File name: Pandora130s1_Lindenberg_20240314_L1_smca1c6d20220715p1-8.txt
File generation date: 20250304T112904.6Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c6d20220715p1-8
Local principal investigator: Lionel Doppler
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 130
Spectrometer number: 1
Processing software version used: BlickP v1.8.74
Instrument operation file used: Pandora130_OF_v3d20201102.txt
Instrument calibration file used: Pandora130s1_CF_v6d20220715.txt
Level 0 file used: Pandora130s1_Lindenberg_20240314_L0.txt
Full location name: DWD Observatory Lindenberg
Short location name: Lindenberg
Country of location: Germany
Location latitude [deg]: 52.2900
Location longitude [deg]: 14.1200
Location altitude [m]: 127
Local noon date: 20240314
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: "AnaLab+fld for 20220715 VP" session 5 from check dispersion
Nominal wavelengths [nm]: 271.6045 271.7478 271.8911 272.0344 272.1777 272.3209 272.4642 272.6074 272.7507 272.8939 273.0372 273.1804 273.3236 273.4668 273.6100 273.7532 273.8964 274.0396 274.1827 274.3259 274.4690 274.6122 274.7553 274.8984 275.0416 275.1847 275.3278 275.4709 275.6139 275.7570 275.9001 276.0431 276.1862 276.3292 276.4722 276.6153 276.7583 276.9013 277.0443 277.1873 277.3302 277.4732 277.6162 277.7591 277.9020 278.0450 278.1879 278.3308 278.4737 278.6166 278.7595 278.9024 279.0452 279.1881 279.3309 279.4738 279.6166 279.7594 279.9022 280.0450 280.1878 280.3306 280.4733 280.6161 280.7589 280.9016 281.0443 281.1870 281.3298 281.4725 281.6151 281.7578 281.9005 282.0432 282.1858 282.3285 282.4711 282.6137 282.7563 282.8989 283.0415 283.1841 283.3267 283.4692 283.6118 283.7543 283.8968 284.0394 284.1819 284.3244 284.4669 284.6093 284.7518 284.8943 285.0367 285.1792 285.3216 285.4640 285.6064 285.7488 285.8912 286.0336 286.1759 286.3183 286.4606 286.6030 286.7453 286.8876 287.0299 287.1722 287.3145 287.4568 287.5990 287.7413 287.8835 288.0257 288.1680 288.3102 288.4524 288.5946 288.7367 288.8789 289.0211 289.1632 289.3053 289.4475 289.5896 289.7317 289.8738 290.0158 290.1579 290.3000 290.4420 290.5841 290.7261 290.8681 291.0101 291.1521 291.2941 291.4360 291.5780 291.7200 291.8619 292.0038 292.1457 292.2876 292.4295 292.5714 292.7133 292.8552 292.9970 293.1389 293.2807 293.4225 293.5643 293.7061 293.8479 293.9897 294.1314 294.2732 294.4149 294.5567 294.6984 294.8401 294.9818 295.1235 295.2651 295.4068 295.5485 295.6901 295.8317 295.9734 296.1150 296.2566 296.3982 296.5397 296.6813 296.8228 296.9644 297.1059 297.2474 297.3889 297.5304 297.6719 297.8134 297.9549 298.0963 298.2378 298.3792 298.5206 298.6620 298.8034 298.9448 299.0862 299.2275 299.3689 299.5102 299.6516 299.7929 299.9342 300.0755 300.2168 300.3581 300.4993 300.6406 300.7818 300.9230 301.0643 301.2055 301.3467 301.4878 301.6290 301.7702 301.9113 302.0525 302.1936 302.3347 302.4758 302.6169 302.7580 302.8991 303.0401 303.1812 303.3222 303.4632 303.6042 