File name: Pandora144s1_Eureka-PEARL_20190306_L1_smca1c3d20190119p1-8.txt
File generation date: 20241120T172221.7Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c3d20190119p1-8
Local principal investigator: Vitali Fioletov
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 144
Spectrometer number: 1
Processing software version used: BlickP v1.8.60
Instrument operation file used: Pandora144_of_v2d20180302.txt
Instrument calibration file used: Pandora144s1_CF_v3d20190119.txt
Level 0 file used: Pandora144s1_Eureka-PEARL_20190306_L0.txt
Full location name: Polar Environment Atmospheric Research Laboratory (PEARL)
Short location name: Eureka-PEARL
Country of location: Canada
Location latitude [deg]: 80.0533
Location longitude [deg]: -86.4160
Location altitude [m]: 617
Local noon date: 20190306
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: OoB data based on session1
Nominal wavelengths [nm]: 274.3140 274.4575 274.6010 274.7444 274.8879 275.0313 275.1747 275.3181 275.4615 275.6049 275.7482 275.8916 276.0349 276.1783 276.3216 276.4649 276.6082 276.7515 276.8948 277.0380 277.1813 277.3245 277.4678 277.6110 277.7542 277.8974 278.0406 278.1838 278.3269 278.4701 278.6132 278.7564 278.8995 279.0426 279.1857 279.3288 279.4719 279.6149 279.7580 279.9010 280.0441 280.1871 280.3301 280.4731 280.6161 280.7590 280.9020 281.0450 281.1879 281.3308 281.4738 281.6167 281.7596 281.9024 282.0453 282.1882 282.3310 282.4739 282.6167 282.7595 282.9023 283.0451 283.1879 283.3307 283.4734 283.6162 283.7589 283.9016 284.0443 284.1870 284.3297 284.4724 284.6151 284.7577 284.9004 285.0430 285.1856 285.3282 285.4708 285.6134 285.7560 285.8986 286.0411 286.1837 286.3262 286.4687 286.6112 286.7537 286.8962 287.0387 287.1811 287.3236 287.4660 287.6085 287.7509 287.8933 288.0357 288.1781 288.3204 288.4628 288.6051 288.7475 288.8898 289.0321 289.1744 289.3167 289.4590 289.6013 289.7435 289.8858 290.0280 290.1702 290.3124 290.4546 290.5968 290.7390 290.8811 291.0233 291.1654 291.3076 291.4497 291.5918 291.7339 291.8760 292.0180 292.1601 292.3021 292.4442 292.5862 292.7282 292.8702 293.0122 293.1542 293.2962 293.4381 293.5800 293.7220 293.8639 294.0058 294.1477 294.2896 294.4315 294.5733 294.7152 294.8570 294.9988 295.1407 295.2825 295.4243 295.5660 295.7078 295.8496 295.9913 296.1330 296.2748 296.4165 296.5582 296.6999 296.8415 296.9832 297.1249 297.2665 297.4081 297.5497 297.6914 297.8329 297.9745 298.1161 298.2577 298.3992 298.5407 298.6823 298.8238 298.9653 299.1068 299.2482 299.3897 299.5312 299.6726 299.8140 299.9555 300.0969 300.2383 300.3796 300.5210 300.6624 300.8037 300.9451 301.0864 301.2277 301.3690 301.5103 301.6516 301.7928 301.9341 302.0753 302.2165 302.3578 302.4990 302.6402 302.7814 302.9225 303.0637 303.2048 303.3460 303.4871 303.6282 303.7693 303.9104 304.0515 304.1925 304.3336 304.4746 304.6156 304.7567 304.8977 305.0387 305.1796 305.3206 305.4616 305.6025 305.7435 305.8844 306.0253 306.1662 306.3071 306.4479 306.5888 306.7297 306.8705 307.0113 307.1521 307.2929 307.4337 307.5745 307.7153 307.8560 307.9968 308.1375 308.2782 308.4189 308.5596 308.7003 308.8410 308.9816 309.1223 309.2629 309.4036 309.5442 309.6848 309.8254 309.9659 310.1065 310.2470 310.3876 310.5281 310.6686 310.8091 310.9496 311.0901 311.2306 311.3710 311.5115 311.6519 311.7923 311.9327 312.0731 312.2135 312.3539 312.4942 312.6346 312.7749 312.9153 313.0556 313.1959 313.3362 313.4764 313.6167 313.7569 313.8972 314.0374 314.1776 314.3178 314.4580 