File name: Pandora52s1_RichmondCA_20180401_L1_smca1c1d20170616p1-8.txt
File generation date: 20251128T222703.1Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c1d20170616p1-8
Local principal investigator: Nader Abuhassan
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 52
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora52_OF_v1d20170505.txt
Instrument calibration file used: Pandora52s1_CF_v1d20170616.txt
Level 0 file used: Pandora52s1_RichmondCA_20180401_L0.txt
Full location name: University Of California Berkeley
Short location name: RichmondCA
Country of location: USA
Location latitude [deg]: 37.9130
Location longitude [deg]: -122.3360
Location altitude [m]: 5
Local noon date: 20180401
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, matrix method stray light correction (replaced by simple method)
Data caveats: None
Nominal wavelengths [nm]: 267.6031 267.7528 267.9023 268.0518 268.2013 268.3507 268.5000 268.6493 268.7985 268.9476 269.0967 269.2458 269.3947 269.5437 269.6925 269.8413 269.9901 270.1388 270.2874 270.4360 270.5845 270.7330 270.8814 271.0298 271.1781 271.3263 271.4745 271.6227 271.7708 271.9188 272.0668 272.2147 272.3626 272.5105 272.6582 272.8060 272.9537 273.1013 273.2489 273.3964 273.5439 273.6913 273.8387 273.9861 274.1334 274.2806 274.4278 274.5749 274.7221 274.8691 275.0161 275.1631 275.3100 275.4569 275.6037 275.7505 275.8972 276.0439 276.1906 276.3372 276.4837 276.6302 276.7767 276.9232 277.0695 277.2159 277.3622 277.5085 277.6547 277.8009 277.9470 278.0931 278.2391 278.3852 278.5311 278.6771 278.8230 278.9688 279.1146 279.2604 279.4062 279.5519 279.6975 279.8431 279.9887 280.1343 280.2798 280.4253 280.5707 280.7161 280.8614 281.0068 281.1521 281.2973 281.4425 281.5877 281.7329 281.8780 282.0230 282.1681 282.3131 282.4580 282.6030 282.7479 282.8928 283.0376 283.1824 283.3272 283.4719 283.6166 283.7613 283.9059 284.0505 284.1951 284.3396 284.4841 284.6286 284.7730 284.9174 285.0618 285.2062 285.3505 285.4948 285.6390 285.7832 285.9274 286.0716 286.2157 286.3599 286.5039 286.6480 286.7920 286.9360 287.0799 287.2239 287.3678 287.5116 287.6555 287.7993 287.9431 288.0869 288.2306 288.3743 288.5180 288.6616 288.8053 288.9488 289.0924 289.2360 289.3795 289.5230 289.6664 289.8099 289.9533 290.0967 290.2400 290.3834 290.5267 290.6699 290.8132 290.9564 291.0996 291.2428 291.3860 291.5291 291.6722 291.8153 291.9584 292.1014 292.2444 292.3874 292.5304 292.6733 292.8162 292.9591 293.1020 293.2448 293.3877 293.5305 293.6732 293.8160 293.9587 294.1014 294.2441 294.3868 294.5294 294.6720 294.8146 294.9572 295.0998 295.2423 295.3848 295.5273 295.6698 295.8122 295.9547 296.0971 296.2394 296.3818 296.5241 296.6665 296.8088 296.9510 297.0933 297.2355 297.3778 297.5200 297.6621 297.8043 297.9464 298.0885 298.2306 298.3727 298.5148 298.6568 298.7988 298.9408 299.0828 299.2248 299.3667 299.5087 299.6506 299.7924 299.9343 300.0762 300.2180 300.3598 300.5016 300.6434 300.7851 300.9269 301.0686 301.2103 301.3520 301.4936 301.6353 301.7769 301.9185 302.0601 302.2017 302.3433 302.4848 302.6263 302.7678 302.9093 303.0508 303.1922 303.3337 303.4751 303.6165 303.7579 303.8993 304.0406 304.1820 304.3233 304.4646 304.6059 304.7471 304.8884 305.0296 305.1708 305.3120 305.4532 305.5944 305.7356 305.8767 306.0178 306.1589 306.3000 306.4411 306.5822 306.7232 306.8642 307.0052 307.1462 307.2872 307.4282 307.5691 307.7101 307.8510 