File name: Pandora123s1_StonyPlain_20191215_L1_smca1c1d20190501p1-8.txt
File generation date: 20250129T020031.0Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c1d20190501p1-8
Local principal investigator: Martin Tiefengraber
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 123
Spectrometer number: 1
Processing software version used: BlickP v1.8.70
Instrument operation file used: Pandora123_OF_v3d20161109.txt
Instrument calibration file used: Pandora123s1_CF_v1d20190501.txt
Level 0 file used: Pandora123s1_StonyPlain_20191215_L0.txt
Full location name: Stony Plain Upper Air Station (CWSE)
Short location name: StonyPlain
Country of location: Canada
Location latitude [deg]: 53.5500
Location longitude [deg]: -114.1100
Location altitude [m]: 766
Local noon date: 20191215
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, radiometric temperature correction, matrix method stray light correction (replaced by simple method)
Data caveats: Initial fieldcal based on session 3
Nominal wavelengths [nm]: 274.0868 274.2309 274.3751 274.5192 274.6633 274.8074 274.9515 275.0956 275.2397 275.3837 275.5278 275.6718 275.8158 275.9598 276.1038 276.2478 276.3918 276.5358 276.6797 276.8236 276.9676 277.1115 277.2554 277.3993 277.5431 277.6870 277.8308 277.9747 278.1185 278.2623 278.4061 278.5499 278.6936 278.8374 278.9812 279.1249 279.2686 279.4123 279.5560 279.6997 279.8434 279.9870 280.1307 280.2743 280.4179 280.5615 280.7051 280.8487 280.9923 281.1358 281.2793 281.4229 281.5664 281.7099 281.8534 281.9969 282.1403 282.2838 282.4272 282.5706 282.7140 282.8574 283.0008 283.1442 283.2876 283.4309 283.5742 283.7176 283.8609 284.0042 284.1474 284.2907 284.4340 284.5772 284.7204 284.8636 285.0068 285.1500 285.2932 285.4364 285.5795 285.7227 285.8658 286.0089 286.1520 286.2951 286.4381 286.5812 286.7242 286.8673 287.0103 287.1533 287.2963 287.4393 287.5822 287.7252 287.8681 288.0110 288.1540 288.2969 288.4397 288.5826 288.7255 288.8683 289.0112 289.1540 289.2968 289.4396 289.5824 289.7251 289.8679 290.0106 290.1534 290.2961 290.4388 290.5815 290.7241 290.8668 291.0094 291.1521 291.2947 291.4373 291.5799 291.7225 291.8651 292.0076 292.1502 292.2927 292.4352 292.5777 292.7202 292.8627 293.0051 293.1476 293.2900 293.4324 293.5749 293.7172 293.8596 294.0020 294.1444 294.2867 294.4290 294.5714 294.7137 294.8560 294.9982 295.1405 295.2828 295.4250 295.5672 295.7094 295.8516 295.9938 296.1360 296.2781 296.4203 296.5624 296.7045 296.8467 296.9888 297.1308 297.2729 297.4150 297.5570 297.6990 297.8410 297.9830 298.1250 298.2670 298.4090 298.5509 298.6929 298.8348 298.9767 299.1186 299.2605 299.4023 299.5442 299.6861 299.8279 299.9697 300.1115 300.2533 300.3951 300.5369 300.6786 300.8203 300.9621 301.1038 301.2455 301.3872 301.5289 301.6705 301.8122 301.9538 302.0954 302.2370 302.3786 302.5202 302.6618 302.8034 302.9449 303.0864 303.2280 303.3695 303.5110 303.6524 303.7939 303.9354 304.0768 304.2182 304.3596 304.5010 304.6424 304.7838 304.9252 305.0665 305.2079 305.3492 305.4905 305.6318 305.7731 305.9144 306.0556 306.1969 306.3381 306.4793 306.6206 306.7618 306.9029 307.0441 307.1853 307.3264 307.4676 307.6087 307.7498 307.8909 308.0320 308.1730 308.3141 308.4551 308.5962 308.7372 308.8782 309.0192 309.1602 309.3011 309.4421 309.5830 309.7239 309.8649 310.0058 310.1467 310.2875 310.4284 310.5693 