314.5982 314.7384 314.8785 315.0187 315.1588 315.2989 315.4390 315.5791 315.7192 315.8593 315.9993 316.1394 316.2794 316.4194 316.5594 316.6994 316.8394 316.9794 317.1194 317.2593 317.3992 317.5392 317.6791 317.8190 317.9589 318.0987 318.2386 318.3785 318.5183 318.6581 318.7979 318.9377 319.0775 319.2173 319.3571 319.4968 319.6366 319.7763 319.9160 320.0557 320.1954 320.3351 320.4748 320.6144 320.7541 320.8937 321.0333 321.1729 321.3125 321.4521 321.5917 321.7312 321.8708 322.0103 322.1498 322.2893 322.4288 322.5683 322.7078 322.8473 322.9867 323.1261 323.2656 323.4050 323.5444 323.6838 323.8231 323.9625 324.1018 324.2412 324.3805 324.5198 324.6591 324.7984 324.9377 325.0769 325.2162 325.3554 325.4947 325.6339 325.7731 325.9123 326.0514 326.1906 326.3298 326.4689 326.6080 326.7471 326.8862 327.0253 327.1644 327.3035 327.4425 327.5816 327.7206 327.8596 327.9986 328.1376 328.2766 328.4156 328.5545 328.6935 328.8324 328.9713 329.1102 329.2491 329.3880 329.5268 329.6657 329.8045 329.9434 330.0822 330.2210 330.3598 330.4986 330.6373 330.7761 330.9148 331.0536 331.1923 331.3310 331.4697 331.6084 331.7470 331.8857 332.0243 332.1629 332.3016 332.4402 332.5788 332.7173 332.8559 332.9945 333.1330 333.2715 333.4101 333.5486 333.6871 333.8255 333.9640 334.1025 334.2409 334.3793 334.5177 334.6562 334.7945 334.9329 335.0713 335.2096 335.3480 335.4863 335.6246 335.7629 335.9012 336.0395 336.1778 336.3160 336.4543 336.5925 336.7307 336.8689 337.0071 337.1453 337.2835 337.4216 337.5597 337.6979 337.8360 337.9741 338.1122 338.2503 338.3883 338.5264 338.6644 338.8024 338.9405 339.0785 339.2164 339.3544 339.4924 339.6303 339.7683 339.9062 340.0441 340.1820 340.3199 340.4578 340.5956 340.7335 340.8713 341.0091 341.1470 341.2847 341.4225 341.5603 341.6981 341.8358 341.9736 342.1113 342.2490 342.3867 342.5244 342.6620 342.7997 342.9373 343.0750 343.2126 343.3502 343.4878 343.6254 343.7629 343.9005 344.0380 344.1756 344.3131 344.4506 344.5881 344.7256 344.8630 345.0005 345.1379 345.2754 345.4128 345.5502 345.6876 345.8249 345.9623 346.0997 346.2370 346.3743 346.5116 346.6489 346.7862 346.9235 347.0608 347.1980 347.3352 347.4725 347.6097 347.7469 347.8841 348.0212 348.1584 348.2955 348.4327 348.5698 348.7069 348.8440 348.9811 349.1181 349.2552 349.3922 349.5293 349.6663 349.8033 349.9403 350.0773 350.2142 350.3512 350.4881 350.6250 350.7619 350.8988 351.0357 351.1726 351.3095 351.4463 351.5832 351.7200 351.8568 351.9936 352.1304 352.2671 352.4039 352.5406 352.6774 352.8141 352.9508 353.0875 353.2242 353.3608 353.4975 353.6341 353.7708 353.9074 354.0440 354.1806 354.3171 354.4537 354.5903 354.7268 354.8633 354.9998 355.1363 355.2728 355.4093 355.5457 355.6822 355.8186 355.9550 356.0914 356.2278 356.3642 356.5006 356.6369 356.7733 356.9096 357.0459 357.1822 357.3185 357.4548 357.5911 357.7273 357.8635 357.9998 358.1360 358.2722 358.4084 358.5445 358.6807 358.8168 358.9530 359.0891 359.2252 359.3613 359.4973 359.6334 359.7695 359.9055 360.0415 360.1775 360.3135 360.4495 360.5855 360.7215 360.8574 360.9933 361.1293 361.2652 361.4011 361.5369 361.6728 361.8087 361.9445 362.0803 362.2162 362.3520 362.4877 362.6235 362.7593 362.8950 363.0308 363.1665 363.3022 363.4379 363.5736 363.7093 363.8449 363.9805 364.1162 364.2518 364.3874 364.5230 364.6586 364.7941 364.9297 365.0652 365.2007 365.3363 365.4717 365.6072 365.7427 365.8782 366.0136 366.1490 366.2845 366.4199 366.5552 366.6906 366.8260 366.9613 367.0967 367.2320 367.3673 367.5026 367.6379 