307.9919 308.1328 308.2737 308.4145 308.5554 308.6962 308.8370 308.9778 309.1186 309.2593 309.4001 309.5408 309.6816 309.8223 309.9630 310.1036 310.2443 310.3849 310.5256 310.6662 310.8068 310.9474 311.0880 311.2285 311.3691 311.5096 311.6501 311.7906 311.9311 312.0716 312.2121 312.3525 312.4929 312.6334 312.7738 312.9142 313.0545 313.1949 313.3353 313.4756 313.6159 313.7562 313.8965 314.0368 314.1771 314.3173 314.4575 314.5978 314.7380 314.8782 315.0184 315.1585 315.2987 315.4388 315.5790 315.7191 315.8592 315.9993 316.1394 316.2794 316.4195 316.5595 316.6995 316.8395 316.9795 317.1195 317.2595 317.3994 317.5394 317.6793 317.8192 317.9591 318.0990 318.2389 318.3788 318.5186 318.6585 318.7983 318.9381 319.0779 319.2177 319.3575 319.4972 319.6370 319.7767 319.9164 320.0561 320.1958 320.3355 320.4752 320.6148 320.7545 320.8941 321.0337 321.1734 321.3129 321.4525 321.5921 321.7317 321.8712 322.0107 322.1502 322.2898 322.4292 322.5687 322.7082 322.8476 322.9871 323.1265 323.2659 323.4053 323.5447 323.6841 323.8235 323.9628 324.1022 324.2415 324.3808 324.5201 324.6594 324.7987 324.9380 325.0772 325.2165 325.3557 325.4949 325.6341 325.7733 325.9125 326.0517 326.1908 326.3300 326.4691 326.6082 326.7473 326.8864 327.0255 327.1646 327.3036 327.4427 327.5817 327.7207 327.8597 327.9987 328.1377 328.2767 328.4156 328.5546 328.6935 328.8325 328.9714 329.1103 329.2491 329.3880 329.5269 329.6657 329.8046 329.9434 330.0822 330.2210 330.3598 330.4986 330.6373 330.7761 330.9148 331.0535 331.1923 331.3310 331.4697 331.6083 331.7470 331.8857 332.0243 332.1629 332.3015 332.4401 332.5787 332.7173 332.8559 332.9944 333.1330 333.2715 333.4100 333.5485 333.6870 333.8255 333.9640 334.1025 334.2409 334.3793 334.5178 334.6562 334.7946 334.9329 335.0713 335.2097 335.3480 335.4864 335.6247 335.7630 335.9013 336.0396 336.1779 336.3161 336.4544 336.5926 336.7309 336.8691 337.0073 337.1455 337.2836 337.4218 337.5600 337.6981 337.8362 337.9743 338.1125 338.2505 338.3886 338.5267 338.6647 338.8028 338.9408 339.0788 339.2168 339.3548 339.4928 339.6308 339.7688 339.9067 340.0446 340.1826 340.3205 340.4584 340.5962 340.7341 340.8720 341.0098 341.1477 341.2855 341.4233 341.5611 341.6989 341.8366 341.9744 342.1122 342.2499 342.3876 342.5253 342.6630 342.8007 342.9384 343.0761 343.2137 343.3513 343.4890 343.6266 343.7642 343.9018 344.0394 344.1769 344.3145 344.4520 344.5895 344.7270 344.8645 345.0020 345.1395 345.2770 345.4144 345.5519 345.6893 345.8267 345.9641 346.1015 346.2389 346.3762 346.5136 346.6509 346.7883 346.9256 347.0629 347.2002 347.3375 347.4747 347.6120 347.7492 347.8864 348.0236 348.1609 348.2980 348.4352 348.5724 348.7095 348.8467 348.9838 349.1209 349.2580 349.3951 349.5322 349.6693 349.8063 349.9433 350.0804 350.2174 350.3544 350.4914 350.6283 350.7653 350.9023 351.0392 351.1761 351.3130 351.4499 351.5868 351.7237 351.8606 351.9974 352.1342 352.2711 352.4079 352.5447 352.6815 352.8182 352.9550 353.0917 353.2285 353.3652 353.5019 353.6386 353.7753 353.9120 354.0486 354.1853 354.3219 354.4585 354.5951 354.7317 354.8683 355.0049 355.1414 355.2780 355.4145 355.5510 355.6875 355.8240 355.9605 356.0970 356.2334 356.3699 356.5063 356.6427 356.7791 356.9155 357.0519 357.1882 357.3246 357.4609 357.5972 357.7336 357.8698 358.0061 358.1424 358.2787 358.4149 358.5511 358.6874 358.8236 358.9598 359.0960 359.2321 359.3683 359.5044 359.6405 359.7767 359.9128 360.0489 360.1849 