File name: Pandora104s1_Downsview_20171222_L1_smca1c2d20130709p1-8.txt
File generation date: 20241124T021433.1Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c2d20130709p1-8
Local principal investigator: Vitoli Fiolitov
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 104
Spectrometer number: 1
Processing software version used: BlickP v1.8.60
Instrument operation file used: Pandora104_OF_v2d20171009.txt
Instrument calibration file used: Pandora104s1_CF_v2d20130709.txt
Level 0 file used: Pandora104s1_Downsview_20171222_L0.txt
Full location name: Environment Canada HQ - Downsview
Short location name: Downsview
Country of location: Canada
Location latitude [deg]: 43.7810
Location longitude [deg]: -79.4680
Location altitude [m]: 187
Local noon date: 20171222
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 session 5
Nominal wavelengths [nm]: 275.6061 275.7488 275.8916 276.0344 276.1771 276.3199 276.4626 276.6053 276.7480 276.8908 277.0334 277.1761 277.3188 277.4615 277.6041 277.7467 277.8894 278.0320 278.1746 278.3172 278.4598 278.6024 278.7449 278.8875 279.0301 279.1726 279.3151 279.4576 279.6001 279.7426 279.8851 280.0276 280.1701 280.3125 280.4550 280.5974 280.7398 280.8822 281.0247 281.1670 281.3094 281.4518 281.5942 281.7365 281.8789 282.0212 282.1635 282.3058 282.4481 282.5904 282.7327 282.8750 283.0172 283.1595 283.3017 283.4439 283.5862 283.7284 283.8706 284.0127 284.1549 284.2971 284.4392 284.5814 284.7235 284.8656 285.0078 285.1499 285.2920 285.4340 285.5761 285.7182 285.8602 286.0023 286.1443 286.2863 286.4283 286.5703 286.7123 286.8543 286.9962 287.1382 287.2801 287.4221 287.5640 287.7059 287.8478 287.9897 288.1316 288.2735 288.4153 288.5572 288.6990 288.8409 288.9827 289.1245 289.2663 289.4081 289.5498 289.6916 289.8334 289.9751 290.1168 290.2586 290.4003 290.5420 290.6837 290.8254 290.9670 291.1087 291.2503 291.3920 291.5336 291.6752 291.8168 291.9584 292.1000 292.2416 292.3831 292.5247 292.6662 292.8078 292.9493 293.0908 293.2323 293.3738 293.5153 293.6567 293.7982 293.9396 294.0811 294.2225 294.3639 294.5053 294.6467 294.7881 294.9295 295.0708 295.2122 295.3535 295.4948 295.6362 295.7775 295.9188 296.0600 296.2013 296.3426 296.4838 296.6251 296.7663 296.9075 297.0487 297.1899 297.3311 297.4723 297.6135 297.7546 297.8958 298.0369 298.1780 298.3191 298.4602 298.6013 298.7424 298.8835 299.0245 299.1656 299.3066 299.4476 299.5887 299.7297 299.8706 300.0116 300.1526 300.2936 300.4345 300.5754 300.7164 300.8573 300.9982 301.1391 301.2800 301.4208 301.5617 301.7026 301.8434 301.9842 302.1250 302.2658 302.4066 302.5474 302.6882 302.8290 302.9697 303.1105 303.2512 303.3919 303.5326 303.6733 303.8140 303.9547 304.0953 304.2360 304.3766 304.5173 304.6579 304.7985 304.9391 305.0797 305.2202 305.3608 305.5014 305.6419 305.7824 305.9229 306.0635 306.2040 306.3444 306.4849 306.6254 306.7658 306.9063 307.0467 307.1871 307.3275 307.4679 307.6083 307.7487 307.8891 308.0294 308.1697 308.3101 308.4504 308.5907 308.7310 308.8713 309.0116 309.1518 309.2921 309.4323 309.5725 309.7128 309.8530 309.9932 310.1334 310.2735 310.4137 310.5538 310.6940 310.8341 310.9742 311.1143 311.2544 311.3945 311.5346 311.6747 311.8147 311.9547 312.0948 312.2348 312.3748 312.5148 312.6548 312.7947 312.9347 313.0746 313.2146 313.3545 313.4944 313.6343 313.7742 313.9141 314.0540 314.1938 314.3337 314.4735 314.6133 314.7531 314.8929 315.0327 315.1725 315.3123 315.4520 315.5918 315.7315 315.8712 316.0110 316.1507 316.2903 316.4300 316.5697 316.7093 316.8490 316.9886 317.1282 317.2678 317.4074 317.5470 317.6866 317.8261 317.9657 318.1052 318.2448 318.3843 318.5238 318.6633 318.8028 318.9422 319.0817 