367.7732 367.9084 368.0437 368.1789 368.3141 368.4493 368.5845 368.7197 368.8548 368.9900 369.1251 369.2603 369.3954 369.5305 369.6656 369.8006 369.9357 370.0707 370.2058 370.3408 370.4758 370.6108 370.7457 370.8807 371.0156 371.1506 371.2855 371.4204 371.5553 371.6902 371.8251 371.9599 372.0948 372.2296 372.3644 372.4992 372.6340 372.7688 372.9035 373.0383 373.1730 373.3077 373.4424 373.5771 373.7118 373.8465 373.9811 374.1158 374.2504 374.3850 374.5196 374.6542 374.7888 374.9233 375.0579 375.1924 375.3269 375.4614 375.5959 375.7304 375.8649 375.9993 376.1338 376.2682 376.4026 376.5370 376.6714 376.8057 376.9401 377.0744 377.2088 377.3431 377.4774 377.6117 377.7459 377.8802 378.0144 378.1487 378.2829 378.4171 378.5513 378.6855 378.8196 378.9538 379.0879 379.2221 379.3562 379.4903 379.6244 379.7584 379.8925 380.0265 380.1606 380.2946 380.4286 380.5626 380.6965 380.8305 380.9644 381.0984 381.2323 381.3662 381.5001 381.6340 381.7678 381.9017 382.0355 382.1693 382.3032 382.4370 382.5707 382.7045 382.8383 382.9720 383.1057 383.2395 383.3732 383.5068 383.6405 383.7742 383.9078 384.0414 384.1751 384.3087 384.4423 384.5758 384.7094 384.8430 384.9765 385.1100 385.2435 385.3770 385.5105 385.6440 385.7774 385.9109 386.0443 386.1777 386.3111 386.4445 386.5778 386.7112 386.8445 386.9779 387.1112 387.2445 387.3778 387.5111 387.6443 387.7776 387.9108 388.0440 388.1772 388.3104 388.4436 388.5767 388.7099 388.8430 388.9762 389.1093 389.2424 389.3754 389.5085 389.6416 389.7746 389.9076 390.0406 390.1736 390.3066 390.4396 390.5725 390.7055 390.8384 390.9713 391.1042 391.2371 391.3700 391.5028 391.6357 391.7685 391.9013 392.0341 392.1669 392.2997 392.4324 392.5652 392.6979 392.8306 392.9633 393.0960 393.2287 393.3614 393.4940 393.6266 393.7593 393.8919 394.0245 394.1570 394.2896 394.4222 394.5547 394.6872 394.8197 394.9522 395.0847 395.2172 395.3496 395.4821 395.6145 395.7469 395.8793 396.0117 396.1440 396.2764 396.4087 396.5411 396.6734 396.8057 396.9380 397.0702 397.2025 397.3347 397.4670 397.5992 397.7314 397.8636 397.9957 398.1279 398.2600 398.3922 398.5243 398.6564 398.7885 398.9205 399.0526 399.1846 399.3167 399.4487 399.5807 399.7127 399.8446 399.9766 400.1086 400.2405 400.3724 400.5043 400.6362 400.7681 400.8999 401.0318 401.1636 401.2954 401.4272 401.5590 401.6908 401.8226 401.9543 402.0860 402.2178 402.3495 402.4812 402.6128 402.7445 402.8761 403.0078 403.1394 403.2710 403.4026 403.5342 403.6657 403.7973 403.9288 404.0603 404.1918 404.3233 404.4548 404.5863 404.7177 404.8492 404.9806 405.1120 405.2434 405.3748 405.5061 405.6375 405.7688 405.9001 406.0314 406.1627 406.2940 406.4253 406.5565 406.6878 406.8190 406.9502 407.0814 407.2126 407.3437 407.4749 407.6060 407.7371 407.8682 407.9993 408.1304 408.2615 408.3925 408.5235 408.6546 408.7856 408.9166 409.0475 409.1785 409.3094 409.4404 409.5713 409.7022 409.8331 409.9640 410.0948 410.2257 410.3565 410.4873 410.6181 410.7489 410.8797 411.0105 411.1412 411.2719 411.4027 411.5334 411.6641 411.7947 411.9254 412.0560 412.1867 412.3173 412.4479 412.5785 412.7091 412.8396 412.9702 413.1007 413.2312 413.3617 413.4922 413.6227 413.7531 413.8836 414.0140 414.1444 414.2748 414.4052 414.5356 414.6659 414.7963 414.9266 415.0569 415.1872 415.3175 415.4478 415.5780 415.7083 415.8385 415.9687 416.0989 416.2291 416.3592 416.4894 416.6195 416.7497 416.8798 417.0099 417.1400 417.2700 417.4001 417.5301 417.6601 417.7901 417.9201 418.0501 418.1801 418.3100 418.4400 418.5699 418.6998 418.8297 