360.3210 360.4571 360.5931 360.7291 360.8651 361.0011 361.1371 361.2731 361.4090 361.5450 361.6809 361.8169 361.9528 362.0887 362.2245 362.3604 362.4963 362.6321 362.7679 362.9037 363.0395 363.1753 363.3111 363.4469 363.5826 363.7184 363.8541 363.9898 364.1255 364.2612 364.3968 364.5325 364.6682 364.8038 364.9394 365.0750 365.2106 365.3462 365.4817 365.6173 365.7528 365.8884 366.0239 366.1594 366.2949 366.4303 366.5658 366.7012 366.8367 366.9721 367.1075 367.2429 367.3783 367.5136 367.6490 367.7843 367.9196 368.0550 368.1903 368.3255 368.4608 368.5961 368.7313 368.8665 369.0018 369.1370 369.2722 369.4073 369.5425 369.6777 369.8128 369.9479 370.0830 370.2181 370.3532 370.4883 370.6233 370.7584 370.8934 371.0284 371.1634 371.2984 371.4334 371.5684 371.7033 371.8383 371.9732 372.1081 372.2430 372.3779 372.5127 372.6476 372.7824 372.9173 373.0521 373.1869 373.3217 373.4564 373.5912 373.7260 373.8607 373.9954 374.1301 374.2648 374.3995 374.5342 374.6688 374.8034 374.9381 375.0727 375.2073 375.3419 375.4764 375.6110 375.7455 375.8801 376.0146 376.1491 376.2836 376.4181 376.5525 376.6870 376.8214 376.9558 377.0902 377.2246 377.3590 377.4934 377.6277 377.7621 377.8964 378.0307 378.1650 378.2993 378.4336 378.5678 378.7021 378.8363 378.9705 379.1047 379.2389 379.3731 379.5072 379.6414 379.7755 379.9096 380.0437 380.1778 380.3119 380.4460 380.5800 380.7141 380.8481 380.9821 381.1161 381.2501 381.3840 381.5180 381.6519 381.7859 381.9198 382.0537 382.1876 382.3214 382.4553 382.5891 382.7230 382.8568 382.9906 383.1244 383.2581 383.3919 383.5257 383.6594 383.7931 383.9268 384.0605 384.1942 384.3278 384.4615 384.5951 384.7288 384.8624 384.9960 385.1295 385.2631 385.3967 385.5302 385.6637 385.7972 385.9307 386.0642 386.1977 386.3311 386.4646 386.5980 386.7314 386.8648 386.9982 387.1316 387.2650 387.3983 387.5316 387.6649 387.7982 387.9315 388.0648 388.1981 388.3313 388.4645 388.5978 388.7310 388.8642 388.9973 389.1305 389.2637 389.3968 389.5299 389.6630 389.7961 389.9292 390.0623 390.1953 390.3283 390.4614 390.5944 390.7274 390.8604 390.9933 391.1263 391.2592 391.3921 391.5250 391.6579 391.7908 391.9237 392.0565 392.1894 392.3222 392.4550 392.5878 392.7206 392.8534 392.9861 393.1189 393.2516 393.3843 393.5170 393.6497 393.7824 393.9150 394.0477 394.1803 394.3129 394.4455 394.5781 394.7107 394.8432 394.9758 395.1083 395.2408 395.3733 395.5058 395.6383 395.7708 395.9032 396.0356 396.1681 396.3005 396.4329 396.5652 396.6976 396.8299 396.9623 397.0946 397.2269 397.3592 397.4915 397.6237 397.7560 397.8882 398.0204 398.1526 398.2848 398.4170 398.5492 398.6813 398.8134 398.9456 399.0777 399.2098 399.3418 399.4739 399.6059 399.7380 399.8700 400.0020 400.1340 400.2660 400.3979 400.5299 400.6618 400.7937 400.9256 401.0575 401.1894 401.3213 401.4531 401.5850 401.7168 401.8486 401.9804 402.1122 402.2439 402.3757 402.5074 402.6391 402.7708 402.9025 403.0342 403.1659 403.2975 403.4292 403.5608 403.6924 403.8240 403.9556 404.0871 404.2187 404.3502 404.4817 404.6132 404.7447 404.8762 405.0077 405.1391 405.2705 405.4020 405.5334 405.6648 405.7961 405.9275 406.0589 406.1902 406.3215 406.4528 406.5841 406.7154 406.8466 406.9779 407.1091 407.2403 407.3716 407.5027 407.6339 407.7651 407.8962 408.0274 408.1585 408.2896 408.4207 408.5518 408.6828 408.8139 408.9449 409.0759 409.2069 409.3379 409.4689 409.5998 409.7308 409.8617 409.9926 410.1235 410.2544 410.3853 410.5162 410.6470 