319.2211 319.3606 319.5000 319.6394 319.7788 319.9182 320.0576 320.1969 320.3363 320.4756 320.6150 320.7543 320.8936 321.0329 321.1722 321.3115 321.4507 321.5900 321.7292 321.8684 322.0077 322.1469 322.2861 322.4252 322.5644 322.7036 322.8427 322.9819 323.1210 323.2601 323.3992 323.5383 323.6774 323.8164 323.9555 324.0945 324.2336 324.3726 324.5116 324.6506 324.7896 324.9285 325.0675 325.2064 325.3454 325.4843 325.6232 325.7621 325.9010 326.0399 326.1788 326.3176 326.4565 326.5953 326.7341 326.8729 327.0117 327.1505 327.2893 327.4280 327.5668 327.7055 327.8443 327.9830 328.1217 328.2604 328.3990 328.5377 328.6764 328.8150 328.9536 329.0923 329.2309 329.3695 329.5081 329.6466 329.7852 329.9237 330.0623 330.2008 330.3393 330.4778 330.6163 330.7548 330.8933 331.0317 331.1702 331.3086 331.4470 331.5854 331.7238 331.8622 332.0006 332.1389 332.2773 332.4156 332.5539 332.6923 332.8306 332.9688 333.1071 333.2454 333.3836 333.5219 333.6601 333.7983 333.9365 334.0747 334.2129 334.3511 334.4892 334.6274 334.7655 334.9036 335.0417 335.1798 335.3179 335.4560 335.5941 335.7321 335.8702 336.0082 336.1462 336.2842 336.4222 336.5602 336.6981 336.8361 336.9740 337.1120 337.2499 337.3878 337.5257 337.6636 337.8014 337.9393 338.0771 338.2150 338.3528 338.4906 338.6284 338.7662 338.9039 339.0417 339.1795 339.3172 339.4549 339.5926 339.7303 339.8680 340.0057 340.1434 340.2810 340.4186 340.5563 340.6939 340.8315 340.9691 341.1067 341.2442 341.3818 341.5193 341.6569 341.7944 341.9319 342.0694 342.2068 342.3443 342.4818 342.6192 342.7567 342.8941 343.0315 343.1689 343.3063 343.4436 343.5810 343.7183 343.8557 343.9930 344.1303 344.2676 344.4049 344.5422 344.6794 344.8167 344.9539 345.0911 345.2283 345.3655 345.5027 345.6399 345.7771 345.9142 346.0514 346.1885 346.3256 346.4627 346.5998 346.7369 346.8739 347.0110 347.1480 347.2850 347.4221 347.5591 347.6960 347.8330 347.9700 348.1069 348.2439 348.3808 348.5177 348.6546 348.7915 348.9284 349.0653 349.2021 349.3390 349.4758 349.6126 349.7494 349.8862 350.0230 350.1597 350.2965 350.4332 350.5700 350.7067 350.8434 350.9801 351.1168 351.2534 351.3901 351.5267 351.6634 351.8000 351.9366 352.0732 352.2098 352.3463 352.4829 352.6194 352.7559 352.8925 353.0290 353.1655 353.3019 353.4384 353.5749 353.7113 353.8477 353.9841 354.1205 354.2569 354.3933 354.5297 354.6660 354.8024 354.9387 355.0750 355.2113 355.3476 355.4839 355.6202 355.7564 355.8927 356.0289 356.1651 356.3013 356.4375 356.5737 356.7098 356.8460 356.9821 357.1182 357.2544 357.3905 357.5265 357.6626 357.7987 357.9347 358.0708 358.2068 358.3428 358.4788 358.6148 358.7508 358.8867 359.0227 359.1586 359.2945 359.4305 359.5663 359.7022 359.8381 359.9740 360.1098 360.2456 360.3815 360.5173 360.6531 360.7889 360.9246 361.0604 361.1961 361.3319 361.4676 361.6033 361.7390 361.8747 362.0103 362.1460 362.2816 362.4173 362.5529 362.6885 362.8241 362.9596 363.0952 363.2308 363.3663 363.5018 363.6373 363.7728 363.9083 364.0438 364.1793 364.3147 364.4501 364.5856 364.7210 364.8564 364.9918 365.1271 365.2625 365.3978 365.5332 365.6685 365.8038 365.9391 366.0744 366.2096 366.3449 366.4801 366.6154 366.7506 366.8858 367.0210 367.1562 367.2913 367.4265 367.5616 367.6967 367.8319 367.9670 368.1020 368.2371 368.3722 368.5072 368.6423 368.7773 368.9123 369.0473 369.1823 369.3172 369.4522 369.5871 369.7221 369.8570 369.9919 370.1268 370.2617 370.3965 370.5314 370.6662 370.8010 370.9358 371.0706 371.2054 371.3402 371.4750 371.6097 371.7444 371.8792 372.0139 372.1486 372.2832 372.4179 372.5526 372.6872 372.8218 372.9565 373.0911 373.2256 373.3602 373.4948 373.6293 373.7639 373.8984 374.0329 374.1674 374.3019 374.4364 374.5708 