418.9596 419.0894 419.2193 419.3491 419.4789 419.6087 419.7385 419.8683 419.9980 420.1278 420.2575 420.3872 420.5169 420.6466 420.7763 420.9060 421.0356 421.1652 421.2948 421.4244 421.5540 421.6836 421.8131 421.9427 422.0722 422.2017 422.3312 422.4607 422.5902 422.7196 422.8491 422.9785 423.1079 423.2373 423.3667 423.4960 423.6254 423.7547 423.8840 424.0133 424.1426 424.2719 424.4011 424.5304 424.6596 424.7888 424.9180 425.0472 425.1764 425.3056 425.4347 425.5638 425.6929 425.8220 425.9511 426.0802 426.2092 426.3383 426.4673 426.5963 426.7253 426.8543 426.9833 427.1122 427.2411 427.3701 427.4990 427.6279 427.7567 427.8856 428.0144 428.1433 428.2721 428.4009 428.5297 428.6585 428.7872 428.9160 429.0447 429.1734 429.3021 429.4308 429.5594 429.6881 429.8167 429.9454 430.0740 430.2026 430.3311 430.4597 430.5883 430.7168 430.8453 430.9738 431.1023 431.2308 431.3592 431.4877 431.6161 431.7445 431.8729 432.0013 432.1297 432.2580 432.3864 432.5147 432.6430 432.7713 432.8996 433.0279 433.1561 433.2843 433.4126 433.5408 433.6690 433.7971 433.9253 434.0534 434.1816 434.3097 434.4378 434.5659 434.6940 434.8220 434.9500 435.0781 435.2061 435.3341 435.4621 435.5900 435.7180 435.8459 435.9738 436.1017 436.2296 436.3575 436.4854 436.6132 436.7410 436.8689 436.9967 437.1244 437.2522 437.3800 437.5077 437.6354 437.7631 437.8908 438.0185 438.1462 438.2738 438.4015 438.5291 438.6567 438.7843 438.9119 439.0394 439.1670 439.2945 439.4220 439.5495 439.6770 439.8044 439.9319 440.0593 440.1868 440.3142 440.4416 440.5689 440.6963 440.8236 440.9510 441.0783 441.2056 441.3329 441.4602 441.5874 441.7147 441.8419 441.9691 442.0963 442.2235 442.3506 442.4778 442.6049 442.7320 442.8591 442.9862 443.1133 443.2404 443.3674 443.4944 443.6214 443.7484 443.8754 444.0024 444.1293 444.2563 444.3832 444.5101 444.6370 444.7639 444.8907 445.0176 445.1444 445.2712 445.3980 445.5248 445.6516 445.7783 445.9051 446.0318 446.1585 446.2852 446.4119 446.5385 446.6652 446.7918 446.9184 447.0450 447.1716 447.2982 447.4247 447.5513 447.6778 447.8043 447.9308 448.0573 448.1837 448.3102 448.4366 448.5630 448.6894 448.8158 448.9422 449.0685 449.1949 449.3212 449.4475 449.5738 449.7001 449.8264 449.9526 450.0788 450.2050 450.3312 450.4574 450.5836 450.7098 450.8359 450.9620 451.0881 451.2142 451.3403 451.4664 451.5924 451.7184 451.8445 451.9705 452.0964 452.2224 452.3484 452.4743 452.6002 452.7261 452.8520 452.9779 453.1038 453.2296 453.3554 453.4813 453.6071 453.7328 453.8586 453.9844 454.1101 454.2358 454.3615 454.4872 454.6129 454.7386 454.8642 454.9898 455.1154 455.2410 455.3666 455.4922 455.6177 455.7433 455.8688 455.9943 456.1198 456.2453 456.3707 456.4962 456.6216 456.7470 456.8724 456.9978 457.1231 457.2485 457.3738 457.4991 457.6245 457.7497 457.8750 458.0003 458.1255 458.2507 458.3759 458.5011 458.6263 458.7515 458.8766 459.0017 459.1269 459.2520 459.3770 459.5021 459.6272 459.7522 459.8772 460.0022 460.1272 460.2522 460.3772 460.5021 460.6270 460.7519 460.8768 461.0017 461.1266 461.2514 461.3763 461.5011 461.6259 461.7507 461.8754 462.0002 462.1249 462.2496 462.3744 462.4990 462.6237 462.7484 462.8730 462.9977 463.1223 463.2469 463.3714 463.4960 463.6206 463.7451 463.8696 463.9941 464.1186 464.2431 464.3675 464.4920 464.6164 464.7408 464.8652 464.9896 465.1139 465.2383 465.3626 465.4869 465.6112 465.7355 465.8598 465.9840 466.1083 466.2325 466.3567 466.4809 466.6050 466.7292 466.8533 466.9775 467.1016 467.2257 467.3497 467.4738 467.5978 467.7219 467.8459 