410.7778 410.9086 411.0394 411.1702 411.3010 411.4318 411.5625 411.6932 411.8239 411.9546 412.0853 412.2160 412.3467 412.4773 412.6079 412.7385 412.8691 412.9997 413.1303 413.2608 413.3914 413.5219 413.6524 413.7829 413.9134 414.0439 414.1743 414.3048 414.4352 414.5656 414.6960 414.8264 414.9567 415.0871 415.2174 415.3478 415.4781 415.6084 415.7386 415.8689 415.9991 416.1294 416.2596 416.3898 416.5200 416.6502 416.7803 416.9105 417.0406 417.1707 417.3008 417.4309 417.5610 417.6911 417.8211 417.9511 418.0812 418.2112 418.3411 418.4711 418.6011 418.7310 418.8609 418.9909 419.1208 419.2506 419.3805 419.5104 419.6402 419.7700 419.8998 420.0296 420.1594 420.2892 420.4189 420.5487 420.6784 420.8081 420.9378 421.0675 421.1972 421.3268 421.4564 421.5861 421.7157 421.8453 421.9748 422.1044 422.2339 422.3635 422.4930 422.6225 422.7520 422.8815 423.0109 423.1404 423.2698 423.3992 423.5286 423.6580 423.7874 423.9167 424.0461 424.1754 424.3047 424.4340 424.5633 424.6925 424.8218 424.9510 425.0803 425.2095 425.3387 425.4678 425.5970 425.7261 425.8553 425.9844 426.1135 426.2426 426.3717 426.5007 426.6298 426.7588 426.8878 427.0168 427.1458 427.2748 427.4037 427.5327 427.6616 427.7905 427.9194 428.0483 428.1772 428.3060 428.4349 428.5637 428.6925 428.8213 428.9501 429.0788 429.2076 429.3363 429.4650 429.5937 429.7224 429.8511 429.9798 430.1084 430.2370 430.3656 430.4942 430.6228 430.7514 430.8800 431.0085 431.1370 431.2655 431.3940 431.5225 431.6510 431.7794 431.9079 432.0363 432.1647 432.2931 432.4215 432.5498 432.6782 432.8065 432.9348 433.0631 433.1914 433.3197 433.4479 433.5762 433.7044 433.8326 433.9608 434.0890 434.2171 434.3453 434.4734 434.6016 434.7297 434.8578 434.9858 435.1139 435.2419 435.3700 435.4980 435.6260 435.7540 435.8820 436.0099 436.1379 436.2658 436.3937 436.5216 436.6495 436.7773 436.9052 437.0330 437.1608 437.2887 437.4164 437.5442 437.6720 437.7997 437.9275 438.0552 438.1829 438.3106 438.4382 438.5659 438.6935 438.8212 438.9488 439.0764 439.2039 439.3315 439.4591 439.5866 439.7141 439.8416 439.9691 440.0966 440.2240 440.3515 440.4789 440.6063 440.7337 440.8611 440.9885 441.1158 441.2432 441.3705 441.4978 441.6251 441.7524 441.8796 442.0069 442.1341 442.2613 442.3885 442.5157 442.6429 442.7701 442.8972 443.0243 443.1514 443.2785 443.4056 443.5327 443.6597 443.7868 443.9138 444.0408 444.1678 444.2947 444.4217 444.5487 444.6756 444.8025 444.9294 445.0563 445.1831 445.3100 445.4368 445.5637 445.6905 445.8173 445.9440 446.0708 446.1975 446.3243 446.4510 446.5777 446.7044 446.8310 446.9577 447.0843 447.2110 447.3376 447.4642 447.5907 447.7173 447.8438 447.9704 448.0969 448.2234 448.3499 448.4763 448.6028 448.7292 448.8557 448.9821 449.1085 449.2349 449.3612 449.4876 449.6139 449.7402 449.8665 449.9928 450.1191 450.2453 450.3716 450.4978 450.6240 450.7502 450.8764 451.0025 451.1287 451.2548 451.3809 451.5070 451.6331 451.7592 451.8853 452.0113 452.1373 452.2633 452.3893 452.5153 452.6413 452.7672 452.8932 453.0191 453.1450 453.2709 453.3967 453.5226 453.6484 453.7743 453.9001 454.0259 454.1517 454.2774 454.4032 454.5289 454.6546 454.7803 454.9060 455.0317 455.1573 455.2830 455.4086 455.5342 455.6598 455.7854 455.9109 456.0365 456.1620 456.2875 456.4130 456.5385 456.6640 456.7895 456.9149 457.0403 457.1657 457.2911 457.4165 457.5419 457.6672 457.7925 457.9179 458.0432 458.1684 458.2937 458.4190 458.5442 458.6694 458.7946 458.9198 459.0450 