303.7452 303.8862 304.0272 304.1682 304.3091 304.4501 304.5910 304.7320 304.8729 305.0138 305.1547 305.2955 305.4364 305.5773 305.7181 305.8589 305.9998 306.1406 306.2814 306.4222 306.5629 306.7037 306.8445 306.9852 307.1259 307.2667 307.4074 307.5481 307.6888 307.8294 307.9701 308.1107 308.2514 308.3920 308.5326 308.6732 308.8138 308.9544 309.0950 309.2355 309.3761 309.5166 309.6572 309.7977 309.9382 310.0787 310.2192 310.3596 310.5001 310.6405 310.7810 310.9214 311.0618 311.2022 311.3426 311.4830 311.6234 311.7637 311.9041 312.0444 312.1847 312.3250 312.4653 312.6056 312.7459 312.8861 313.0264 313.1666 313.3069 313.4471 313.5873 313.7275 313.8677 314.0079 314.1480 314.2882 314.4283 314.5684 314.7086 314.8487 314.9888 315.1288 315.2689 315.4090 315.5490 315.6891 315.8291 315.9691 316.1091 316.2491 316.3891 316.5290 316.6690 316.8089 316.9489 317.0888 317.2287 317.3686 317.5085 317.6484 317.7882 317.9281 318.0679 318.2078 318.3476 318.4874 318.6272 318.7670 318.9067 319.0465 319.1863 319.3260 319.4657 319.6054 319.7452 319.8848 320.0245 320.1642 320.3039 320.4435 320.5831 320.7228 320.8624 321.0020 321.1416 321.2811 321.4207 321.5603 321.6998 321.8393 321.9789 322.1184 322.2579 322.3974 322.5368 322.6763 322.8158 322.9552 323.0946 323.2340 323.3735 323.5128 323.6522 323.7916 323.9310 324.0703 324.2096 324.3490 324.4883 324.6276 324.7669 324.9062 325.0454 325.1847 325.3239 325.4632 325.6024 325.7416 325.8808 326.0200 326.1592 326.2983 326.4375 326.5766 326.7157 326.8549 326.9940 327.1331 327.2722 327.4112 327.5503 327.6893 327.8284 327.9674 328.1064 328.2454 328.3844 328.5234 328.6623 328.8013 328.9402 329.0792 329.2181 329.3570 329.4959 329.6348 329.7737 329.9125 330.0514 330.1902 330.3291 330.4679 330.6067 330.7455 330.8843 331.0230 331.1618 331.3005 331.4393 331.5780 331.7167 331.8554 331.9941 332.1328 332.2714 332.4101 332.5487 332.6874 332.8260 332.9646 333.1032 333.2418 333.3803 333.5189 333.6574 333.7960 333.9345 334.0730 334.2115 334.3500 334.4885 334.6270 334.7654 334.9039 335.0423 335.1807 335.3191 335.4575 335.5959 335.7343 335.8726 336.0110 336.1493 336.2876 336.4260 336.5643 336.7025 336.8408 336.9791 337.1173 337.2556 337.3938 337.5320 337.6702 337.8084 337.9466 338.0848 338.2230 338.3611 338.4992 338.6374 338.7755 338.9136 339.0517 339.1898 339.3278 339.4659 339.6039 339.7419 339.8800 340.0180 340.1560 340.2939 340.4319 340.5699 340.7078 340.8458 340.9837 341.1216 341.2595 341.3974 341.5353 341.6731 341.8110 341.9488 342.0866 342.2245 342.3623 342.5001 342.6378 342.7756 342.9134 343.0511 343.1888 343.3266 343.4643 343.6020 343.7396 343.8773 344.0150 344.1526 344.2903 344.4279 344.5655 344.7031 344.8407 344.9783 345.1158 345.2534 345.3909 345.5285 345.6660 345.8035 345.9410 346.0784 346.2159 346.3534 346.4908 346.6282 346.7657 346.9031 347.0405 347.1779 347.3152 347.4526 347.5899 347.7273 347.8646 348.0019 348.1392 348.2765 348.4138 348.5510 348.6883 348.8255 348.9627 349.0999 349.2371 