310.7101 310.8509 310.9917 311.1325 311.2733 311.4141 311.5549 311.6956 311.8364 311.9771 312.1178 312.2585 312.3992 312.5399 312.6805 312.8212 312.9618 313.1025 313.2431 313.3837 313.5243 313.6648 313.8054 313.9459 314.0865 314.2270 314.3675 314.5080 314.6485 314.7890 314.9294 315.0699 315.2103 315.3508 315.4912 315.6316 315.7720 315.9123 316.0527 316.1930 316.3334 316.4737 316.6140 316.7543 316.8946 317.0349 317.1751 317.3154 317.4556 317.5959 317.7361 317.8763 318.0165 318.1566 318.2968 318.4369 318.5771 318.7172 318.8573 318.9974 319.1375 319.2776 319.4176 319.5577 319.6977 319.8378 319.9778 320.1178 320.2578 320.3977 320.5377 320.6777 320.8176 320.9575 321.0974 321.2373 321.3772 321.5171 321.6570 321.7968 321.9367 322.0765 322.2163 322.3561 322.4959 322.6357 322.7755 322.9152 323.0550 323.1947 323.3344 323.4741 323.6138 323.7535 323.8932 324.0328 324.1725 324.3121 324.4517 324.5913 324.7309 324.8705 325.0101 325.1496 325.2892 325.4287 325.5682 325.7078 325.8472 325.9867 326.1262 326.2657 326.4051 326.5446 326.6840 326.8234 326.9628 327.1022 327.2416 327.3809 327.5203 327.6596 327.7989 327.9382 328.0776 328.2168 328.3561 328.4954 328.6346 328.7739 328.9131 329.0523 329.1915 329.3307 329.4699 329.6091 329.7482 329.8874 330.0265 330.1656 330.3047 330.4438 330.5829 330.7220 330.8610 331.0001 331.1391 331.2781 331.4172 331.5562 331.6951 331.8341 331.9731 332.1120 332.2510 332.3899 332.5288 332.6677 332.8066 332.9455 333.0843 333.2232 333.3620 333.5009 333.6397 333.7785 333.9173 334.0560 334.1948 334.3336 334.4723 334.6110 334.7498 334.8885 335.0272 335.1658 335.3045 335.4432 335.5818 335.7205 335.8591 335.9977 336.1363 336.2749 336.4134 336.5520 336.6906 336.8291 336.9676 337.1061 337.2446 337.3831 337.5216 337.6601 337.7985 337.9370 338.0754 338.2138 338.3522 338.4906 338.6290 338.7673 338.9057 339.0440 339.1824 339.3207 339.4590 339.5973 339.7356 339.8738 340.0121 340.1504 340.2886 340.4268 340.5650 340.7032 340.8414 340.9796 341.1177 341.2559 341.3940 341.5322 341.6703 341.8084 341.9465 342.0845 342.2226 342.3606 342.4987 342.6367 342.7747 342.9127 343.0507 343.1887 343.3267 343.4646 343.6026 343.7405 343.8784 344.0163 344.1542 344.2921 344.4300 344.5678 344.7057 344.8435 344.9813 345.1191 345.2569 345.3947 345.5325 345.6703 345.8080 345.9457 346.0835 346.2212 346.3589 346.4966 346.6342 346.7719 346.9095 347.0472 347.1848 347.3224 347.4600 347.5976 347.7352 347.8728 348.0103 348.1479 348.2854 348.4229 348.5604 348.6979 348.8354 348.9728 349.1103 349.2477 349.3852 349.5226 349.6600 349.7974 349.9348 350.0721 350.2095 350.3468 350.4842 350.6215 350.7588 350.8961 351.0334 351.1706 351.3079 351.4452 351.5824 351.7196 351.8568 351.9940 352.1312 352.2684 352.4055 352.5427 352.6798 352.8169 352.9541 353.0912 353.2282 353.3653 353.5024 353.6394 353.7765 353.9135 354.0505 354.1875 354.3245 354.4615 354.5984 354.7354 354.8723 355.0092 355.1462 355.2831 355.4199 355.5568 355.6937 355.8305 355.9674 356.1042 356.2410 356.3778 356.5146 356.6514 356.7882 356.9249 357.0616 357.1984 357.3351 357.4718 357.6085 357.7452 357.8818 358.0185 358.1551 358.2917 358.4284 358.5650 358.7016 358.8381 358.9747 359.1113 359.2478 359.3843 359.5208 359.6573 359.7938 359.9303 360.0668 360.2032 360.3397 360.4761 360.6125 360.7489 360.8853 361.0217 361.1580 361.2944 361.4307 361.5671 361.7034 361.8397 