.2984 404.4306 404.5628 404.6950 404.8272 404.9594 405.0916 405.2237 405.3558 405.4880 405.6201 405.7522 405.8842 406.0163 406.1484 406.2804 406.4124 406.5444 406.6764 406.8084 406.9404 407.0723 407.2042 407.3362 407.4681 407.6000 407.7318 407.8637 407.9956 408.1274 408.2592 408.3910 408.5228 408.6546 408.7864 408.9181 409.0499 409.1816 409.3133 409.4450 409.5767 409.7083 409.8400 409.9716 410.1032 410.2348 410.3664 410.4980 410.6296 410.7611 410.8927 411.0242 411.1557 411.2872 411.4187 411.5501 411.6816 411.8130 411.9445 412.0759 412.2073 412.3386 412.4700 412.6014 412.7327 412.8640 412.9953 413.1266 413.2579 413.3892 413.5204 413.6516 413.7829 413.9141 414.0453 414.1764 414.3076 414.4388 414.5699 414.7010 414.8321 414.9632 415.0943 415.2253 415.3564 415.4874 415.6184 415.7495 415.8804 416.0114 416.1424 416.2733 416.4043 416.5352 416.6661 416.7970 416.9279 417.0587 417.1896 417.3204 417.4512 417.5820 417.7128 417.8436 417.9743 418.1051 418.2358 418.3665 418.4972 418.6279 418.7586 418.8892 419.0199 419.1505 419.2811 419.4117 419.5423 419.6729 419.8034 419.9340 420.0645 420.1950 420.3255 420.4560 420.5865 420.7169 420.8474 420.9778 421.1082 421.2386 421.3690 421.4994 421.6297 421.7600 421.8904 422.0207 422.1510 422.2813 422.4115 422.5418 422.6720 422.8022 422.9324 423.0626 423.1928 423.3230 423.4531 423.5833 423.7134 423.8435 423.9736 424.1036 424.2337 424.3637 424.4938 424.6238 424.7538 424.8838 425.0138 425.1437 425.2737 425.4036 425.5335 425.6634 425.7933 425.9232 426.0530 426.1829 426.3127 426.4425 426.5723 426.7021 426.8318 426.9616 427.0913 427.2211 427.3508 427.4805 427.6101 427.7398 427.8695 427.9991 428.1287 428.2583 428.3879 428.5175 428.6470 428.7766 428.9061 429.0356 429.1651 429.2946 429.4241 429.5536 429.6830 429.8124 429.9418 430.0712 430.2006 430.3300 430.4594 430.5887 430.7180 430.8473 430.9766 431.1059 431.2352 431.3644 431.4937 431.6229 431.7521 431.8813 432.0105 432.1396 432.2688 432.3979 432.5270 432.6561 432.7852 432.9143 433.0433 433.1724 433.3014 433.4304 433.5594 433.6884 433.8174 433.9463 434.0753 434.2042 434.3331 434.4620 434.5909 434.7197 434.8486 434.9774 435.1062 435.2350 435.3638 435.4926 435.6214 435.7501 435.8788 436.0076 436.1363 436.2649 436.3936 436.5223 436.6509 436.7795 436.9082 437.0367 437.1653 437.2939 437.4224 437.5510 437.6795 437.8080 437.9365 438.0650 438.1934 438.3219 438.4503 438.5787 438.7071 438.8355 438.9639 439.0922 439.2206 439.3489 439.4772 439.6055 439.7338 439.8621 439.9903 440.1185 440.2468 440.3750 440.5032 440.6313 440.7595 440.8876 441.0158 441.1439 441.2720 441.4001 441.5281 441.6562 441.7842 441.9122 442.0403 442.1683 442.2962 442.4242 442.5521 442.6801 442.8080 442.9359 443.0638 443.1917 443.3195 443.4474 443.5752 443.7030 443.8308 443.9586 444.0863 444.2141 444.3418 444.4695 444.5973 444.7249 444.8526 444.9803 445.1079 445.2356 445.3632 445.4908 445.6184 445.7459 445.8735 446.0010 446.1285 446.2560 446.3835 446.5110 446.6385 446.7659 446.8934 447.0208 447.1482 447.2756 447.4029 447.5303 447.6576 447.7849 447.9123 448.0395 448.1668 448.2941 448.4213 448.5486 