349.3743 349.5115 349.6487 349.7858 349.9230 350.0601 350.1972 350.3343 350.4714 350.6085 350.7455 350.8826 351.0196 351.1567 351.2937 351.4307 351.5677 351.7047 351.8416 351.9786 352.1155 352.2525 352.3894 352.5263 352.6632 352.8001 352.9369 353.0738 353.2106 353.3475 353.4843 353.6211 353.7579 353.8947 354.0315 354.1682 354.3050 354.4417 354.5784 354.7151 354.8518 354.9885 355.1252 355.2618 355.3985 355.5351 355.6717 355.8083 355.9449 356.0815 356.2181 356.3547 356.4912 356.6277 356.7643 356.9008 357.0373 357.1738 357.3102 357.4467 357.5831 357.7196 357.8560 357.9924 358.1288 358.2652 358.4015 358.5379 358.6743 358.8106 358.9469 359.0832 359.2195 359.3558 359.4921 359.6283 359.7646 359.9008 360.0370 360.1732 360.3094 360.4456 360.5818 360.7179 360.8541 360.9902 361.1263 361.2624 361.3985 361.5346 361.6707 361.8067 361.9428 362.0788 362.2148 362.3508 362.4868 362.6228 362.7588 362.8947 363.0306 363.1666 363.3025 363.4384 363.5743 363.7102 363.8460 363.9819 364.1177 364.2535 364.3893 364.5251 364.6609 364.7967 364.9325 365.0682 365.2039 365.3397 365.4754 365.6111 365.7468 365.8824 366.0181 366.1537 366.2894 366.4250 366.5606 366.6962 366.8318 366.9673 367.1029 367.2384 367.3740 367.5095 367.6450 367.7805 367.9159 368.0514 368.1868 368.3223 368.4577 368.5931 368.7285 368.8639 368.9993 369.1346 369.2700 369.4053 369.5406 369.6759 369.8112 369.9465 370.0818 370.2170 370.3523 370.4875 370.6227 370.7579 370.8931 371.0283 371.1634 371.2986 371.4337 371.5688 371.7040 371.8391 371.9741 372.1092 372.2443 372.3793 372.5143 372.6494 372.7844 372.9193 373.0543 373.1893 373.3242 373.4592 373.5941 373.7290 373.8639 373.9988 374.1337 374.2685 374.4034 374.5382 374.6730 374.8078 374.9426 375.0774 375.2122 375.3469 375.4816 375.6164 375.7511 375.8858 376.0205 376.1551 376.2898 376.4244 376.5591 376.6937 376.8283 376.9629 377.0975 377.2320 377.3666 377.5011 377.6356 377.7701 377.9046 378.0391 378.1736 378.3080 378.4425 378.5769 378.7113 378.8457 378.9801 379.1145 379.2489 379.3832 379.5175 379.6519 379.7862 379.9205 380.0547 380.1890 380.3233 380.4575 380.5917 380.7259 380.8601 380.9943 381.1285 381.2627 381.3968 381.5309 381.6650 381.7992 381.9332 382.0673 382.2014 382.3354 382.4695 382.6035 382.7375 382.8715 383.0055 383.1394 383.2734 383.4073 383.5413 383.6752 383.8091 383.9430 384.0768 384.2107 384.3445 384.4784 384.6122 384.7460 384.8798 385.0135 385.1473 385.2810 385.4148 385.5485 385.6822 385.8159 385.9496 386.0832 386.2169 386.3505 386.4842 386.6178 386.7514 386.8849 387.0185 387.1521 387.2856 387.4191 387.5526 387.6861 387.8196 387.9531 388.0865 388.2200 388.3534 388.4868 388.6202 388.7536 388.8870 389.0204 389.1537 389.2870 389.4204 389.5537 389.6869 389.8202 389.9535 390.0867 390.2200 390.3532 390.4864 390.6196 390.7528 390.8859 391.0191 391.1522 391.2853 391.4184 391.5515 391.6846 391.8177 391.9507 392.0838 392.2168 392.3498 392.4828 392.6158 392.7487 392.8817 393.0146 393.1476 393.2805 393.4134 