467.9699 468.0939 468.2178 468.3418 468.4657 468.5896 468.7135 468.8374 468.9613 469.0851 469.2090 469.3328 469.4566 469.5804 469.7042 469.8279 469.9517 470.0754 470.1991 470.3228 470.4465 470.5701 470.6938 470.8174 470.9410 471.0646 471.1882 471.3118 471.4353 471.5589 471.6824 471.8059 471.9294 472.0529 472.1763 472.2998 472.4232 472.5466 472.6700 472.7934 472.9167 473.0401 473.1634 473.2867 473.4100 473.5333 473.6565 473.7798 473.9030 474.0262 474.1494 474.2726 474.3958 474.5189 474.6421 474.7652 474.8883 475.0114 475.1345 475.2575 475.3805 475.5036 475.6266 475.7496 475.8725 475.9955 476.1184 476.2414 476.3643 476.4872 476.6101 476.7329 476.8558 476.9786 477.1014 477.2242 477.3470 477.4698 477.5925 477.7152 477.8380 477.9607 478.0833 478.2060 478.3287 478.4513 478.5739 478.6965 478.8191 478.9417 479.0643 479.1868 479.3093 479.4318 479.5543 479.6768 479.7992 479.9217 480.0441 480.1665 480.2889 480.4113 480.5337 480.6560 480.7783 480.9007 481.0230 481.1452 481.2675 481.3897 481.5120 481.6342 481.7564 481.8786 482.0007 482.1229 482.2450 482.3672 482.4893 482.6113 482.7334 482.8555 482.9775 483.0995 483.2215 483.3435 483.4655 483.5874 483.7094 483.8313 483.9532 484.0751 484.1970 484.3188 484.4407 484.5625 484.6843 484.8061 484.9279 485.0497 485.1714 485.2931 485.4148 485.5365 485.6582 485.7799 485.9015 486.0232 486.1448 486.2664 486.3879 486.5095 486.6311 486.7526 486.8741 486.9956 487.1171 487.2386 487.3600 487.4814 487.6029 487.7243 487.8456 487.9670 488.0884 488.2097 488.3310 488.4523 488.5736 488.6949 488.8161 488.9374 489.0586 489.1798 489.3010 489.4221 489.5433 489.6644 489.7856 489.9067 490.0278 490.1488 490.2699 490.3909 490.5119 490.6330 490.7539 490.8749 490.9959 491.1168 491.2377 491.3587 491.4795 491.6004 491.7213 491.8421 491.9629 492.0838 492.2045 492.3253 492.4461 492.5668 492.6875 492.8083 492.9290 493.0496 493.1703 493.2909 493.4116 493.5322 493.6528 493.7733 493.8939 494.0144 494.1350 494.2555 494.3760 494.4965 494.6169 494.7374 494.8578 494.9782 495.0986 495.2190 495.3393 495.4597 495.5800 495.7003 495.8206 495.9409 496.0612 496.1814 496.3016 496.4219 496.5421 496.6622 496.7824 496.9025 497.0227 497.1428 497.2629 497.3830 497.5030 497.6231 497.7431 497.8631 497.9831 498.1031 498.2231 498.3430 498.4629 498.5828 498.7027 498.8226 498.9425 499.0623 499.1822 499.3020 499.4218 499.5415 499.6613 499.7811 499.9008 500.0205 500.1402 500.2599 500.3795 500.4992 500.6188 500.7384 500.8580 500.9776 501.0972 501.2167 501.3362 501.4557 501.5752 501.6947 501.8142 501.9336 502.0531 502.1725 502.2919 502.4112 502.5306 502.6499 502.7693 502.8886 503.0079 503.1271 503.2464 503.3657 503.4849 503.6041 503.7233 503.8425 503.9616 504.0808 504.1999 504.3190 504.4381 504.5572 504.6762 504.7953 504.9143 505.0333 505.1523 505.2713 505.3902 505.5092 505.6281 505.7470 505.8659 505.9847 506.1036 506.2224 506.3413 506.4601 506.5789 506.6976 506.8164 506.9351 507.0538 507.1725 507.2912 507.4099 507.5285 507.6472 507.7658 507.8844 508.0030 508.1216 508.2401 508.3586 508.4772 508.5957 508.7141 508.8326 508.9511 509.0695 509.1879 509.3063 509.4247 509.5431 509.6614 509.7797 509.8980 510.0163 510.1346 510.2529 510.3711 510.4894 510.6076 510.7258 510.8439 510.9621 511.0803 511.1984 511.3165 511.4346 511.5527 511.6707 511.7888 511.9068 512.0248 512.1428 512.2608 512.3787 512.4966 512.6146 512.7325 512.8504 512.9682 513.0861 513.2039 513.3217 513.4395 513.5573 513.6751 513.7928 513.9106 514.0283 514.1460 514.2637 514.3813 514.4990 