448.6758 448.8030 448.9302 449.0573 449.1845 449.3116 449.4388 449.5659 449.6930 449.8201 449.9471 450.0742 450.2012 450.3282 450.4552 450.5822 450.7092 450.8361 450.9631 451.0900 451.2169 451.3438 451.4707 451.5975 451.7244 451.8512 451.9780 452.1048 452.2316 452.3584 452.4852 452.6119 452.7386 452.8653 452.9920 453.1187 453.2454 453.3720 453.4986 453.6253 453.7519 453.8784 454.0050 454.1316 454.2581 454.3846 454.5111 454.6376 454.7641 454.8906 455.0170 455.1434 455.2699 455.3963 455.5226 455.6490 455.7754 455.9017 456.0280 456.1543 456.2806 456.4069 456.5331 456.6594 456.7856 456.9118 457.0380 457.1642 457.2904 457.4165 457.5426 457.6688 457.7949 457.9210 458.0470 458.1731 458.2991 458.4251 458.5512 458.6771 458.8031 458.9291 459.0550 459.1810 459.3069 459.4328 459.5587 459.6845 459.8104 459.9362 460.0620 460.1878 460.3136 460.4394 460.5652 460.6909 460.8166 460.9423 461.0680 461.1937 461.3194 461.4450 461.5706 461.6963 461.8219 461.9474 462.0730 462.1986 462.3241 462.4496 462.5751 462.7006 462.8261 462.9515 463.0770 463.2024 463.3278 463.4532 463.5786 463.7040 463.8293 463.9546 464.0799 464.2052 464.3305 464.4558 464.5810 464.7063 464.8315 464.9567 465.0819 465.2071 465.3322 465.4574 465.5825 465.7076 465.8327 465.9578 466.0828 466.2079 466.3329 466.4579 466.5829 466.7079 466.8328 466.9578 467.0827 467.2076 467.3325 467.4574 467.5823 467.7072 467.8320 467.9568 468.0816 468.2064 468.3312 468.4559 468.5807 468.7054 468.8301 468.9548 469.0795 469.2041 469.3288 469.4534 469.5780 469.7026 469.8272 469.9518 470.0763 470.2008 470.3254 470.4499 470.5743 470.6988 470.8233 470.9477 471.0721 471.1965 471.3209 471.4453 471.5696 471.6940 471.8183 471.9426 472.0669 472.1912 472.3154 472.4397 472.5639 472.6881 472.8123 472.9365 473.0606 473.1848 473.3089 473.4330 473.5571 473.6812 473.8053 473.9293 474.0533 474.1773 474.3013 474.4253 474.5493 474.6732 474.7972 474.9211 475.0450 475.1689 475.2928 475.4166 475.5404 475.6643 475.7881 475.9119 476.0356 476.1594 476.2831 476.4068 476.5305 476.6542 476.7779 476.9016 477.0252 477.1488 477.2724 477.3960 477.5196 477.6432 477.7667 477.8902 478.0137 478.1372 478.2607 478.3842 478.5076 478.6310 478.7545 478.8778 479.0012 479.1246 479.2479 479.3713 479.4946 479.6179 479.7412 479.8644 479.9877 480.1109 480.2341 480.3573 480.4805 480.6037 480.7268 480.8499 480.9731 481.0962 481.2192 481.3423 481.4653 481.5884 481.7114 481.8344 481.9574 482.0804 482.2033 482.3262 482.4492 482.5721 482.6949 482.8178 482.9407 483.0635 483.1863 483.3091 483.4319 483.5547 483.6774 483.8002 483.9229 484.0456 484.1683 484.2909 484.4136 484.5362 484.6588 484.7815 484.9040 485.0266 485.1492 485.2717 485.3942 485.5167 485.6392 485.7617 485.8841 486.0066 486.1290 486.2514 486.3738 486.4962 486.6185 486.7408 486.8632 486.9855 487.1078 487.2300 487.3523 487.4745 487.5967 487.7189 487.8411 487.9633 488.0855 488.2076 488.3297 488.4518 488.5739 488.6960 488.8180 488.9401 489.0621 489.1841 489.3061 489.4280 489.5500 489.6719 489.7939 489.9158 490.0376 490.1595 490.2814 490.4032 490.5250 490.6468 490.7686 490.8904 491.0121 491.1339 