393.5463 393.6791 393.8120 393.9448 394.0776 394.2105 394.3433 394.4760 394.6088 394.7416 394.8743 395.0070 395.1398 395.2724 395.4051 395.5378 395.6705 395.8031 395.9357 396.0683 396.2009 396.3335 396.4661 396.5987 396.7312 396.8637 396.9963 397.1288 397.2612 397.3937 397.5262 397.6586 397.7910 397.9235 398.0559 398.1882 398.3206 398.4530 398.5853 398.7176 398.8500 398.9823 399.1146 399.2468 399.3791 399.5113 399.6436 399.7758 399.9080 400.0402 400.1723 400.3045 400.4366 400.5688 400.7009 400.8330 400.9651 401.0971 401.2292 401.3612 401.4933 401.6253 401.7573 401.8893 402.0212 402.1532 402.2851 402.4171 402.5490 402.6809 402.8128 402.9446 403.0765 403.2083 403.3402 403.4720 403.6038 403.7356 403.8673 403.9991 404.1308 404.2625 404.3943 404.5260 404.6576 404.7893 404.9210 405.0526 405.1842 405.3158 405.4474 405.5790 405.7106 405.8421 405.9737 406.1052 406.2367 406.3682 406.4997 406.6311 406.7626 406.8940 407.0254 407.1569 407.2882 407.4196 407.5510 407.6823 407.8137 407.9450 408.0763 408.2076 408.3389 408.4701 408.6014 408.7326 408.8638 408.9950 409.1262 409.2574 409.3886 409.5197 409.6508 409.7819 409.9130 410.0441 410.1752 410.3063 410.4373 410.5683 410.6993 410.8303 410.9613 411.0923 411.2233 411.3542 411.4851 411.6160 411.7469 411.8778 412.0087 412.1395 412.2704 412.4012 412.5320 412.6628 412.7936 412.9243 413.0551 413.1858 413.3165 413.4472 413.5779 413.7086 413.8393 413.9699 414.1006 414.2312 414.3618 414.4924 414.6229 414.7535 414.8840 415.0146 415.1451 415.2756 415.4061 415.5365 415.6670 415.7974 415.9279 416.0583 416.1887 416.3190 416.4494 416.5798 416.7101 416.8404 416.9707 417.1010 417.2313 417.3616 417.4918 417.6221 417.7523 417.8825 418.0127 418.1428 418.2730 418.4031 418.5333 418.6634 418.7935 418.9236 419.0536 419.1837 419.3137 419.4438 419.5738 419.7038 419.8338 419.9637 420.0937 420.2236 420.3535 420.4834 420.6133 420.7432 420.8731 421.0029 421.1328 421.2626 421.3924 421.5222 421.6519 421.7817 421.9115 422.0412 422.1709 422.3006 422.4303 422.5599 422.6896 422.8192 422.9489 423.0785 423.2081 423.3377 423.4672 423.5968 423.7263 423.8558 423.9853 424.1148 424.2443 424.3738 424.5032 424.6326 424.7621 424.8915 425.0208 425.1502 425.2796 425.4089 425.5382 425.6675 425.7968 425.9261 426.0554 426.1846 426.3139 426.4431 426.5723 426.7015 426.8307 426.9598 427.0890 427.2181 427.3472 427.4763 427.6054 427.7345 427.8636 427.9926 428.1216 428.2506 428.3796 428.5086 428.6376 428.7665 428.8955 429.0244 429.1533 429.2822 429.4111 429.5399 429.6688 429.7976 429.9264 430.0552 430.1840 430.3128 430.4415 430.5703 430.6990 430.8277 430.9564 431.0851 431.2138 431.3424 431.4710 431.5997 431.7283 431.8569 431.9854 432.1140 432.2425 432.3711 432.4996 432.6281 432.7566 432.8850 433.0135 433.1419 433.2704 433.3988 433.5272 433.6556 433.7839 433.9123 434.0406 434.1689 434.2972 434.4255 434.5538 434.6820 434.8103 434.9385 435.0667 435.1949 435.3231 435.4513 435.5794 435.7076 435.8357 435.9638 436.0919 