374.7053 374.8397 374.9741 375.1085 375.2429 375.3773 375.5116 375.6460 375.7803 375.9147 376.0490 376.1833 376.3176 376.4518 376.5861 376.7203 376.8546 376.9888 377.1230 377.2572 377.3914 377.5255 377.6597 377.7938 377.9279 378.0621 378.1962 378.3302 378.4643 378.5984 378.7324 378.8664 379.0005 379.1345 379.2685 379.4024 379.5364 379.6704 379.8043 379.9382 380.0721 380.2060 380.3399 380.4738 380.6077 380.7415 380.8753 381.0091 381.1430 381.2767 381.4105 381.5443 381.6780 381.8118 381.9455 382.0792 382.2129 382.3466 382.4803 382.6139 382.7476 382.8812 383.0148 383.1484 383.2820 383.4156 383.5491 383.6827 383.8162 383.9497 384.0833 384.2167 384.3502 384.4837 384.6171 384.7506 384.8840 385.0174 385.1508 385.2842 385.4176 385.5509 385.6843 385.8176 385.9509 386.0843 386.2175 386.3508 386.4841 386.6173 386.7506 386.8838 387.0170 387.1502 387.2834 387.4166 387.5497 387.6829 387.8160 387.9491 388.0822 388.2153 388.3484 388.4814 388.6145 388.7475 388.8805 389.0135 389.1465 389.2795 389.4125 389.5454 389.6783 389.8113 389.9442 390.0771 390.2100 390.3428 390.4757 390.6085 390.7413 390.8742 391.0070 391.1397 391.2725 391.4053 391.5380 391.6708 391.8035 391.9362 392.0689 392.2015 392.3342 392.4668 392.5995 392.7321 392.8647 392.9973 393.1299 393.2624 393.3950 393.5275 393.6601 393.7926 393.9251 394.0576 394.1900 394.3225 394.4549 394.5873 394.7198 394.8522 394.9845 395.1169 395.2493 395.3816 395.5139 395.6463 395.7786 395.9109 396.0431 396.1754 396.3076 396.4399 396.5721 396.7043 396.8365 396.9687 397.1008 397.2330 397.3651 397.4972 397.6293 397.7614 397.8935 398.0256 398.1576 398.2897 398.4217 398.5537 398.6857 398.8177 398.9496 399.0816 399.2135 399.3455 399.4774 399.6093 399.7412 399.8730 400.0049 400.1367 400.2686 400.4004 400.5322 400.6640 400.7957 400.9275 401.0592 401.1910 401.3227 401.4544 401.5861 401.7177 401.8494 401.9810 402.1127 402.2443 402.3759 402.5075 402.6390 402.7706 402.9022 403.0337 403.1652 403.2967 403.4282 403.5597 403.6911 403.8226 403.9540 404.0854 404.2168 404.3482 404.4796 404.6110 404.7423 404.8736 405.0050 405.1363 405.2676 405.3988 405.5301 405.6613 405.7926 405.9238 406.0550 406.1862 406.3174 406.4485 406.5797 406.7108 406.8419 406.9730 407.1041 407.2352 407.3663 407.4973 407.6284 407.7594 407.8904 408.0214 408.1524 408.2833 408.4143 408.5452 408.6761 408.8070 408.9379 409.0688 409.1997 409.3305 409.4614 409.5922 409.7230 409.8538 409.9845 410.1153 410.2461 410.3768 410.5075 410.6382 410.7689 410.8996 411.0302 411.1609 411.2915 411.4221 411.5528 411.6833 411.8139 411.9445 412.0750 412.2056 412.3361 412.4666 412.5971 412.7275 412.8580 412.9885 413.1189 413.2493 413.3797 413.5101 413.6405 413.7708 413.9012 414.0315 414.1618 414.2921 414.4224 414.5527 414.6829 414.8132 414.9434 415.0736 415.2038 415.3340 415.4642 415.5943 415.7245 415.8546 415.9847 416.1148 416.2449 416.3750 416.5050 416.6351 416.7651 416.8951 417.0251 417.1551 417.2850 417.4150 417.5449 417.6748 417.8048 417.9347 418.0645 418.1944 418.3242 418.4541 418.5839 418.7137 418.8435 418.9733 419.1030 419.2328 419.3625 419.4922 419.6219 419.7516 419.8813 420.0110 420.1406 420.2702 420.3998 420.5295 420.6590 420.7886 420.9182 421.0477 421.1772 421.3067 421.4362 421.5657 421.6952 421.8246 421.9541 422.0835 422.2129 422.3423 422.4717 422.6011 422.7304 422.8597 422.9891 423.1184 423.2477 423.3769 423.5062 423.6354 423.7647 423.8939 424.0231 424.1523 424.2815 424.4106 424.5398 424.6689 424.7980 424.9271 425.0562 425.1852 425.3143 425.4433 425.5724 425.7014 425.8304 425.9593 426.0883 426.2173 426.3462 426.4751 426.6040 426.7329 426.8618 426.9906 427.1195 427.2483 427.3771 427.5059 427.6347 427.7635 427.8923 