361.9760 362.1123 362.2485 362.3848 362.5210 362.6572 362.7935 362.9297 363.0658 363.2020 363.3382 363.4743 363.6105 363.7466 363.8827 364.0188 364.1549 364.2910 364.4270 364.5631 364.6991 364.8352 364.9712 365.1072 365.2432 365.3791 365.5151 365.6510 365.7870 365.9229 366.0588 366.1947 366.3306 366.4665 366.6023 366.7382 366.8740 367.0098 367.1456 367.2814 367.4172 367.5530 367.6887 367.8245 367.9602 368.0959 368.2316 368.3673 368.5030 368.6387 368.7743 368.9100 369.0456 369.1812 369.3168 369.4524 369.5880 369.7236 369.8591 369.9947 370.1302 370.2657 370.4012 370.5367 370.6722 370.8076 370.9431 371.0785 371.2139 371.3494 371.4847 371.6201 371.7555 371.8909 372.0262 372.1615 372.2969 372.4322 372.5675 372.7028 372.8380 372.9733 373.1085 373.2437 373.3790 373.5142 373.6494 373.7845 373.9197 374.0549 374.1900 374.3251 374.4602 374.5953 374.7304 374.8655 375.0006 375.1356 375.2706 375.4057 375.5407 375.6757 375.8106 375.9456 376.0806 376.2155 376.3504 376.4854 376.6203 376.7552 376.8900 377.0249 377.1597 377.2946 377.4294 377.5642 377.6990 377.8338 377.9686 378.1033 378.2381 378.3728 378.5075 378.6422 378.7769 378.9116 379.0463 379.1809 379.3156 379.4502 379.5848 379.7194 379.8540 379.9886 380.1231 380.2577 380.3922 380.5267 380.6613 380.7958 380.9302 381.0647 381.1992 381.3336 381.4680 381.6024 381.7368 381.8712 382.0056 382.1400 382.2743 382.4087 382.5430 382.6773 382.8116 382.9459 383.0801 383.2144 383.3486 383.4829 383.6171 383.7513 383.8855 384.0196 384.1538 384.2879 384.4221 384.5562 384.6903 384.8244 384.9585 385.0926 385.2266 385.3607 385.4947 385.6287 385.7627 385.8967 386.0307 386.1646 386.2986 386.4325 386.5664 386.7003 386.8342 386.9681 387.1020 387.2358 387.3697 387.5035 387.6373 387.7711 387.9049 388.0386 388.1724 388.3061 388.4399 388.5736 388.7073 388.8410 388.9747 389.1083 389.2420 389.3756 389.5092 389.6428 389.7764 389.9100 390.0436 390.1771 390.3107 390.4442 390.5777 390.7112 390.8447 390.9782 391.1116 391.2451 391.3785 391.5119 391.6453 391.7787 391.9121 392.0455 392.1788 392.3122 392.4455 392.5788 392.7121 392.8454 392.9786 393.1119 393.2451 393.3783 393.5116 393.6448 393.7779 393.9111 394.0443 394.1774 394.3105 394.4437 394.5768 394.7098 394.8429 394.9760 395.1090 395.2421 395.3751 395.5081 395.6411 395.7741 395.9070 396.0400 396.1729 396.3058 396.4387 396.5716 396.7045 396.8374 396.9702 397.1031 397.2359 397.3687 397.5015 397.6343 397.7671 397.8998 398.0326 398.1653 398.2980 398.4307 398.5634 398.6961 398.8287 398.9614 399.0940 399.2266 399.3592 399.4918 399.6244 399.7570 399.8895 400.0220 400.1546 400.2871 400.4196 400.5520 400.6845 400.8169 400.9494 401.0818 401.2142 401.3466 401.4790 401.6113 401.7437 401.8760 402.0084 402.1407 402.2730 402.4052 402.5375 402.6698 402.8020 402.9342 403.0664 403.1986 403.3308 403.4630 403.5951 403.7273 403.8594 403.9915 404.1236 404.2557 404.3878 404.5198 404.6519 404.7839 404.9159 405.0479 405.1799 405.3119 405.4438 405.5758 405.7077 405.8396 405.9715 406.1034 406.2353 406.3671 406.4990 406.6308 406.7626 406.8944 407.0262 407.1580 407.2898 407.4215 407.5532 407.6850 407.8167 407.9483 408.0800 408.2117 408.3433 408.4750 408.6066 408.7382 408.8698 409.0013 409.1329 409.2644 409.3960 409.5275 409.6590 409.7905 409.9220 410.0534 410.1849 410.3163 410.4477 410.5791 410.7105 410.8419 410.9732 411.1046 411.2359 411.3672 