514.6166 514.7342 514.8518 514.9694 515.0870 515.2045 515.3221 515.4396 515.5571 515.6745 515.7920 515.9094 516.0269 516.1443 516.2617 516.3790 516.4964 516.6137 516.7311 516.8484 516.9657 517.0829 517.2002 517.3174 517.4346 517.5518 517.6690 517.7862 517.9033 518.0205 518.1376 518.2547 518.3718 518.4888 518.6059 518.7229 518.8399 518.9569 519.0739 519.1909 519.3078 519.4247 519.5417 519.6585 519.7754 519.8923 520.0091 520.1259 520.2427 520.3595 520.4763 520.5931 520.7098 520.8265 520.9432 521.0599 521.1766 521.2932 521.4099 521.5265 521.6431 521.7597 521.8762 521.9928 522.1093 522.2258 522.3423 522.4588 522.5752 522.6917 522.8081 522.9245 523.0409 523.1573 523.2736 523.3900 523.5063 523.6226 523.7389 523.8551 523.9714 524.0876 524.2039 524.3201 524.4362 524.5524 524.6685 524.7847 524.9008 525.0169 525.1330 525.2490 525.3651 525.4811 525.5971 525.7131 525.8291 525.9450 526.0610 526.1769 526.2928 526.4087 526.5245 526.6404 526.7562 526.8720 526.9878 527.1036 527.2194 527.3351 527.4508 527.5666 527.6823 527.7979 527.9136 528.0292 528.1449 528.2605 528.3760 528.4916 528.6072 528.7227 528.8382 528.9537 529.0692 529.1847 529.3001 529.4156 529.5310 529.6464 529.7617 529.8771 529.9924 530.1078 530.2231 530.3384 530.4536 530.5689 530.6841 530.7994 530.9146 531.0297 531.1449 531.2601 531.3752 531.4903 531.6054 531.7205 531.8356 531.9506 532.0656 532.1806 532.2956 532.4106 532.5256 532.6405 532.7554 532.8703 532.9852 533.1001 533.2149 533.3298 533.4446 533.5594 533.6741 533.7889 533.9037 534.0184 534.1331 534.2478 534.3625 534.4771 534.5918 534.7064 534.8210 534.9356 535.0501 535.1647 535.2792 535.3937 535.5082 535.6227 535.7372 535.8516 535.9660 536.0804 536.1948 536.3092 536.4236 536.5379 536.6522 536.7665 536.8808 536.9951 537.1093 537.2236 537.3378 537.4520 537.5661 537.6803 537.7944 537.9086 538.0227 538.1368 538.2508 538.3649 538.4789 538.5929 538.7069 538.8209 538.9349 539.0488 539.1628 539.2767 539.3906 539.5044 539.6183 539.7321 539.8460 539.9598
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 51: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 52: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 53: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 54: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 60: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 61: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 62: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 63: Mean wavelength correction applied [%], -9=no wavelength correction
Column 64: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 65: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 66: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 67: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 68: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 69: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 70: Temperature at electronics board [°C], 999=no temperature signal
Column 71: Spectrometer control temperature [°C], 999=no temperature signal