491.2556 491.3773 491.4990 491.6206 491.7423 491.8639 491.9855 492.1071 492.2287 492.3503 492.4719 492.5934 492.7149 492.8364 492.9579 493.0794 493.2008 493.3222 493.4436 493.5650 493.6864 493.8078 493.9291 494.0505 494.1718 494.2931 494.4144 494.5356 494.6569 494.7781 494.8993 495.0205 495.1417 495.2629 495.3840 495.5051 495.6263 495.7473 495.8684 495.9895 496.1105 496.2316 496.3526 496.4736 496.5945 496.7155 496.8364 496.9574 497.0783 497.1992 497.3200 497.4409 497.5617 497.6826 497.8034 497.9242 498.0449 498.1657 498.2864 498.4072 498.5279 498.6485 498.7692 498.8899 499.0105 499.1311 499.2517 499.3723 499.4929 499.6134 499.7340 499.8545 499.9750 500.0955 500.2159 500.3364 500.4568 500.5772 500.6976 500.8180 500.9384 501.0587 501.1791 501.2994 501.4197 501.5400 501.6602 501.7805 501.9007 502.0209 502.1411 502.2613 502.3814 502.5016 502.6217 502.7418 502.8619 502.9820 503.1020 503.2221 503.3421 503.4621 503.5821 503.7021 503.8220 503.9420 504.0619 504.1818 504.3017 504.4215 504.5414 504.6612 504.7810 504.9008 505.0206 505.1404 505.2601 505.3799 505.4996 505.6193 505.7390 505.8586 505.9783 506.0979 506.2175 506.3371 506.4567 506.5763 506.6958 506.8153 506.9348 507.0543 507.1738 507.2933 507.4127 507.5321 507.6515 507.7709 507.8903 508.0096 508.1290 508.2483 508.3676 508.4869 508.6062 508.7254 508.8446 508.9639 509.0831 509.2022 509.3214 509.4405 509.5597 509.6788 509.7979 509.9170 510.0360 510.1551 510.2741 510.3931 510.5121 510.6311 510.7500 510.8690 510.9879 511.1068 511.2257 511.3445 511.4634 511.5822 511.7011 511.8199 511.9386 512.0574 512.1762 512.2949 512.4136 512.5323 512.6510 512.7696 512.8883 513.0069 513.1255 513.2441 513.3627 513.4813 513.5998 513.7183 513.8368 513.9553 514.0738 514.1923 514.3107 514.4291 514.5475 514.6659 514.7843 514.9026 515.0209 515.1393 515.2576 515.3758 515.4941 515.6124 515.7306 515.8488 515.9670 516.0852 516.2033 516.3215 516.4396 516.5577 516.6758 516.7939 516.9119 517.0299 517.1480 517.2660 517.3839 517.5019 517.6199 517.7378 517.8557 517.9736 518.0915 518.2093 518.3272 518.4450 518.5628 518.6806 518.7984 518.9162 519.0339 519.1516 519.2693 519.3870 519.5047 519.6223 519.7400 519.8576 519.9752 520.0928 520.2103 520.3279 520.4454 520.5629 520.6804 520.7979 520.9153 521.0328 521.1502 521.2676 521.3850 521.5024 521.6197 521.7370 521.8544 521.9717 522.0889 522.2062 522.3235 522.4407 522.5579 522.6751 522.7923 522.9094 523.0266 523.1437 523.2608 523.3779 523.4950 523.6120 523.7290 523.8461 523.9631 524.0800 524.1970 524.3139 524.4309 524.5478 524.6647 524.7816 524.8984 525.0152 525.1321 525.2489 525.3657 525.4824 525.5992 525.7159 525.8326 525.9493 526.0660 526.1827 526.2993 526.4159 526.5325 526.6491 526.7657 526.8823 526.9988 527.1153 527.2318 527.3483 527.4648 527.5812 527.6976 527.8140 527.9304 528.0468 528.1632 528.2795 528.3958 528.5121 528.6284 528.7447 528.8609 528.9771 529.0934 529.2096 529.3257 529.4419 529.5580 529.6742 529.7903 529.9063 530.0224 530.1385 530.2545 530.3705 530.4865 530.6025 530.7184 530.8344 530.9503 531.0662 531.1821 531.2980 531.4138 531.5296 531.6455 531.7612 