436.2200 436.3480 436.4761 436.6041 436.7321 436.8601 436.9881 437.1161 437.2440 437.3720 437.4999 437.6278 437.7557 437.8836 438.0115 438.1393 438.2671 438.3950 438.5228 438.6506 438.7783 438.9061 439.0338 439.1616 439.2893 439.4170 439.5447 439.6723 439.8000 439.9276 440.0552 440.1828 440.3104 440.4380 440.5656 440.6931 440.8207 440.9482 441.0757 441.2032 441.3306 441.4581 441.5855 441.7129 441.8404 441.9677 442.0951 442.2225 442.3498 442.4772 442.6045 442.7318 442.8591 442.9863 443.1136 443.2408 443.3681 443.4953 443.6225 443.7497 443.8768 444.0040 444.1311 444.2582 444.3853 444.5124 444.6395 444.7665 444.8936 445.0206 445.1476 445.2746 445.4016 445.5286 445.6555 445.7825 445.9094 446.0363 446.1632 446.2900 446.4169 446.5437 446.6706 446.7974 446.9242 447.0510 447.1777 447.3045 447.4312 447.5579 447.6846 447.8113 447.9380 448.0647 448.1913 448.3179 448.4446 448.5712 448.6977 448.8243 448.9509 449.0774 449.2039 449.3304 449.4569 449.5834 449.7098 449.8363 449.9627 450.0891 450.2155 450.3419 450.4683 450.5946 450.7210 450.8473 450.9736 451.0999 451.2262 451.3524 451.4787 451.6049 451.7311 451.8573 451.9835 452.1097 452.2358 452.3619 452.4881 452.6142 452.7403 452.8663 452.9924 453.1184 453.2445 453.3705 453.4965 453.6225 453.7484 453.8744 454.0003 454.1262 454.2521 454.3780 454.5039 454.6298 454.7556 454.8814 455.0072 455.1330 455.2588 455.3846 455.5103 455.6361 455.7618 455.8875 456.0132 456.1388 456.2645 456.3901 456.5158 456.6414 456.7670 456.8925 457.0181 457.1437 457.2692 457.3947 457.5202 457.6457 457.7712 457.8966 458.0221 458.1475 458.2729 458.3983 458.5237 458.6490 458.7744 458.8997 459.0250 459.1503 459.2756 459.4009 459.5261 459.6513 459.7766 459.9018 460.0270 460.1521 460.2773 460.4024 460.5276 460.6527 460.7778 460.9029 461.0279 461.1530 461.2780 461.4030 461.5280 461.6530 461.7780 461.9029 462.0279 462.1528 462.2777 462.4026 462.5275 462.6523 462.7772 462.9020 463.0268 463.1516 463.2764 463.4012 463.5259 463.6507 463.7754 463.9001 464.0248 464.1495 464.2741 464.3988 464.5234 464.6480 464.7726 464.8972 465.0217 465.1463 465.2708 465.3953 465.5198 465.6443 465.7688 465.8932 466.0177 466.1421 466.2665 466.3909 466.5153 466.6396 466.7640 466.8883 467.0126 467.1369 467.2612 467.3854 467.5097 467.6339 467.7581 467.8823 468.0065 468.1307 468.2548 468.3790 468.5031 468.6272 468.7513 468.8754 468.9994 469.1235 469.2475 469.3715 469.4955 469.6195 469.7434 469.8674 469.9913 470.1152 470.2391 470.3630 470.4869 470.6107 470.7346 470.8584 470.9822 471.1060 471.2298 471.3535 471.4773 471.6010 471.7247 471.8484 471.9721 472.0957 472.2194 472.3430 472.4666 472.5902 472.7138 472.8374 472.9609 473.0844 473.2080 473.3315 473.4550 473.5784 473.7019 473.8253 473.9487 474.0721 474.1955 474.3189 474.4423 474.5656 474.6889 474.8122 474.9355 475.0588 475.1821 475.3053 475.4286 475.5518 475.6750 475.7981 475.9213 476.0445 476.1676 476.2907 476.4138 476.5369 476.6600 476.7830 476.9061 477.0291 477.1521 477.2751 