Column 72: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 73: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 74: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 75: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 76-2123: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2124-4171: 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 4172-6219: 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 20190306T141453.0Z 7004.593669 173 1 32.00 2 4000.000 8 2 0 1 7 0.00 1 0.00 1 -1.00 507 0 10 0 0 18.83 71 0 0 1522 6.703e+02 5.443e+00 6.925e+02 8.933e+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 0.000e+00 0.000e+00 1 1.55 87.62 -1.00 57.02 57.94 22.26 2.86 1.24 0 2.556e-02 1663 -9 -9.00 -9.00 -9.00 -9.00 0.00023 5.09430e-02 -4.97739e-05 22.50 15.00 18.83 3.409e+06 10 3 -3 -25 22 0 -30 -21 27 -22 7 -8 30 6 3 -8 2 15 20 -15 -6 -5 5 -9 -1 5 -1 -6 -9 13 -14 -10 -13 -15 19 -5 2 -19 11 -12 3 -19 19 -5 14 -11 -4 -3 -8 1 -2 19 12 4 -16 5 -15 -4 -15 13 8 1 20 -21 13 8 -2 1 4 -2 -23 7 4 20 -1 19 -4 7 -18 5 -18 5 -16 -11 -2 -7 7 -9 32 6 -4 -6 13 10 7 -11 -10 -4 7 5 -14 6 -12 -17 2 -8 2 4 18 -7 0 -14 4 -4 0 9 2 -6 -7 -11 -17 -8 -5 14 -14 1 19 5 1 12 12 10 -1 -16 17 -1 -11 -6 -10 12 -9 -11 -14 5 -13 2 -3 3 -3 4 -21 13 3 -1 -2 2 -11 -2 4 0 12 1 7 0 1 -14 11 -16 6 22 3 -9 -18 -12 -11 9 -5 6 -15 18 -13 0 -1 9 8 -16 11 16 6 -7 -15 20 -3 -9 7 -10 -6 4 1 11 -22 6 -10 10 20 -10 -12 7 19 8 6 4 33 25 34 -7 -4 14 -8 0 1 -5 0 11 -9 1 -16 5 3 1 -11 -8 -10 -9 8 -12 17 10 0 -22 0 -12 -9 -9 13 17 10 6 -15 11 1 7 -16 -1 2 16 10 18 20 3 22 7 7 9 10 -15 17 -1 -11 6 7 19 -1 11 4 15 -14 -8 2 -2 -8 -10 -6 13 1 17 21 8 12 9 9 8 7 10 1 10 0 -5 25 16 6 20 12 22 28 11 10 -5 6 16 18 6 38 10 21 28 14 25 33 19 29 58 11 31 2 37 -2 38 48 37 50 23 38 11 30 35 61 48 33 26 24 12 24 33 45 52 45 41 57 58 74 66 65 61 63 74 87 38 62 37 67 68 76 65 65 64 86 106 125 130 115 130 122 137 122 122 119 102 102 79 84 67 81 75 111 80 127 114 145 155 168 180 176 207 188 168 174 154 139 133 107 131 137 135 118 123 136 112 165 170 186 165 177 195 210 184 190 198 163 178 166 171 133 148 131 152 165 173 174 178 187 185 185 206 216 231 238 208 182 159 146 170 158 171 150 142 129 111 127 146 145 169 175 168 194 159 208 213 210 221 212 200 199 197 184 209 190 241 204 234 210 231 204 204 208 210 197 228 212 200 202 216 231 241 239 224 195 235 263 248 219 221 238 213 217 204 172 174 141 133 158 168 216 220 232 213 250 245 246 237 217 198 217 244 238 236 203 266 247 266 222 238 197 170 217 217 233 262 256 241 236 237 241 221 206 222 216 212 212 224 273 289 278 278 277 289 281 285 258 247 239 253 240 246 256 266 259 242 229 215 232 240 244 282 257 297 289 272 285 287 280 304 273 317 307 286 321 300 307 271 277 272 292 281 271 299 282 283 255 242 224 221 219 227 214 233 267 245 248 204 216 173 187 176 178 176 195 237 270 288 273 273 295 326 295 312 286 279 251 249 238 222 243 237 291 287 257 234 246 234 241 276 306 326 318 327 298 257 263 247 258 292 287 311 345 314 318 299 271 286 300 270 307 330 341 337 376 363 377 376 332 377 337 354 332 367 342 358 370 369 362 350 335 321 599 326 331 319 329 315 355 362 350 373 361 385 385 400 373 376 365 344 301 275 298 302 385 373 418 405 382 346 319 271 304 320 332 336 359 352 325 328 277 241 214 218 248 286 323 330 310 285 258 238 247 262 315 347 366 369 345 334 308 338 312 354 317 351 333 345 334 398 390 420 435 394 412 417 441 448 454 429 398 356 379 382 352 374 326 357 292 306 319 355 403 389 398 380 399 392 396 381 366 349 311 300 296 297 294 281 259 259 214 239 242 233 223 220 213 220 227 233 257 264 308 330 345 335 347 369 356 359 330 333 311 302 289 284 306 343 349 373 352 341 311 315 308 320 350 350 361 320 328 312 327 323 301 328 293 328 353 397 381 411 398 423 436 425 415 410 411 399 436 413 448 464 489 475 469 462 455 422 409 401 360 358 369 338 285 268 188 182 137 153 192 223 245 273 332 338 374 393 408 445 461 444 453 471 457 453 452 450 412 385 335 309 238 