428.0210 428.1497 428.2784 428.4071 428.5358 428.6645 428.7931 428.9218 429.0504 429.1790 429.3076 429.4362 429.5647 429.6933 429.8218 429.9503 430.0788 430.2073 430.3358 430.4642 430.5927 430.7211 430.8495 430.9779 431.1063 431.2346 431.3630 431.4913 431.6197 431.7480 431.8763 432.0045 432.1328 432.2610 432.3893 432.5175 432.6457 432.7739 432.9020 433.0302 433.1583 433.2865 433.4146 433.5427 433.6707 433.7988 433.9268 434.0549 434.1829 434.3109 434.4389 434.5669 434.6948 434.8228 434.9507 435.0786 435.2065 435.3344 435.4623 435.5901 435.7179 435.8458 435.9736 436.1014 436.2291 436.3569 436.4846 436.6124 436.7401 436.8678 436.9955 437.1231 437.2508 437.3784 437.5061 437.6337 437.7613 437.8888 438.0164 438.1439 438.2715 438.3990 438.5265 438.6540 438.7814 438.9089 439.0363 439.1638 439.2912 439.4186 439.5459 439.6733 439.8007 439.9280 440.0553 440.1826 440.3099 440.4372 440.5644 440.6917 440.8189 440.9461 441.0733 441.2005 441.3276 441.4548 441.5819 441.7090 441.8361 441.9632 442.0903 442.2173 442.3444 442.4714 442.5984 442.7254 442.8524 442.9794 443.1063 443.2332 443.3602 443.4871 443.6139 443.7408 443.8677 443.9945 444.1213 444.2481 444.3749 444.5017 444.6285 444.7552 444.8819 445.0087 445.1354 445.2620 445.3887 445.5154 445.6420 445.7686 445.8952 446.0218 446.1484 446.2750 446.4015 446.5280 446.6545 446.7810 446.9075 447.0340 447.1604 447.2869 447.4133 447.5397 447.6661 447.7925 447.9188 448.0452 448.1715 448.2978 448.4241 448.5504 448.6766 448.8029 448.9291 449.0553 449.1815 449.3077 449.4339 449.5601 449.6862 449.8123 449.9384 450.0645 450.1906 450.3166 450.4427 450.5687 450.6947 450.8207 450.9467 451.0727 451.1986 451.3246 451.4505 451.5764 451.7023 451.8281 451.9540 452.0798 452.2057 452.3315 452.4573 452.5830 452.7088 452.8345 452.9603 453.0860 453.2117 453.3374 453.4630 453.5887 453.7143 453.8399 453.9655 454.0911 454.2167 454.3423 454.4678 454.5933 454.7188 454.8443 454.9698 455.0953 455.2207 455.3461 455.4715 455.5969 455.7223 455.8477 455.9730 456.0984 456.2237 456.3490 456.4743 456.5995 456.7248 456.8500 456.9753 457.1005 457.2257 457.3508 457.4760 457.6011 457.7263 457.8514 457.9765 458.1015 458.2266 458.3517 458.4767 458.6017 458.7267 458.8517 458.9767 459.1016 459.2265 459.3515 459.4764 459.6012 459.7261 459.8510 459.9758 460.1006 460.2254 460.3502 460.4750 460.5998 460.7245 460.8492 460.9739 461.0986 461.2233 461.3480 461.4726 461.5973 461.7219 461.8465 461.9711 462.0956 462.2202 462.3447 462.4692 462.5937 462.7182 462.8427 462.9671 463.0916 463.2160 463.3404 463.4648 463.5892 463.7135 463.8379 463.9622 464.0865 464.2108 464.3351 464.4593 464.5836 464.7078 464.8320 464.9562 465.0804 465.2045 465.3287 465.4528 465.5769 465.7010 465.8251 465.9492 466.0732 466.1972 466.3213 466.4453 466.5692 466.6932 466.8172 466.9411 467.0650 467.1889 467.3128 467.4367 467.5605 467.6844 467.8082 467.9320 468.0558 468.1796 468.3033 468.4271 468.5508 468.6745 468.7982 468.9219 469.0455 469.1692 469.2928 469.4164 469.5400 469.6636 469.7871 469.9107 470.0342 470.1577 470.2812 470.4047 470.5281 470.6516 470.7750 470.8984 471.0218 471.1452 471.2686 471.3919 471.5152 471.6386 471.7618 471.8851 472.0084 472.1316 472.2549 472.3781 472.5013 472.6245 472.7476 472.8708 472.9939 473.1170 473.2401 473.3632 473.4863 473.6093 473.7324 473.8554 473.9784 474.1014 474.2243 474.3473 474.4702 474.5932 474.7161 474.8389 474.9618 475.0847 475.2075 475.3303 475.4531 475.5759 475.6987 475.8214 475.9442 476.0669 476.1896 476.3123 476.4350 476.5576 476.6802 476.8029 476.9255 477.0481 477.1706 477.2932 477.4157 477.5382 477.6607 477.7832 477.9057 478.0282 478.1506 478.2730 478.3954 478.5178 478.6402 478.7625 