531.8770 531.9928 532.1085 532.2242 532.3399 532.4556 532.5713 532.6869 532.8026 532.9182 533.0338 533.1494 533.2649 533.3804 533.4960 533.6115 533.7270 533.8424 533.9579 534.0733 534.1887 534.3041 534.4195 534.5348 534.6501 534.7655 534.8808 534.9960 535.1113 535.2265 535.3418 535.4570 535.5722 535.6873 535.8025 535.9176 536.0327 536.1478 536.2629 536.3779 536.4930 536.6080 536.7230 536.8380 536.9529 537.0679 537.1828 537.2977 537.4126 537.5274 537.6423 537.7571 537.8719 537.9867 538.1015 538.2162 538.3310 538.4457 538.5604 538.6751 538.7897 538.9044 539.0190 539.1336 539.2482 539.3627 539.4773 539.5918 539.7063 539.8208 539.9352 540.0497 540.1641 540.2785 540.3929 540.5073 540.6216 540.7359 540.8503 540.9645 541.0788 541.1931 541.3073 541.4215 541.5357 541.6499 541.7640 541.8782 541.9923 542.1064 542.2205 542.3345 542.4485 542.5626 542.6766 542.7905 542.9045 543.0184 543.1323 --------------------------------------------------------------------------------------- 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 --------------------------------------------------------------------------------------- EO 20221008T072344.0Z 8316.308148 3 1 12.84 6 136.560 94 16 0 1 1 0.01 0 33.53 0 -1.00 507 1 10 0 0 20.32 0 0 0 1373 4.390e+02 9.526e-01 4.571e+02 2.408e+00 30 3.808e+00 3.738e+00 1.317e-01 3.812e+00 6.435e-01 0 0 0 0 0.00e+00 4.371e-01 2.453e+02 1.288e+00 1.257e+02 5.487e+01 2.452e+02 1 0.62 21.97 12.42 7.03 3.27 1.31 0.80 0.49 0 1.544e-02 1769 -9 -9.00 -9.00 -9.00 -9.00 -0.00264 6.99303e-03 -2.99559e-05 22.40 15.00 20.32 37.72 13.9 1030.34 3.773e+09 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -112 -134 -88 -116 -90 -102 -70 -89 -87 -73 -37 -63 -73 -30 -46 -48 -42 -43 -47 -29 -48 -26 -45 -39 -35 14 -25 -1 -9 4 1 34 39 39 47 71 87 95 136 128 169 147 201 210 263 273 318 314 361 387 446 461 498 540 568 605 623 677 692 718 739 775 819 841 882 912 928 965 997 1035 1081 1082 1133 1157 1190 1200 1254 1267 1323 1340 1389 1367 1410 1437 1482 1523 1582 1643 1710 1784 1801 1835 1802 1860 1856 1941 2004 2153 2193 2286 2334 2388 2487 2560 2554 2555 2522 2605 2765 2856 2980 3100 3273 3503 3702 3803 3809 3727 3593 3573 3817 4115 4489 5014 5398 5755 6169 6516 6815 7112 7003 6872 6729 6685 7050 7555 7999 8263 8534 8934 9595 10480 10884 10851 10233 9342 9310 9688 10441 11093 11390 11148 11368 12319 13335 14366 15104 15226 15552 15893 16247 16380 16144 16592 17274 17744 18013 17685 16540 15673 15545 16188 16751 17606 17584 16648 17195 18888 21246 24287 26882 28138 28866 29359 29241 29042 28884 28018 27237 26588 26693 27938 29142 30058 31099 31483 31861 32135 31790 31516 31853 33167 35181 37011 37904 36053 33119 31811 31834 34472 37809 39504 40184 39328 37786 34976 31986 30075 29819 31996 35193 38172 40967 42392 44394 47356 49667 51218 51678 50827 47918 44170 40888 38477 39030 41680 45017 48634 51915 51974 49569 46824 44555 44836 48362 51316 52920 54982 56733 58932 61379 62131 60193 56501 52355 48939 48181 49556 52357 55815 57786 57412 56224 54413 51573 49479 47360 46323 48535 51061 52889 54216 54812 56092 58854 61855 63363 64677 