221 186 175 211 230 279 330 386 415 455 497 506 516 512 524 523 548 544 588 579 591 588 568 547 577 585 608 625 609 585 597 595 580 607 642 644 633 660 629 616 649 645 645 634 642 626 652 651 638 602 569 598 579 630 646 678 665 661 604 581 546 554 567 619 665 626 653 620 604 602 615 602 619 590 562 573 582 610 609 625 599 608 597 596 582 600 624 651 651 665 653 644 709 697 715 689 677 657 637 614 589 568 518 537 531 570 602 619 647 651 669 674 688 701 732 685 694 683 696 682 726 695 692 690 686 658 645 642 660 695 720 734 736 702 672 667 647 670 711 677 687 683 674 653 661 661 694 701 727 721 750 737 717 717 691 664 676 672 640 629 660 647 692 681 670 681 677 650 662 671 676 694 701 730 687 708 640 626 611 625 657 659 688 683 739 735 722 718 762 715 716 696 706 723 727 714 703 658 582 609 597 677 703 734 703 682 649 634 649 683 700 697 747 713 709 668 661 678 660 675 683 700 701 673 640 655 667 698 725 732 713 688 654 623 607 591 611 658 677 695 710 704 686 685 657 651 627 620 622 620 644 648 648 594 580 536 490 484 506 510 486 480 468 462 484 518 588 661 738 772 780 812 772 718 648 630 615 646 715 773 778 797 783 754 733 666 638 575 592 623 677 730 746 760 753 742 721 704 708 743 751 783 784 794 795 798 819 804 838 783 776 780 760 746 736 741 771 785 777 746 675 652 609 658 690 741 715 722 730 758 772 759 802 772 789 726 734 691 721 717 737 792 805 820 830 829 781 805 807 843 843 842 831 825 847 818 845 831 867 818 785 809 819 808 839 851 856 810 824 869 843 877 860 864 861 844 809 789 781 769 778 778 804 779 813 854 871 842 844 841 851 876 894 936 914 917 882 871 853 857 878 893 907 903 914 877 881 870 877 880 888 892 920 926 937 922 936 975 945 966 949 948 966 933 926 939 903 931 913 931 953 938 903 867 860 819 817 843 833 841 866 872 886 931 923 921 924 926 919 900 882 888 907 870 894 888 902 884 927 946 973 960 962 940 935 918 898 943 947 940 961 953 951 932 944 920 904 913 890 871 887 876 890 917 926 916 918 908 893 895 877 910 871 908 904 906 915 913 939 959 951 919 940 917 941 924 937 919 934 930 923 955 936 958 956 941 929 985 937 967 944 943 912 927 917 945 963 931 945 899 887 900 912 932 941 940 915 938 933 891 1015 987 989 957 918 896 869 881 887 887 941 952 945 967 954 945 932 898 910 920 943 953 922 954 943 938 939 946 939 947 937 930 933 890 885 881 897 857 889 886 912 899 916 910 926 935 950 964 963 994 959 983 993 965 941 939 891 906 905 927 912 903 941 925 927 919 945 940 963 939 954 971 955 943 942 927 913 916 897 898 908 919 912 888 865 867 857 827 871 890 893 883 914 918 919 927 931 1149 926 922 910 894 873 910 890 873 908 896 906 913 951 915 946 925 921 913 920 912 903 900 882 909 907 924 906 948 929 925 944 919 934 929 923 912 928 927 926 918 909 898 922 927 910 948 924 895 906 913 880 920 916 920 923 919 925 922 932 914 904 855 842 807 768 718 708 699 718 761 813 863 866 856 851 851 847 890 880 886 909 928 933 946 958 902 924 874 862 865 858 877 867 904 938 988 954 980 951 958 950 936 939 935 963 927 928 876 902 909 961 944 922 867 825 810 823 857 891 906 907 951 953 964 947 946 923 898 883 903 900 902 940 923 956 957 971 941 963 971 969 965 937 958 912 869 875 888 908 976 952 930 939 940 920 910 922 908 945 947 954 928 948 960 882 858 854 852 835 857 861 895 904 918 875 917 905 890 918 888 927 858 875 826 831 813 796 826 833 835 818 817 816 797 792 822 801 791 784 791 789 822 806 811 832 805 837 837 862 840 826 824 805 764 749 740 746 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