459.1702 459.2953 459.4204 459.5455 459.6706 459.7957 459.9208 460.0458 460.1709 460.2959 460.4209 460.5459 460.6709 460.7958 460.9208 461.0457 461.1706 461.2955 461.4204 461.5453 461.6701 461.7949 461.9198 462.0446 462.1693 462.2941 462.4189 462.5436 462.6683 462.7930 462.9177 463.0424 463.1671 463.2917 463.4164 463.5410 463.6656 463.7902 463.9147 464.0393 464.1638 464.2883 464.4128 464.5373 464.6618 464.7863 464.9107 465.0351 465.1596 465.2840 465.4083 465.5327 465.6571 465.7814 465.9057 466.0300 466.1543 466.2786 466.4028 466.5271 466.6513 466.7755 466.8997 467.0239 467.1480 467.2722 467.3963 467.5204 467.6445 467.7686 467.8927 468.0167 468.1408 468.2648 468.3888 468.5128 468.6368 468.7607 468.8847 469.0086 469.1325 469.2564 469.3803 469.5041 469.6280 469.7518 469.8756 469.9994 470.1232 470.2470 470.3708 470.4945 470.6182 470.7419 470.8656 470.9893 471.1130 471.2366 471.3602 471.4838 471.6074 471.7310 471.8546 471.9781 472.1017 472.2252 472.3487 472.4722 472.5957 472.7191 472.8425 472.9660 473.0894 473.2128 473.3362 473.4595 473.5829 473.7062 473.8295 473.9528 474.0761 474.1993 474.3226 474.4458 474.5691 474.6923 474.8154 474.9386 475.0618 475.1849 475.3080 475.4311 475.5542 475.6773 475.8004 475.9234 476.0465 476.1695 476.2925 476.4154 476.5384 476.6614 476.7843 476.9072 477.0301 477.1530 477.2759 477.3987 477.5216 477.6444 477.7672 477.8900 478.0128 478.1355 478.2583 478.3810 478.5037 478.6264 478.7491 478.8718 478.9944 479.1171 479.2397 479.3623 479.4849 479.6074 479.7300 479.8525 479.9751 480.0976 480.2201 480.3425 480.4650 480.5874 480.7099 480.8323 480.9547 481.0771 481.1994 481.3218 481.4441 481.5664 481.6887 481.8110 481.9333 482.0555 482.1778 482.3000 482.4222 482.5444 482.6666 482.7887 482.9109 483.0330 483.1551 483.2772 483.3993 483.5213 483.6434 483.7654 483.8874 484.0094 484.1314 484.2534 484.3753 484.4973 484.6192 484.7411 484.8630 484.9848 485.1067 485.2285 485.3504 485.4722 485.5940 485.7157 485.8375 485.9593 486.0810 486.2027 486.3244 486.4461 486.5677 486.6894 486.8110 486.9326 487.0542 487.1758 487.2974 487.4189 487.5405 487.6620 487.7835 487.9050 488.0265 488.1479 488.2694 488.3908 488.5122 488.6336 488.7550 488.8763 488.9977 489.1190 489.2403 489.3616 489.4829 489.6042 489.7254 489.8467 489.9679 490.0891 490.2103 490.3314 490.4526 490.5737 490.6948 490.8159 490.9370 491.0581 491.1792 491.3002 491.4212 491.5422 491.6632 491.7842 491.9052 492.0261 492.1471 492.2680 492.3889 492.5097 492.6306 492.7515 492.8723 492.9931 493.1139 493.2347 493.3555 493.4762 493.5970 493.7177 493.8384 493.9591 494.0797 494.2004 494.3210 494.4417 494.5623 494.6829 494.8034 494.9240 495.0446 495.1651 495.2856 495.4061 495.5266 495.6470 495.7675 495.8879 496.0083 496.1287 496.2491 496.3695 496.4898 496.6102 496.7305 496.8508 496.9711 497.0913 497.2116 497.3318 497.4521 497.5723 497.6925 497.8126 497.9328 498.0529 498.1731 498.2932 498.4133 498.5333 498.6534 498.7734 498.8935 499.0135 499.1335 499.2535 499.3734 499.4934 499.6133 499.7332 499.8531 499.9730 500.0929 500.2127 500.3326 500.4524 500.5722 500.6920 500.8117 500.9315 501.0512 501.1710 501.2907 501.4104 501.5300 501.6497 501.7693 501.8890 502.0086 502.1282 502.2477 502.3673 502.4868 502.6064 502.7259 502.8454 502.9648 503.0843 503.2038 503.3232 503.4426 503.5620 503.6814 503.8008 503.9201 504.0394 504.1587 504.2781 504.3973 504.5166 504.6359 504.7551 504.8743 504.9935 505.1127 505.2319 