477.3980 477.5210 477.6439 477.7669 477.8898 478.0127 478.1355 478.2584 478.3813 478.5041 478.6269 478.7497 478.8725 478.9952 479.1180 479.2407 479.3634 479.4861 479.6088 479.7315 479.8541 479.9768 480.0994 480.2220 480.3446 480.4671 480.5897 480.7122 480.8347 480.9572 481.0797 481.2022 481.3247 481.4471 481.5695 481.6919 481.8143 481.9367 482.0590 482.1814 482.3037 482.4260 482.5483 482.6706 482.7929 482.9151 483.0373 483.1595 483.2817 483.4039 483.5261 483.6482 483.7704 483.8925 484.0146 484.1366 484.2587 484.3808 484.5028 484.6248 484.7468 484.8688 484.9908 485.1127 485.2346 485.3566 485.4785 485.6003 485.7222 485.8441 485.9659 486.0877 486.2095 486.3313 486.4531 486.5748 486.6966 486.8183 486.9400 487.0617 487.1833 487.3050 487.4266 487.5483 487.6699 487.7915 487.9130 488.0346 488.1561 488.2776 488.3991 488.5206 488.6421 488.7636 488.8850 489.0064 489.1278 489.2492 489.3706 489.4920 489.6133 489.7346 489.8559 489.9772 490.0985 490.2198 490.3410 490.4622 490.5834 490.7046 490.8258 490.9470 491.0681 491.1892 491.3103 491.4314 491.5525 491.6736 491.7946 491.9156 492.0366 492.1576 492.2786 492.3996 492.5205 492.6414 492.7623 492.8832 493.0041 493.1250 493.2458 493.3666 493.4874 493.6082 493.7290 493.8498 493.9705 494.0912 494.2119 494.3326 494.4533 494.5740 494.6946 494.8152 494.9358 495.0564 495.1770 495.2976 495.4181 495.5386 495.6591 495.7796 495.9001 496.0206 496.1410 496.2614 496.3818 496.5022 496.6226 496.7429 496.8633 496.9836 497.1039 497.2242 497.3445 497.4647 497.5850 497.7052 497.8254 497.9456 498.0657 498.1859 498.3060 498.4261 498.5462 498.6663 498.7864 498.9064 499.0265 499.1465 499.2665 499.3865 499.5064 499.6264 499.7463 499.8662 499.9861 500.1060 500.2259 500.3457 500.4656 500.5854 500.7052 500.8250 500.9447 501.0645 501.1842 501.3039 501.4236 501.5433 501.6629 501.7826 501.9022 502.0218 502.1414 502.2610 502.3805 502.5001 502.6196 502.7391 502.8586 502.9781 503.0975 503.2170 503.3364 503.4558 503.5752 503.6945 503.8139 503.9332 504.0525 504.1718 504.2911 504.4104 504.5296 504.6489 504.7681 504.8873 505.0065 505.1256 505.2448 505.3639 505.4830 505.6021 505.7212 505.8402 505.9593 506.0783 506.1973 506.3163 506.4353 506.5542 506.6732 506.7921 506.9110 507.0299 507.1487 507.2676 507.3864 507.5052 507.6240 507.7428 507.8616 507.9803 508.0991 508.2178 508.3365 508.4552 508.5738 508.6925 508.8111 508.9297 509.0483 509.1669 509.2854 509.4039 509.5225 509.6410 509.7595 509.8779 509.9964 510.1148 510.2332 510.3516 510.4700 510.5884 510.7067 510.8250 510.9434 511.0617 511.1799 511.2982 511.4164 511.5347 511.6529 511.7710 511.8892 512.0074 512.1255 512.2436 512.3617 512.4798 512.5979 512.7159 512.8340 512.9520 513.0700 513.1879 513.3059 513.4238 513.5418 513.6597 513.7776 513.8954 514.0133 514.1311 514.2489 514.3667 514.4845 514.6023 514.7200 514.8378 514.9555 515.0732 515.1909 515.3085 515.4262 515.5438 515.6614 515.7790 515.8965 516.0141 516.1316 516.2492 516.3667 516.4841 516.6016 