478.8849 479.0072 479.1295 479.2518 479.3741 479.4963 479.6185 479.7408 479.8630 479.9852 480.1073 480.2295 480.3516 480.4737 480.5958 480.7179 480.8400 480.9621 481.0841 481.2061 481.3281 481.4501 481.5721 481.6940 481.8160 481.9379 482.0598 482.1817 482.3035 482.4254 482.5472 482.6691 482.7909 482.9126 483.0344 483.1562 483.2779 483.3996 483.5213 483.6430 483.7647 483.8863 484.0080 484.1296 484.2512 484.3728 484.4943 484.6159 484.7374 484.8589 484.9804 485.1019 485.2234 485.3448 485.4662 485.5877 485.7091 485.8304 485.9518 486.0731 486.1945 486.3158 486.4371 486.5584 486.6796 486.8009 486.9221 487.0433 487.1645 487.2857 487.4068 487.5280 487.6491 487.7702 487.8913 488.0124 488.1334 488.2545 488.3755 488.4965 488.6175 488.7385 488.8594 488.9804 489.1013 489.2222 489.3431 489.4640 489.5848 489.7057 489.8265 489.9473 490.0681 490.1888 490.3096 490.4303 490.5510 490.6717 490.7924 490.9131 491.0337 491.1544 491.2750 491.3956 491.5162 491.6367 491.7573 491.8778 491.9983 492.1188 492.2393 492.3597 492.4802 492.6006 492.7210 492.8414 492.9618 493.0821 493.2025 493.3228 493.4431 493.5634 493.6837 493.8039 493.9242 494.0444 494.1646 494.2848 494.4049 494.5251 494.6452 494.7654 494.8854 495.0055 495.1256 495.2456 495.3657 495.4857 495.6057 495.7257 495.8456 495.9656 496.0855 496.2054 496.3253 496.4452 496.5650 496.6849 496.8047 496.9245 497.0443 497.1641 497.2838 497.4036 497.5233 497.6430 497.7627 497.8823 498.0020 498.1216 498.2412 498.3608 498.4804 498.6000 498.7195 498.8390 498.9586 499.0780 499.1975 499.3170 499.4364 499.5558 499.6753 499.7946 499.9140 500.0334 500.1527 500.2720 500.3913 500.5106 500.6299 500.7491 500.8684 500.9876 501.1068 501.2260 501.3451 501.4643 501.5834 501.7025 501.8216 501.9407 502.0597 502.1788 502.2978 502.4168 502.5358 502.6548 502.7737 502.8926 503.0116 503.1305 503.2493 503.3682 503.4871 503.6059 503.7247 503.8435 503.9623 504.0810 504.1998 504.3185 504.4372 504.5559 504.6746 504.7932 504.9119 505.0305 505.1491 505.2677 505.3862 505.5048 505.6233 505.7418 505.8603 505.9788 506.0973 506.2157 506.3341 506.4525 506.5709 506.6893 506.8076 506.9260 507.0443 507.1626 507.2809 507.3992 507.5174 507.6356 507.7538 507.8720 507.9902 508.1084 508.2265 508.3447 508.4628 508.5808 508.6989 508.8170 508.9350 509.0530 509.1710 509.2890 509.4070 509.5249 509.6429 509.7608 509.8787 509.9965 510.1144 510.2322 510.3501 510.4679 510.5856 510.7034 510.8212 510.9389 511.0566 511.1743 511.2920 511.4097 511.5273 511.6449 511.7625 511.8801 511.9977 512.1153 512.2328 512.3503 512.4678 512.5853 512.7028 512.8202 512.9376 513.0551 513.1725 513.2898 513.4072 513.5245 513.6419 513.7592 513.8764 513.9937 514.1110 514.2282 514.3454 514.4626 514.5798 514.6970 514.8141 514.9312 515.0483 515.1654 515.2825 515.3995 515.5166 515.6336 515.7506 515.8676 515.9845 516.1015 516.2184 516.3353 516.4522 516.5691 516.6859 516.8028 516.9196 517.0364 517.1532 517.2700 517.3867 517.5034 517.6201 517.7368 517.8535 517.9702 518.0868 518.2034 518.3200 518.4366 518.5532 518.6697 518.7863 518.9028 519.0193 519.1357 519.2522 519.3686 519.4851 519.6015 519.7179 519.8342 519.9506 520.0669 520.1832 520.2995 520.4158 520.5321 520.6483 520.7645 520.8807 520.9969 521.1131 521.2292 521.3454 521.4615 521.5776 521.6936 521.8097 521.9257 522.0418 522.1578 522.2737 522.3897 522.5057 522.6216 522.7375 522.8534 522.9693 523.0851 523.2010 523.3168 523.4326 523.5484 523.6642 523.7799 523.8956 524.0113 524.1270 524.2427 524.3584 524.4740 524.5896 524.7052 524.8208 524.9364 525.0519 525.1675 525.2830 525.3985 525.5139 525.6294 525.7448 525.8602 525.9756 526.0910 526.2064 526.3217 526.4371 526.5524 526.6677 526.7829 526.8982 