505.3510 505.4702 505.5893 505.7084 505.8275 505.9466 506.0656 506.1847 506.3037 506.4227 506.5417 506.6607 506.7796 506.8986 507.0175 507.1364 507.2553 507.3742 507.4930 507.6119 507.7307 507.8495 507.9683 508.0871 508.2059 508.3246 508.4433 508.5620 508.6807 508.7994 508.9181 509.0367 509.1554 509.2740 509.3926 509.5112 509.6297 509.7483 509.8668 509.9853 510.1038 510.2223 510.3408 510.4593 510.5777 510.6961 510.8145 510.9329 511.0513 511.1696 511.2880 511.4063 511.5246 511.6429 511.7612 511.8794 511.9977 512.1159 512.2341 512.3523 512.4705 512.5886 512.7068 512.8249 512.9430 513.0611 513.1792 513.2972 513.4153 513.5333 513.6513 513.7693 513.8873 514.0052 514.1232 514.2411 514.3590 514.4769 514.5948 514.7127 514.8305 514.9483 515.0661 515.1839 515.3017 515.4195 515.5372 515.6550 515.7727 515.8904 516.0081 516.1257 516.2434 516.3610 516.4786 516.5962 516.7138 516.8314 516.9489 517.0664 517.1840 517.3015 517.4190 517.5364 517.6539 517.7713 517.8887 518.0061 518.1235 518.2409 518.3582 518.4756 518.5929 518.7102 518.8275 518.9447 519.0620 519.1792 519.2964 519.4136 519.5308 519.6480 519.7652 519.8823 519.9994 520.1165 520.2336 520.3507 520.4677 520.5848 520.7018 520.8188 520.9358 521.0528 521.1697 521.2866 521.4036 521.5205 521.6374 521.7542 521.8711 521.9879 522.1047 522.2216 522.3383 522.4551 522.5719 522.6886 522.8053 522.9220 523.0387 523.1554 523.2721 523.3887 523.5053 523.6219 523.7385 523.8551 523.9716 524.0882 524.2047 524.3212 524.4377 524.5542 524.6706 524.7871 524.9035 525.0199 525.1363 525.2527 525.3690 525.4854 525.6017 525.7180 525.8343 525.9506 526.0668 526.1831 526.2993 526.4155 526.5317 526.6479 526.7640 526.8802 526.9963 527.1124 527.2285 527.3446 527.4606 527.5767 527.6927 527.8087 527.9247 528.0407 528.1567 528.2726 528.3885 528.5044 528.6203 528.7362 528.8521 528.9679 529.0837 529.1995 529.3153 529.4311 529.5469 529.6626 529.7784 529.8941 530.0098 530.1254 530.2411 530.3567 530.4724 530.5880 530.7036 530.8192 530.9347 531.0503 531.1658 531.2813 531.3968 531.5123 531.6278 531.7432 531.8586 531.9740 532.0894 532.2048 532.3202 532.4355 532.5509 532.6662 532.7815 532.8968 533.0120 533.1273 533.2425 533.3577 533.4729 533.5881 533.7033 533.8184 533.9336 534.0487 534.1638 534.2789 534.3939 534.5090 534.6240 534.7390 534.8540 534.9690 535.0840 535.1989
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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: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 49: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 50: 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 51: 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 52: 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 53: 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 54: 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 55: 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 56: 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 57: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 58: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 59: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 60: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 61: Mean wavelength correction applied [%], -9=no wavelength correction