411.4985 411.6298 411.7611 411.8924 412.0236 412.1548 412.2861 412.4173 412.5484 412.6796 412.8108 412.9419 413.0731 413.2042 413.3353 413.4664 413.5974 413.7285 413.8595 413.9906 414.1216 414.2526 414.3836 414.5146 414.6455 414.7765 414.9074 415.0383 415.1692 415.3001 415.4310 415.5618 415.6927 415.8235 415.9543 416.0851 416.2159 416.3467 416.4774 416.6082 416.7389 416.8696 417.0003 417.1310 417.2616 417.3923 417.5229 417.6536 417.7842 417.9148 418.0454 418.1759 418.3065 418.4370 418.5675 418.6981 418.8286 418.9590 419.0895 419.2200 419.3504 419.4808 419.6112 419.7416 419.8720 420.0024 420.1327 420.2630 420.3934 420.5237 420.6540 420.7842 420.9145 421.0447 421.1750 421.3052 421.4354 421.5656 421.6958 421.8259 421.9561 422.0862 422.2163 422.3464 422.4765 422.6066 422.7366 422.8667 422.9967 423.1267 423.2567 423.3867 423.5167 423.6466 423.7766 423.9065 424.0364 424.1663 424.2962 424.4261 424.5559 424.6858 424.8156 424.9454 425.0752 425.2050 425.3347 425.4645 425.5942 425.7239 425.8536 425.9833 426.1130 426.2427 426.3723 426.5020 426.6316 426.7612 426.8908 427.0203 427.1499 427.2794 427.4090 427.5385 427.6680 427.7975 427.9269 428.0564 428.1858 428.3153 428.4447 428.5741 428.7034 428.8328 428.9622 429.0915 429.2208 429.3501 429.4794 429.6087 429.7380 429.8672 429.9965 430.1257 430.2549 430.3841 430.5132 430.6424 430.7715 430.9007 431.0298 431.1589 431.2880 431.4170 431.5461 431.6751 431.8042 431.9332 432.0622 432.1912 432.3201 432.4491 432.5780 432.7069 432.8358 432.9647 433.0936 433.2225 433.3513 433.4801 433.6090 433.7378 433.8666 433.9953 434.1241 434.2528 434.3816 434.5103 434.6390 434.7676 434.8963 435.0250 435.1536 435.2822 435.4108 435.5394 435.6680 435.7966 435.9251 436.0537 436.1822 436.3107 436.4392 436.5676 436.6961 436.8245 436.9530 437.0814 437.2098 437.3382 437.4665 437.5949 437.7232 437.8515 437.9799 438.1082 438.2364 438.3647 438.4929 438.6212 438.7494 438.8776 439.0058 439.1340 439.2621 439.3903 439.5184 439.6465 439.7746 439.9027 440.0307 440.1588 440.2868 440.4149 440.5429 440.6709 440.7988 440.9268 441.0547 441.1827 441.3106 441.4385 441.5664 441.6943 441.8221 441.9499 442.0778 442.2056 442.3334 442.4612 442.5889 442.7167 442.8444 442.9721 443.0998 443.2275 443.3552 443.4829 443.6105 443.7381 443.8657 443.9933 444.1209 444.2485 444.3760 444.5036 444.6311 444.7586 444.8861 445.0136 445.1410 445.2685 445.3959 445.5233 445.6507 445.7781 445.9055 446.0328 446.1602 446.2875 446.4148 446.5421 446.6694 446.7967 446.9239 447.0511 447.1784 447.3056 447.4327 447.5599 447.6871 447.8142 447.9413 448.0685 448.1955 448.3226 448.4497 448.5767 448.7038 448.8308 448.9578 449.0848 449.2118 449.3387 449.4657 449.5926 449.7195 449.8464 449.9733 450.1001 450.2270 450.3538 450.4806 450.6074 450.7342 450.8610 450.9878 451.1145 451.2412 451.3679 451.4946 451.6213 451.7480 451.8746 452.0013 452.1279 452.2545 452.3811 452.5077 452.6342 452.7608 452.8873 453.0138 453.1403 453.2668 453.3932 453.5197 453.6461 453.7725 453.8989 454.0253 454.1517 454.2781 454.4044 454.5307 454.6570 454.7833 454.9096 455.0359 455.1621 455.2884 455.4146 455.5408 455.6670 455.7931 455.9193 456.0454 456.1715 456.2977 456.4237 456.5498 456.6759 456.8019 456.9280 457.0540 457.1800 457.3060 457.4319 457.5579 457.6838 457.8097 457.9357 458.0615 458.1874 458.3133 458.4391 458.5649 458.6908 458.8166 458.9423 