527.0134 527.1286 527.2438 527.3590 527.4742 527.5893 527.7044 527.8196 527.9346 528.0497 528.1648 528.2798 528.3948 528.5098 528.6248 528.7397 528.8547 528.9696 529.0845 529.1994 529.3142 529.4291 529.5439 529.6587 529.7735 529.8883 530.0031 530.1178 530.2325 530.3472 530.4619 530.5766 530.6912 530.8058 530.9204 531.0350 531.1496 531.2641 531.3787 531.4932 531.6077 531.7222 531.8366 531.9511 532.0655 532.1799 532.2943 532.4086 532.5230 532.6373 532.7516 532.8659 532.9802 533.0944 533.2087 533.3229 533.4371 533.5513 533.6654 533.7796 533.8937 534.0078 534.1219 534.2359 534.3500 534.4640 534.5780 534.6920 534.8060 534.9199 535.0339 535.1478 535.2617 535.3756 535.4894 535.6033 535.7171 535.8309 535.9447 536.0585 536.1722 536.2859 536.3997 536.5134 536.6270 536.7407 536.8543 536.9679 537.0815 537.1951 537.3087 537.4222 537.5357 537.6492 537.7627 537.8762 537.9896 538.1031 538.2165 538.3299 538.4433 538.5566 538.6699 538.7833 538.8966 539.0098 539.1231 539.2363 539.3496 539.4628 539.5760 539.6891 539.8023 539.9154 540.0285 540.1416 540.2547 540.3677 540.4808
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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: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 34: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 35: 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 36: 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 37: 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 38: 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 39: 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 40: 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 41: 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 42: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 43: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 44: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 45: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 46: Mean wavelength correction applied [%], -9=no wavelength correction
Column 47: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 48: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 49: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 50: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 51: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 52: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 53: Temperature at electronics board [°C], 999=no temperature signal
Column 54: Spectrometer control temperature [°C], 999=no temperature signal
Column 55: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 56: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 57: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 58: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 59-2106: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2107-4154: 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 4155-6202: 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 20171222T173246.0Z 6565.731088 2 1 32.00 2 4000.000 8 2 0 1 4 0.00 1 0.00 1 -1.00 507 0 10 0 0 21.69 50 0 0 1612 6.253e+02 3.842e+00 6.425e+02 6.344e+00 1 1.76 78.21 60.62 50.26 28.91 8.75 3.34 1.54 0 3.107e-02 1773 -9 -9.00 -9.00 -9.00 -9.00 0.00227 2.85917e-02 7.87259e-05 21.69 15.00 18.83 1.096e+07 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 10 70 -49 26 -21 -18 -81 85 -6 47 -16 30 -24 8 -24 28 7 -3 9 -32 9 13 86 -21 45 5 -9 -9 -10 -21 4 -11 -9 -23 -1 -12 -8 21 -10 -8 -2 6 -14 0 1 21 -3 34 -23 7 10 4 -14 4 -29 7 -19 0 14 14 9 -15 15 -1 8 -18 27 -13 55 -16 11 -7 -3 -18 6 -5 7 -8 0 26 -12 -12 -1 3 9 3 -31 27 -4 9 16 18 -3 5 -6 24 8 -7 27 31 21 11 35 6 21 -6 13 -7 19 -14 25 13 8 -2 3 -8 11 1 -12 -2 -15 14 10 34 -4 3 -14 -4 27 14 -19 23 16 16 -19 4 -8 -11 3 6 -10 6 -2 12 3 -25 1 -13 18 12 2 11 28 -3 26 -13 22 16 10 -16 -14 15 -13 25 6 33 5 15 7 7 -12 24 -3 9 13 4 7 15 -9 -10 -2 -8 13 5 3 -7 16 34 47 23 60 0 13 10 8 13 24 12 36 23 26 22 34 21 -2 54 23 60 0 35 -16 44 17 69 10 28 44 21 29 34 44 26 39 25 61 35 46 49 71 31 57 28 60 25 53 35 53 41 41 28 62 66 72 68 45 63 3 79 42 45 57 73 66 65 64 115 105 117 93 75 126 47 90 41 101 54 121 104 98 113 122 104 103 63 123 102 116 105 108 113 98 148 105 110 94 136 99 129 135 141 119 126 115 143 93 111 56 105 78 115 177 124 139 124 141 158 187 160 195 169 173 111 171 157 171 153 186 157 214 191 220 242 198 236 200 257 194 216 213 234 180 225 206 219 177 175 186 198 172 193 223 226 279 290 318 262 305 263 287 261 259 216 224 206 268 238 245 244 223 249 237 260 261 266 215 279 235 281 238 275 219 260 242 274 236 239 225 241 244 242 269 277 275 230 272 270 273 288 314 276 281 222 193 224 228 213 244 214 243 213 193 216 188 268 283 268 186 250 231 316 262 269 262 281 292 284 222 248 277 314 306 308 298 291 317 256 297 231 270 273 280 231 289 262 286 277 301 253 292 290 297 306 301 337 294 288 284 309 273 258 188 216 175 236 229 262 265 290 316 290 300 287 286 254 301 245 306 277 315 286 306 295 268 257 285 232 298 238 262 311 296 284 263 317 288 286 246 287 250 288 264 270 232 317 309 332 328 296 360 337 351 315 322 292 307 296 333 331 340 297 268 258 288 279 273 308 330 333 360 345 360 377 334 392 337 331 346 364 356 377 350 349 332 364 325 307 342 340 327 323 341 243 308 237 260 265 273 271 303 270 297 256 248 206 207 200 223 226 221 290 298 342 321 372 330 399 342 408 372 344 276 286 280 300 294 286 296 304 352 282 290 243 286 299 358 388 396 360 359 314 321 279 298 329 323 383 358 383 344 367 345 341 314 315 315 390 351 441 414 440 447 428 405 394 419 372 406 392 389 377 410 389 437 414 420 380 383 357 394 343 426 353 375 381 414 450 403 398 422 443 452 516 417 446 347 358 343 356 354 423 390 450 489 404 419 320 302 303 394 358 407 401 419 388 389 290 276 245 296 320 386 353 366 350 334 281 295 286 310 384 377 409 418 411 323 372 318 375 364 401 339 394 372 383 401 438 478 473 495 460 497 509 503 494 507 434 431 389 413 384 394 354 378 315 374 350 408 440 441 505 450 491 450 487 447 440 330 360 325 335 326 332 312 307 257 243 260 257 273 251 295 250 313 254 268 231 324 320 412 390 416 410 384 345 397 362 352 356 310 357 312 369 361 431 392 395 396 381 303 336 332 376 413 393 566 330 336 371 377 356 360 338 374 382 460 457 468 452 456 423 475 437 432 413 449 440 471 481 483 526 494 545 511 501 479 468 403 415 412 440 362 318 260 197 183 171 180 181 245 275 371 344 382 399 438 408 481 493 512 499 534 480 504 509 508 503 397 396 319 310 223 250 189 221 242 341 379 430 453 518 544 559 587 569 539 584 640 622 635 655 679 645 624 622 625 622 699 663 661 640 610 626 647 668 677 711 690 703 683 713 689 705 673 725 666 723 684 723 675 650 641 620 644 686 748 744 745 716 700 602 637 592 634 703 699 663 682 657 670 646 669 674 646 625 625 547 636 691 685 694 668 701 646 676 613 649 645 652 721 704 699 710 730 757 768 756 753 694 710 677 652 633 581 574 598 587 662 663 709 675 729 716 740 766 753 780 746 743 746 781 729 735 728 766 708 743 684 706 699 734 735 776 802 755 750 707 701 731 776 749 745 719 749 691 730 660 752 731 768 769 780 797 761 768 756 763 711 720 678 733 700 740 718 768 714 742 706 732 715 691 702 724 759 766 726 712 699 677 713 679 717 688 727 750 791 776 807 810 792 759 762 734 721 786 768 755 734 689 603 656 608 712 741 766 755 717 698 716 644 744 740 725 755 764 764 700 725 691 723 709 728 738 763 713 733 690 692 719 795 808 784 762 716 