65664 64707 62883 61681 60569 61542 64758 69316 73745 77972 82109 83940 84755 83986 82449 82952 84048 85075 84942 83176 82067 81801 81957 81458 79603 77788 77147 77499 78307 77207 76220 77816 81491 86593 92559 96019 96900 97925 98564 99923 99979 97047 93733 87131 82373 82331 83268 85538 86962 85495 84423 85173 87221 89573 90444 87917 85337 85801 86902 88042 88308 87404 87121 87466 86239 82555 80105 79465 81063 84262 87249 89995 92389 93489 90382 87400 87598 89241 93467 97971 97443 91569 81474 71378 67642 71612 79426 84261 82746 77104 71562 68991 71069 77469 84702 89595 88470 84130 81364 80763 84556 90134 91291 92822 92939 88904 85339 83693 84028 88434 95110 100283 102169 101113 98463 94530 90804 88471 87600 88018 87319 84078 81636 80541 82456 88511 92861 92540 90035 87566 85314 85347 89099 91536 91165 89394 87758 85362 83239 81110 73534 65001 59964 57999 60791 66237 72327 78239 82495 83755 84955 85684 84664 83573 80208 75498 74259 77278 80384 83061 86179 87519 89366 89978 86749 81378 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108114 115196 119125 120395 118778 117908 121508 125159 126266 123551 115088 105000 97675 93446 95745 103639 113175 123542 130277 131163 125606 111616 97193 87640 86357 94856 104867 110076 113090 111772 106820 100694 88784 77259 71152 74384 85875 98624 105626 104630 97118 87500 79379 73891 76031 84817 96484 112097 121947 118963 110941 104623 100247 100420 104579 106569 104756 104684 106668 107277 112745 118932 122946 127604 129917 131160 134342 137510 140173 142225 137715 130035 121951 113597 110849 111452 109938 108284 104447 98399 95959 99314 105259 115006 123860 126242 124846 124144 125025 126281 125355 118668 108270 100405 97920 94635 91825 91984 88934 84302 81466 76695 72200 72918 73859 72297 70893 70441 70514 70575 70819 72364 78341 88507 98724 106902 111222 110776 108266 108503 107654 105693 104711 101048 94336 87472 86370 91829 99627 108292 113668 112607 107743 101226 94717 92230 96114 103000 107466 107171 104134 98823 95675 99064 99562 97001 96688 94916 97526 105925 113824 120145 123700 125838 126060 126570 127990 125280 121844 118234 115582 118910 124428 131238 138358 140906 140968 140390 137759 133559 127222 120476 116030 113728 112241 108661 100465 88084 74500 61941 51849 46240 46183 51650 62430 75596 87042 94779 98821 103915 110418 116015 124115 130976 132712 134446 136729 134826 133740 134991 131530 122669 112754 100988 87622 75868 65196 56259 53551 58655 70006 84804 99627 113068 126128 138128 146241 150497 151914 151807 151594 154784 159031 162188 166395 168837 168753 167894 165131 164039 166516 170060 175394 177444 171168 165989 164986 165870 171522 178480 181185 181962 182535 181040 180556 181863 182139 183645 184538 183087 183994 185943 185620 181406 174298 166607 161518 163992 172706 182022 187991 190208 189575 182943 169976 159805 157432 160423 171043 182801 185381 182514 177986 172978 169316 169605 172092 170373 165487 162403 159938 160610 169571 175818 173538 173252 173814 171470 169596 168027 166813 170246 177629 183305 184610 184102 185354 189896 195159 197792 196682 