459.0681 459.1939 459.3196 459.4453 459.5710 459.6967 459.8224 459.9480 460.0737 460.1993 460.3249 460.4505 460.5761 460.7016 460.8272 460.9527 461.0782 461.2037 461.3292 461.4547 461.5801 461.7056 461.8310 461.9564 462.0818 462.2072 462.3325 462.4579 462.5832 462.7085 462.8338 462.9591 463.0843 463.2096 463.3348 463.4600 463.5852 463.7104 463.8356 463.9608 464.0859 464.2110 464.3361 464.4612 464.5863 464.7113 464.8364 464.9614 465.0864 465.2114 465.3364 465.4614 465.5863 465.7112 465.8362 465.9611 466.0859 466.2108 466.3357 466.4605 466.5853 466.7101 466.8349 466.9597 467.0845 467.2092 467.3339 467.4586 467.5833 467.7080 467.8327 467.9573 468.0820 468.2066 468.3312 468.4558 468.5803 468.7049 468.8294 468.9539 469.0784 469.2029 469.3274 469.4518 469.5763 469.7007 469.8251 469.9495 470.0739 470.1983 470.3226 470.4469 470.5712 470.6955 470.8198 470.9441 471.0683 471.1926 471.3168 471.4410 471.5652 471.6893 471.8135 471.9376 472.0617 472.1858 472.3099 472.4340 472.5581 472.6821 472.8061 472.9301 473.0541 473.1781 473.3021 473.4260 473.5499 473.6738 473.7977 473.9216 474.0455 474.1693 474.2932 474.4170 474.5408 474.6646 474.7883 474.9121 475.0358 475.1595 475.2832 475.4069 475.5306 475.6543 475.7779 475.9015 476.0251 476.1487 476.2723 476.3958 476.5194 476.6429 476.7664 476.8899 477.0134 477.1369 477.2603 477.3837 477.5071 477.6305 477.7539 477.8773 478.0006 478.1240 478.2473 478.3706 478.4939 478.6171 478.7404 478.8636 478.9868 479.1100 479.2332 479.3564 479.4795 479.6027 479.7258 479.8489 479.9720 480.0950 480.2181 480.3411 480.4642 480.5872 480.7102 480.8331 480.9561 481.0790 481.2020 481.3249 481.4478 481.5706 481.6935 481.8163 481.9392 482.0620 482.1848 482.3076 482.4303 482.5531 482.6758 482.7985 482.9212 483.0439 483.1665 483.2892 483.4118 483.5344 483.6570 483.7796 483.9022 484.0247 484.1473 484.2698 484.3923 484.5148 484.6372 484.7597 484.8821 485.0045 485.1269 485.2493 485.3717 485.4940 485.6164 485.7387 485.8610 485.9833 486.1056 486.2278 486.3501 486.4723 486.5945 486.7167 486.8388 486.9610 487.0831 487.2053 487.3274 487.4495 487.5715 487.6936 487.8156 487.9377 488.0597 488.1816 488.3036 488.4256 488.5475 488.6694 488.7914 488.9132 489.0351 489.1570 489.2788 489.4007 489.5225 489.6443 489.7660 489.8878 490.0095 490.1313 490.2530 490.3747 490.4963 490.6180 490.7396 490.8613 490.9829 491.1045 491.2261 491.3476 491.4692 491.5907 491.7122 491.8337 491.9552 492.0766 492.1981 492.3195 492.4409 492.5623 492.6837 492.8051 492.9264 493.0477 493.1691 493.2903 493.4116 493.5329 493.6541 493.7754 493.8966 494.0178 494.1390 494.2601 494.3813 494.5024 494.6235 494.7446 494.8657 494.9867 495.1078 495.2288 495.3498 495.4708 495.5918 495.7128 495.8337 495.9547 496.0756 496.1965 496.3173 496.4382 496.5591 496.6799 496.8007 496.9215 497.0423 497.1630 497.2838 497.4045 497.5252 497.6459 497.7666 497.8873 498.0079 498.1285 498.2492 498.3697 498.4903 498.6109 498.7314 498.8520 498.9725 499.0930 499.2135 499.3339 499.4544 499.5748 499.6952 499.8156 499.9360 500.0563 500.1767 500.2970 500.4173 500.5376 500.6579 500.7782 500.8984 501.0186 501.1388 501.2590 501.3792 501.4994 501.6195 501.7396 501.8598 501.9799 502.0999 502.2200 502.3400 502.4601 502.5801 502.7001 502.8200 502.9400 503.0599 503.1799 503.2998 503.4197 503.5395 503.6594 503.7792 503.8991 504.0189 504.1387 504.2584 504.3782 