Column 62: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 63: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 64: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 65: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 66: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 67: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 68: Temperature at electronics board [°C], 999=no temperature signal
Column 69: Spectrometer control temperature [°C], 999=no temperature signal
Column 70: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 71: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 72: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 73: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 74-2121: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2122-4169: 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 4170-6217: 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 20180401T135912.0Z 6665.582778 1 1 36.00 2 4000.000 9 2 0 1 4 0.00 1 0.00 1 -1.00 507 0 10 0 0 21.67 71 0 0 1515 7.057e+02 3.129e+00 7.178e+02 4.953e+00 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 1 10.37 -1.00 -1.00 -1.00 -1.00 94.17 26.49 11.50 0 6.890e-02 1733 -9 -9.00 -9.00 -9.00 -9.00 -0.00046 -7.08121e-02 7.44007e-04 26.83 20.00 21.67 6.264e+07 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 24 -1 -15 1 -4 -44 -1 16 -27 -12 -9 -56 -30 -49 -57 14 41 -53 8 -6 -60 10 4 28 -4 -48 -59 23 -53 -47 -29 -31 30 -5 7 -58 -18 42 9 -50 -46 -50 -17 19 66 -20 18 -5 -25 -20 14 -53 -43 8 -37 -19 -50 -44 30 -2 40 58 -51 -29 9 -16 -2 -44 -24 -46 -10 -37 32 19 124 -54 -17 -51 21 15 60 -6 8 -33 -37 46 11 -13 -52 19 18 -45 35 -8 26 8 -55 -60 -52 -10 -22 20 -29 -20 -66 99 12 2 -69 -56 38 -62 -53 26 -30 -34 -39 -24 -62 -17 -42 -59 24 -19 -28 38 -55 -25 2 21 54 -40 28 -15 29 -14 49 -2 -58 -68 -49 -45 -21 49 -27 -65 -38 -35 27 -35 5 35 50 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60 90 84 13 36 139 52 72 73 61 134 61 180 49 56 124 77 105 143 80 -15 111 24 60 73 66 106 52 76 74 14 81 113 129 148 62 95 103 133 89 106 78 67 207 109 160 122 197 96 113 147 107 163 75 44 130 174 26 67 74 96 174 91 157 90 104 113 123 134 197 134 154 116 72 160 82 12 119 130 91 94 119 130 127 77 118 147 89 134 147 28 108 172 37 113 129 103 189 101 178 129 211 90 153 48 48 144 99 120 47 235 121 59 138 210 133 100 181 116 114 125 159 162 50 160 246 161 222 182 152 238 144 143 47 85 162 127 156 70 107 126 32 136 196 225 167 214 139 225 178 155 158 206 195 179 154 146 157 179 170 114 186 146 170 57 185 144 214 220 103 131 138 140 164 177 135 99 130 141 96 65 124 150 60 55 2 38 72 84 128 146 103 192 130 119 148 159 167 163 73 188 45 65 73 165 144 195 196 236 123 138 117 118 185 267 202 261 267 145 115 130 169 131 163 172 178 227 122 123 229 115 305 198 190 287 200 262 241 157 257 211 216 232 163 218 196 241 208 258 173 253 207 196 212 188 189 190 240 151 196 176 143 257 204 169 206 182 246 224 264 211 202 141 240 179 118 227 131 135 204 266 201 268 233 115 123 185 174 167 233 211 202 168 176 170 72 124 93 113 164 221 157 175 127 76 122 98 182 285 287 157 267 163 108 207 154 181 202 102 229 242 226 272 279 220 322 136 263 299 312 273 404 199 273 239 242 214 252 205 280 308 134 240 223 195 234 206 271 163 234 191 331 280 281 230 249 150 241 190 199 164 243 205 150 110 150 100 177 142 203 112 118 164 192 203 194 224 228 188 189 194 257 206 224 171 219 183 211 177 166 193 207 180 264 234 190 203 152 143 197 201 267 217 203 147 327 229 249 221 301 228 263 341 275 332 351 307 312 258 345 285 326 278 259 205 252 275 330 347 350 329 233 