193870 189180 183583 179019 172612 163142 153354 148532 149659 156854 168837 178569 183239 184789 186263 189129 193410 197839 199668 197454 195026 193263 191498 192995 194482 193064 191549 190372 187736 183269 179595 178530 181077 187118 195234 201717 202467 196589 187843 182872 182130 185056 190560 193321 192869 190244 186567 184487 182541 182709 186325 190896 196047 200814 202818 202503 199249 195702 193688 189371 184077 180327 177303 176578 178811 182864 185272 185064 184636 185140 184346 181440 180148 181270 182070 186095 193124 194061 190641 185632 177880 172908 171059 171617 176555 182274 188258 194669 197765 198578 199675 200363 198510 194667 191153 189420 190377 194908 198006 194603 185126 169381 156728 156693 164837 177864 189967 193045 189182 182533 178734 177773 179259 184018 187605 191473 194222 191963 187395 181192 175724 176221 178545 179805 183886 186187 183230 178743 175138 174622 178363 186156 194149 195346 190427 181276 168952 160823 156895 158174 167593 177673 182658 184450 183993 181912 179910 178165 175963 171677 165227 162941 164640 166598 169256 170275 164668 153556 142166 133738 128677 127837 130252 130916 127846 124256 122822 124731 132889 147133 164673 183407 198038 207194 209690 204207 191436 175368 162752 159925 166919 179392 192167 200446 202760 202214 198524 189189 175440 160267 150310 150336 157448 169693 182386 190819 196727 197023 191190 186294 183885 183483 188335 193879 195849 198431 201369 203480 207325 209731 207529 204953 202225 198446 196226 193369 188853 186553 187488 190239 193553 193377 184121 169570 160642 159710 164236 173836 182139 185532 187160 188360 190159 193848 197106 197757 196828 195103 190601 183566 180244 180940 181743 187659 197305 204469 208043 206118 201162 198344 198528 203790 209697 211048 209580 206418 203428 203296 205299 205471 205578 205293 202456 198683 198560 201376 205783 209887 210764 207418 204448 204897 207445 210810 213905 214045 212428 210141 204556 197353 192075 188319 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2784 2606 2540 2244 2049 1983 2099 2062 2391 2424 2535 2401 2127 2016 1786 1814 1673 1775 1808 2079 2325 2643 2804 2985 3126 3176 3323 3260 3200 2962 2878 2592 2549 2351 2324 2333 2604 2641 2908 2809 2511 2385 2381 2445 2734 3050 3316 3510 3377 3220 2791 2617 2527 2783 2961 3262 3232 3373 3276 3220 2960 2743 2554 2676 2939 3022 3464 3521 3751 3721 3869 3834 3838 3759 3729 3538 3479 3578 3428 3674 3665 3786 3709 3679 3442 3371 3148 3339 3334 3549 3314 3338 3317 3643 3510 3816 4042 3805 3811 3992 4123 4118 4096 3695 3571 3030 3052 2972 3495 3638 4212 4221 4327 4107 3647 3055 2875 3034 2940 3431 3408 3750 3577 3690 3021 2856 2474 2266 2331 2775 3124 3566 3544 3199 2858 2507 2318 2301 2826 2999 3730 3940 4057 3859 3595 3251 3154 3506 3444 3685 3338 3554 3818 3553 3530 4262 3999 4922 4086 4746 4353 5041 4645 4794 4464 4079 3092 3359 3450 3242 4154 3377 3470 2466 3523 2921 3725 3724 4127 3487 4347 3881 4852 3391 3676 3574 3084 3332 1860 2982 3430 3754 2561 3336 1379 2592 2013 3106 365 1688 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