504.4979 504.6177 504.7374 504.8571 504.9767 505.0964 505.2160 505.3357 505.4553 505.5749 505.6944 505.8140 505.9335 506.0530 506.1725 506.2920 506.4115 506.5310 506.6504 506.7698 506.8892 507.0086 507.1280 507.2473 507.3667 507.4860 507.6053 507.7246 507.8438 507.9631 508.0823 508.2016 508.3208 508.4399 508.5591 508.6783 508.7974 508.9165 509.0356 509.1547 509.2738 509.3928 509.5118 509.6308 509.7498 509.8688 509.9878 510.1067 510.2257 510.3446 510.4635 510.5824 510.7012 510.8201 510.9389 511.0577 511.1765 511.2953 511.4140 511.5328 511.6515 511.7702 511.8889 512.0076 512.1263 512.2449 512.3635 512.4821 512.6007 512.7193 512.8379 512.9564 513.0749 513.1934 513.3119 513.4304 513.5488 513.6673 513.7857 513.9041 514.0225 514.1409 514.2592 514.3776 514.4959 514.6142 514.7325 514.8507 514.9690 515.0872 515.2054 515.3236 515.4418 515.5600 515.6781 515.7963 515.9144 516.0325 516.1506 516.2686 516.3867 516.5047 516.6227 516.7407 516.8587 516.9767 517.0946 517.2125 517.3304 517.4483 517.5662 517.6841 517.8019 517.9197 518.0375 518.1553 518.2731 518.3909 518.5086 518.6263 518.7440 518.8617 518.9794 519.0970 519.2147 519.3323 519.4499 519.5675 519.6851 519.8026 519.9201 520.0377 520.1552 520.2726 520.3901 520.5076 520.6250 520.7424 520.8598 520.9772 521.0945 521.2119 521.3292 521.4465 521.5638 521.6811 521.7984 521.9156 522.0328 522.1500 522.2672 522.3844 522.5015 522.6187 522.7358 522.8529 522.9700 523.0871 523.2041 523.3212 523.4382 523.5552 523.6722 523.7891 523.9061 524.0230 524.1399 524.2568 524.3737 524.4905 524.6074 524.7242 524.8410 524.9578 525.0746 525.1914 525.3081 525.4248 525.5415 525.6582 525.7749 525.8915 526.0082 526.1248 526.2414 526.3580 526.4745 526.5911 526.7076 526.8241 526.9406 527.0571 527.1736 527.2900 527.4064 527.5229 527.6392 527.7556 527.8720 527.9883 528.1046 528.2209 528.3372 528.4535 528.5697 528.6860 528.8022 528.9184 529.0346 529.1507 529.2669 529.3830 529.4991 529.6152 529.7313 529.8473 529.9634 530.0794 530.1954 530.3114 530.4274 530.5433 530.6592 530.7752 530.8911 531.0069 531.1228 531.2386 531.3545 531.4703 531.5861 531.7018 531.8176 531.9333 532.0491 532.1648 532.2804 532.3961 532.5118 532.6274 532.7430 532.8586 532.9742 533.0897 533.2053 533.3208 533.4363 533.5518 533.6673 533.7827 533.8981 534.0136 534.1290 534.2443 534.3597 534.4750 534.5904 534.7057 534.8209 534.9362 535.0515 535.1667 535.2819 535.3971 535.5123 535.6275 535.7426 535.8577 535.9728 536.0879 536.2030 536.3180 536.4331 536.5481 536.6631 536.7780 536.8930 537.0079 537.1229 537.2378 537.3527 537.4675 537.5824 537.6972 537.8120 537.9268 538.0416 538.1563 538.2711 538.3858 538.5005 538.6152 538.7298 538.8445 538.9591 539.0737 539.1883 539.3028 539.4174 539.5319 539.6464 539.7609 539.8754 539.9898 540.1043 540.2187 540.3331 540.4475 540.5618 540.6762 540.7905
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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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MO 20191215T075642.0Z 7288.331042 2 1 48.15 3 4000.000 12 2 0 1 1 0.00 2 0.00 2 -1.00 475 1 12 776 256 21.24 161 1 0 723 5.092e+02 3.253e+00 5.400e+02 1.014e+01 35 1.946e+02 1.946e+02 -2.179e-01 1.948e+02 2.627e+00 0 0 0 0 0.00e+00 2.522e-40 -9.000e+00 5.712e+01 -9.000e+00 3.769e+03 -9.000e+00 1 -3.33 -2.00 -2.00 -2.00 -2.00 -2.00 -2.00 -2.00 0 6.100e-01 1745 -9 -9.00 -9.00 -9.00 -9.00 0.00004 1.01824e+00 -3.25280e-03 26.62 20.00 21.24 2.701e+09 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -153 437 721 179 -64 -72 178 226 172 244 496 -96 -66 308 -47 213 -97 41 60 112 -245 -67 -38 31 -63 -92 -18 -31 426 -182 -7 -14 -149 -124 -79 -98 104 -167 129 247 25 -27 -75 67 5 41 13 188 -110 89 -28 217 -74 -95 -278 32 76 -142 202 -133 -4 117 -76 -97 29 96 -21 101 14 -160 158 24 -132 -183 -20 160 -30 -73 69 -37 63 102 40 -79 77 -11 -118 -53 -145 174 -4 43 112 75 -155 -148 51 -38 232 70 25 79 79 139 -16 245 -6 -5 -71 166 83 -1 -14 -12 132 -274 178 187 -92 -69 60 34 71 -3 -59 165 66 -105 -26 146 37 -8 -124 173 -64 64 -116 -66 66 59 50 52 76 -1 5 40 107 -20 49 85 -31 -65 20 84 -104 8 -82 35 172 72 174 -51 11 192 -120 90 3 95 115 -86 125 -53 -89 -54 -53 43 -60 146 74 21 -31 66 142 76 -4 113 169 -21 62 15 60 95 -4 1874 129 70 97 0 -6 47 89 -15 103 50 53 358 -119 -37 -35 5 107 -6 16 -153 -46 64 29 59 74 22 187 32 125 136 23 -11 -121 43 40 40 5 26 31 266 -38 91 -36 -22 39 -4 -45 10 49 -106 8 126 90 194 93 37 49 12 7 188 80 150 -29 22 44 123 -2 203 -62 129 -35 183 186 18 31 63 22 -25 -4 107 178 91 166 131 178 47 104 216 -52 30 119 45 -45 -86 136 61 245 69 155 75 6 38 13 162 87 97 23 15 233 104 -9 49 -27 -2 74 71 145 38 114 73 66 21 102 177 -12 -15 127 188 81 104 -18 129 200 44 189 119 149 154 123 155 269 298 140 188 128 150 203 216 80 127 99 179 200 -53 221 108 248 139 13 211 156 171 194 71 76 91 113 140 32 244 90 156 147 168 92 145 196 249 137 89 96 203 54 194 239 205 161 228 181 185 7 182 119 110 120 127 43 90 126 277 120 218 135 68 99 125 176 20 133 235 176 94 239 242 170 121 140 538 44 28 67 168 148 196 225 120 188 125 154 220 173 221 226 143 184 -5 255 130 196 182 148 254 127 219 137 68 202 186 209 114 221 210 240 173 167 150 127 137 198 125 189 160 131 201 320 183 171 219 53 193 76 214 170 341 106 270 171 207 274 179 186 105 104 141 74 253 201 259 209 97 270 129 237 184 -29 94 111 294 155 206 258 386 183 185 -35 142 262 132 184 168 256 -33 242 83 97 219 100 196 221 288 300 171 336 250 218 294 170 257 67 156 156 57 231 270 197 160 227 236 208 242 254 290 232 185 293 296 155 227 282 188 109 208 232 357 258 153 230 180 182 -41 265 113 231 212 125 107 271 197 220 79 131 198 -36 194 145 164 147 524 195 289 194 230 274 321 158 54 195 240 282 49 218 55 182 73 228 203 158 120 342 83 293 305 249 222 122 299 178 199 299 231 140 126 206 220 74 308 130 172 266 143 267 105 302 338 351 309 265 295 236 137 286 329 371 366 295 261 303 240 438 283 347 336 325 275 177 242 395 309 270 331 243 228 313 404 275 254 161 257 272 290 371 453 91 118 141 154 178 364 345 256 475 355 264 355 152 289 303 255 349 262 399 192 -1947 209 292 232 246 333 210 285 253 240 277 119 277 8396 298 217 380 454 301 306 325 251 241 251 196 180 354 328 293 432 183 396 282 333 296 366 347 413 362 416 213 318 124 181 343 194 254 260 162 268 185 281 211 350 367 142 343 304 155 377 229 381 276 205 278 95 163 123 231 189 159 238 7 121 180 272 167 278 9 332 285 271 403 295 287 300 253 333 293 496 0 171 294 321 264 228 348 272 386 349 557 244 353 247 20 355 313 405 164 207 259 303 245 241 240 113 -11 304 196 413 380 291 300 238 231 389 485 167 191 167 436 339 406 321 221 477 332 238 324 415 172 222 338 389 380 289 322 234 159 195 194 233 180 165 161 292 220 269 276 367 221 494 339 395 259 