275 258 319 314 304 253 281 163 74 160 47 188 71 135 152 154 219 215 264 161 234 249 247 270 286 437 269 323 293 287 180 266 288 267 175 179 81 106 207 114 136 133 220 304 286 287 272 323 310 397 380 404 375 408 372 395 348 375 330 459 393 332 406 409 406 391 454 418 372 444 424 458 425 401 459 401 429 381 496 501 457 410 444 420 483 432 373 441 399 456 484 502 452 407 422 442 485 507 454 452 534 428 436 417 440 408 471 434 473 484 384 413 398 416 477 443 472 470 456 415 384 408 396 416 502 484 461 488 455 524 544 510 525 482 482 510 470 435 371 362 360 438 483 497 483 508 500 461 458 527 495 538 513 533 540 513 540 474 502 513 454 445 493 508 484 467 549 541 494 565 491 477 491 476 509 483 518 490 510 495 434 521 468 524 466 532 507 531 495 554 540 508 437 480 477 490 466 548 524 509 525 484 546 522 481 433 517 539 504 550 482 569 545 499 465 459 491 473 470 516 528 558 492 554 523 561 501 470 517 585 601 522 545 504 395 401 451 443 532 595 508 534 540 485 420 500 449 550 601 534 619 518 576 496 477 470 533 488 540 544 550 502 433 505 527 548 539 505 559 489 467 445 470 484 496 500 512 567 535 505 538 505 498 474 473 461 490 432 466 453 431 410 425 326 302 378 337 374 365 337 368 398 398 421 516 502 649 630 628 562 495 534 544 533 509 574 590 689 584 569 486 515 484 448 458 431 508 537 589 620 602 577 522 499 531 616 612 691 702 652 638 649 601 585 660 624 619 553 616 566 589 521 620 507 566 591 582 483 494 498 556 488 568 527 591 562 660 654 557 632 605 560 506 550 536 546 560 682 612 607 630 617 661 602 676 680 687 653 625 646 671 647 675 701 688 626 661 638 580 615 662 631 645 652 615 677 600 614 733 684 677 693 593 628 604 647 569 563 627 603 591 632 671 654 696 685 624 662 700 641 674 736 696 660 644 692 637 711 717 726 681 711 677 612 665 692 729 743 697 710 764 780 749 825 758 719 774 757 765 752 735 777 666 727 669 739 755 781 704 689 618 650 596 627 720 706 692 664 678 680 732 797 775 658 728 693 772 710 645 706 675 736 716 732 732 729 684 753 795 692 723 752 703 706 782 724 718 770 705 777 726 721 662 743 678 678 739 657 746 744 752 785 788 778 696 723 720 754 720 704 696 725 764 710 762 691 794 747 742 660 745 730 802 780 758 833 723 772 766 831 713 718 768 703 809 788 803 758 709 715 740 797 781 813 806 842 738 697 694 745 756 750 756 786 785 792 823 837 750 743 716 716 702 693 697 763 757 782 742 703 778 768 794 740 691 712 719 719 724 785 722 744 719 730 736 716 781 806 716 734 695 731 696 719 682 730 717 761 763 732 665 774 826 849 797 774 822 767 733 749 813 805 668 742 708 763 758 802 743 740 739 774 789 803 744 779 818 768 773 748 783 774 792 700 698 746 725 741 741 767 761 690 686 755 690 714 698 765 754 693 804 770 817 702 703 689 824 785 752 749 696 735 688 766 754 751 764 794 796 752 783 772 737 773 737 753 751 760 827 813 795 763 814 811 740 827 775 733 766 710 743 700 714 802 742 806 810 804 781 833 767 800 741 709 816 731 763 789 776 782 786 729 760 821 684 730 641 674 647 625 600 566 582 642 693 701 709 734 745 703 723 748 676 726 718 820 738 780 798 715 784 713 740 723 690 699 658 759 750 744 830 786 834 804 741 771 757 810 773 846 754 793 802 778 842 787 748 683 717 689 649 709 683 785 821 857 788 791 779 758 762 746 841 793 752 739 780 785 842 853 845 839 799 805 796 790 817 815 708 770 750 800 819 736 787 760 809 788 739 745 727 834 768 850 802 836 729 737 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