671 591 639 615 689 728 752 731 732 719 735 688 716 682 682 629 647 677 683 711 630 614 521 557 521 549 562 581 503 534 474 507 571 618 634 762 793 860 842 801 782 703 679 633 679 748 817 788 866 796 817 774 723 640 620 619 620 693 731 795 781 823 764 786 689 756 754 814 776 839 825 837 834 889 804 825 829 806 798 780 800 761 792 773 807 781 795 716 834 641 678 700 748 732 783 769 763 777 797 826 822 803 782 795 737 814 744 811 779 859 872 855 832 817 823 847 886 904 928 839 879 833 869 869 880 858 853 827 796 846 836 859 901 879 840 845 821 857 894 898 879 903 872 817 801 803 753 837 781 814 831 833 828 894 872 871 855 887 915 915 917 957 936 892 871 846 889 861 908 920 938 888 892 869 908 859 910 887 897 941 938 971 930 1002 962 1003 951 1002 936 988 908 970 918 912 916 958 971 932 936 903 923 842 863 816 850 842 893 868 874 876 941 936 963 944 925 911 943 917 859 883 889 904 849 911 893 934 926 955 962 960 939 959 903 947 919 959 960 939 974 928 972 977 969 938 944 890 899 888 946 925 950 951 912 902 931 913 923 888 947 922 907 948 912 948 920 1011 950 966 958 963 951 959 954 965 964 958 991 976 982 969 1008 977 987 953 993 911 976 933 947 944 947 911 943 978 955 969 913 906 898 932 916 950 912 989 912 946 925 976 973 989 941 946 857 892 855 882 877 886 963 951 977 920 971 931 950 933 913 931 953 949 962 939 966 961 932 954 933 948 958 935 915 911 863 904 942 938 899 920 899 964 916 959 943 957 940 980 1001 994 1010 984 1026 955 998 956 919 889 921 941 954 930 936 904 958 956 951 974 996 995 926 969 993 987 943 985 914 968 937 991 942 943 939 916 913 889 912 895 940 963 981 931 985 941 1008 986 1014 983 1028 934 987 942 951 930 943 956 951 966 975 1003 996 1023 982 983 977 997 974 1007 971 1003 978 1009 969 995 980 1002 995 1008 1036 580 1024 995 1013 973 990 981 996 981 986 961 981 1009 978 982 1005 994 962 980 966 978 944 989 964 982 940 964 914 937 899 910 863 825 756 700 737 727 761 828 902 892 913 891 900 841 893 884 955 975 965 934 990 951 960 954 921 915 911 896 839 907 907 967 981 1081 992 1006 967 1010 961 999 974 975 996 986 918 958 990 974 1004 944 952 879 933 844 892 903 956 935 986 973 985 998 994 938 947 967 923 913 914 970 913 1014 1020 1038 1012 1014 979 1012 1005 1018 1005 1000 945 932 934 889 966 1013 1013 1004 995 966 996 973 1002 959 1000 997 1037 1004 1055 964 964 918 920 911 863 922 940 1006 981 984 1016 1007 950 1005 976 1001 949 983 932 963 921 922 905 897 954 923 965 924 952 875 936 861 914 903 905 888 943 927 966 894 959 936 935 964 958 985 956 937 910 929 901 918 881 882 899 960 963 966 902 902 917 945 1006 982 998 984 999 1000 1056 1006 1034 959 962 923 978 956 983 930 952 954 948 951 954 916 910 930 896 954 938 980 975 1029 975 996 979 1011 994 1004 962 957 930 947 949 971 1001 970 1011 959 953 912 954 960 982 963 977 960 1018 979 1015 962 980 940 962 966 921 937 920 958 935 978 961 993 954 945 906 939 879 905 911 931 952 933 948 941 953 959 968 939 969 946 994 977 986 964 958 963 895 865 830 769 778 746 755 784 768 836 867 962 948 975 922 905 810 817 783 826 887 937 926 875 917 933 920 927 907 940 990 969 991 965 955 920 930 919 929 916 950 964 1017 969 931 943 940 980 943 1031 945 989 917 971 874 869 891 968 929 969 904 955 964 981 1006 983 1003 970 1005 988 1016 941 1002 943 965 948 972 942 969 942 1009 975 982 950 901 924 834 856 801 827 818 860 847 884 878 923 943 958 967 959 941 983 933 943 959 989 1010 987 1023 985 1018 1010 1019 949 956 912 940 922 952 957 983 978 1031 1007 992 977 1012 1043 1002 1005 976 987 945 973 943 951 971 941 941 940 916 839 863 857 889 893 947 953 1014 941 960 957 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