457 477 317 452 286 256 323 210 414 172 279 152 240 181 115 166 349 307 215 460 449 490 502 275 519 313 375 486 433 308 558 370 330 447 557 340 484 608 589 475 494 364 462 551 548 532 430 556 520 578 551 523 467 482 524 459 652 413 568 413 463 591 443 526 404 604 460 524 426 442 414 314 548 634 600 587 547 524 536 465 444 508 353 391 457 355 407 492 413 553 407 531 459 472 429 672 487 428 515 567 520 599 491 548 503 627 609 528 430 398 385 505 513 531 523 604 576 538 590 694 599 513 629 620 531 634 592 604 541 434 545 596 538 584 421 538 628 485 517 574 748 616 460 638 513 499 720 614 564 675 443 607 446 636 621 598 624 689 661 473 709 754 585 743 402 551 629 511 552 463 478 517 553 555 627 588 515 615 380 560 647 686 532 622 552 474 537 394 541 452 652 721 590 626 594 666 574 571 683 459 566 513 580 637 625 630 493 579 438 722 609 736 650 558 526 451 466 660 586 612 580 604 523 683 502 601 682 593 554 687 594 565 578 642 406 613 608 623 651 570 460 499 525 510 471 714 695 476 603 691 603 637 611 639 631 542 393 540 644 655 482 575 568 449 489 494 483 478 362 512 548 445 538 469 538 550 777 639 722 693 796 651 466 501 559 458 709 769 627 806 528 661 564 552 647 424 644 626 604 538 692 563 706 727 662 636 527 673 734 649 690 807 707 789 659 708 755 729 730 708 418 677 489 565 751 770 821 576 632 594 528 498 494 658 590 648 546 684 625 583 835 629 664 669 585 710 646 741 544 507 730 689 696 773 706 675 716 670 693 713 878 809 767 849 690 868 764 704 674 718 753 727 650 687 866 640 760 767 694 770 722 655 752 723 624 714 762 626 828 672 553 840 725 714 619 760 728 1145 782 748 699 811 773 911 852 740 486 753 763 812 709 714 698 744 787 789 805 886 817 721 805 943 856 745 899 821 883 910 970 888 978 867 737 661 694 791 669 931 685 557 717 721 786 606 647 562 717 772 733 812 554 810 847 854 749 621 909 519 864 785 826 778 870 797 786 915 832 862 794 756 917 827 776 690 899 802 827 912 787 869 764 961 805 770 733 811 784 646 835 713 623 912 810 753 889 820 840 812 777 782 885 885 710 746 652 775 845 772 732 763 747 932 802 701 913 765 847 910 1014 910 853 804 751 806 897 983 738 881 902 782 792 770 918 829 710 775 790 815 784 841 741 789 959 789 709 806 814 828 774 904 804 818 751 733 781 651 750 633 788 838 764 889 823 851 622 809 752 800 717 823 847 763 819 837 858 728 860 762 792 929 782 825 733 612 854 726 962 762 705 791 794 774 858 811 814 974 774 1102 867 903 803 790 783 938 805 823 771 953 841 877 821 765 902 658 845 781 839 728 804 726 699 861 765 1156 811 794 758 866 824 802 862 869 811 775 884 782 848 837 954 925 912 921 973 758 1024 866 866 654 798 836 795 817 910 907 816 984 944 803 950 928 814 946 993 934 844 941 711 704 854 811 922 769 769 992 895 918 916 751 720 875 757 728 934 862 902 888 811 691 883 912 954 961 805 794 827 840 857 900 871 793 986 931 859 912 797 883 740 822 538 1633 622 787 555 680 780 711 904 663 886 678 918 943 819 828 699 956 819 832 740 889 731 729 878 831 818 690 877 1041 789 903 975 881 843 845 1080 723 1007 948 828 815 928 907 801 731 929 736 685 830 800 893 901 714 902 958 705 746 927 802 802 948 989 814 878 739 759 937 871 920 831 906 1021 1014 878 951 831 983 895 685 852 784 940 777 932 960 879 867 843 809 842 925 675 854 1038 895 855 890 929 945 777 910 831 798 782 900 960 825 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