516.7190 516.8365 516.9539 517.0713 517.1887 517.3060 517.4233 517.5407 517.6580 517.7753 517.8925 518.0098 518.1270 518.2442 518.3614 518.4786 518.5958 518.7129 518.8300 518.9471 519.0642 519.1813 519.2983 519.4154 519.5324 519.6494 519.7664 519.8833 520.0003 520.1172 520.2341 520.3510 520.4679 520.5847 520.7016 520.8184 520.9352 521.0520 521.1687 521.2855 521.4022 521.5189 521.6356 521.7523 521.8690 521.9856 522.1022 522.2188 522.3354 522.4520 522.5685 522.6850 522.8016 522.9181 523.0345 523.1510 523.2674 523.3838 523.5002 523.6166 523.7330 523.8493 523.9657 524.0820 524.1983 524.3146 524.4308 524.5471 524.6633 524.7795 524.8957 525.0118 525.1280 525.2441 525.3602 525.4763 525.5924 525.7084 525.8245 525.9405 526.0565 526.1725 526.2884 526.4044 526.5203 526.6362 526.7521 526.8680 526.9838 527.0997 527.2155 527.3313 527.4471 527.5628 527.6786 527.7943 527.9100 528.0257 528.1414 528.2570 528.3726 528.4883 528.6039 528.7194 528.8350 528.9505 529.0660 529.1815 529.2970 529.4125 529.5279 529.6434 529.7588 529.8742 529.9895 530.1049 530.2202 530.3355 530.4508 530.5661 530.6814 530.7966 530.9118 531.0270 531.1422 531.2574 531.3725 531.4877 531.6028 531.7179 531.8329 531.9480 532.0630 532.1781 532.2931 532.4080 532.5230 532.6379 532.7529 532.8678 532.9826 533.0975 533.2123 533.3272 533.4420 533.5568 533.6715 533.7863 533.9010 534.0157 534.1304 534.2451 534.3598 534.4744 534.5890 534.7036 534.8182 534.9328 535.0473 535.1618 535.2763 535.3908 535.5053 535.6197 535.7342 535.8486 535.9629 536.0773 536.1917 536.3060 536.4203 536.5346 536.6489 536.7631 536.8774 536.9916 537.1058 537.2200 537.3341 537.4483 537.5624 537.6765 537.7905 537.9046 538.0186
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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: Spectrometer control temperature [°C], 999=no temperature signal
Column 71: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 72: Temperature in head sensor [°C], 999=no temperature signal
Column 73: Temperature at electronics board 1 [°C], 999=no temperature signal
Column 74: Temperature at electronics board 2 [°C], 999=no temperature signal
Column 75: Humidity in head sensor [%], -9=no humidity signal
Column 76: Pressure in head sensor [hPa], -9=no pressure signal
Column 77: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 78: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 79: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 80-2127: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2128-4175: 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 4176-6223: 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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ZO 20240314T044600.4Z 8839.198616 1 1 32.01 4 4000.000 8 2 0 1 1 0.55 0 46.04 0 -1.00 507 1 11 8 0 16.06 241 1 0 1257 6.942e+02 5.730e+00 7.137e+02 6.289e+00 11 1.309e+02 1.309e+02 -2.769e-02 1.310e+02 3.775e+00 0 0 0 0 0.00e+00 2.629e-23 -9.000e+00 3.391e+01 -9.000e+00 3.223e+03 -9.000e+00 1 -4.10 -2.00 -2.00 -2.00 -2.00 -2.00 -2.00 -2.00 0 4.488e-01 1741 -9 -9.00 -9.00 -9.00 -9.00 0.00119 -1.08896e-01 1.39234e-03 14.99 16.06 11.45 21.58 21.48 30.1 1001.05 2.627e+10 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -60 242 225 102 338 -44 162 -86 87 -40 -2 18 157 -83 235 -65 252 -209 84 -38 -28 179 -137 630 -207 20 29 4 -3 116 -10 62 -95 88 53 60 105 344 12 252 149 54 62 19 213 -217 145 154 8 23 208 32 82 12 476 -168 -43 269 -113 15 16 -109 -242 65 -127 144 -199 20 41 195 -142 -156 325 -8 378 11 261 256 -51 229 -121 -34 -95 172 -69 -10 145 14 -10 150 -179 187 0 292 -23 -146 34 429 302 -33 99 385 513 156 278 -30 90 -37 426 -15 74 -79 -70 26 135 -58 109 103 133 97 221 127 -41 279 446 -69 129 157 156 62 -63 -36 277 -15 -33 -30 -39 184 -66 108 148 26 194 84 10 118 176 285 5 730 -69 96 473 584 -103 9 428 335 163 185 98 -75 127 -99 -35 507 -72 -8 50 -18 90 442 223 43 -27 -48 208 135 113 -50 15 11 -7 20 -89 380 -89 179 -32 92 -55 -19 72 164 -73 454 401 11 357 170 228 4 502 70 100 76 1 -81 14 96 480 65 -16 -12 -9 -73 58 105 182 -20 95 2 -51 83 -1 -42 70 -19 -14 -6 34 297 16 16 -30 -75 373 524 5 436 -44 156 201 10 862 37 -145 98 331 183 5 -26 353 7 193 23 11 -56 109 33 -32 -47 -15 -122 20 16 15 75 2 275 240 345 355 55 102 -94 233 342 357 -39 67 224 -31 53 -48 236 164 9 193 -72 45 6 94 -56 371 -78 40 116 589 26 349 -98 33 90 88 212 -43 381 340 331 96 169 125 -26 73 89 48 268 172 421 75 -34 64 -110 9 26 182 -102 -65 203 192 240 -47 212 27 -57 -80 192 399 365 275 -4 12 263 -72 215 -19 382 -12 531 92 333 543 -21 467 231 209 233 306 -81 179 30 320 -13 95 144 113 260 131 108 -3 167 53 372 148 371 231 51 306 -1223 90 15 248 180 316 84 207 366 423 303 40 818 347 485 502 721 320 68 483 -48 245 177 218 356 49 327 1 685 171 577 367 546 60 401 544 88 2 251 466 266 299 320 72 323 -3 301 422 226 180 295 386 14 118 272 917 157 19 162 269 641 310 36 380 461 251 363 320 1251 159 350 459 288 213 152 155 -50 137 257 235 615 425 488 473 165 430 261 578 205 412 241 542 -48 284 -14 422 163 224 203 554 191 205 226 32 459 406 -93 486 409 482 -20 510 104 566 439 344 539 587 517 591 346 337 664 482 606 516 703 40 433 402 318 543 451 365 241 628 387 280 112 694 840 106 550 412 183 235 93 217 475 171 971 202 730 130 192 468 711 614 433 504 403 408 501 456 470 247 165 385 111 524 644 47 -4 184 164 259 26 190 147 254 361 29 412 429 184 404 47 227 492 326 511 610 286 20 136 274 499 493 315 117 -56 216 293 175 482 710 77 44 726 296 596 616 292 318 494 179 128 40 226 302 342 477 462 870 289 374 375 42 278 440 432 248 239 376 544 424 814 579 489 401 578 241 482 340 468 603 399 628 440 459 358 311 554 324 374 275 31 265 399 664 505 531 402 10 592 743 289 554 345 89 383 660 335 229 328 256 259 -13 431 184 738 321 180 359 691 257 213 228 -23 295 23 203 305 376 156 269 215 719 458 167 371 276 6 114 587 641 508 312 263 146 399 261 675 305 250 201 164 204 703 197 263 382 239 523 14 130 459 183 579 207 793 412 88 250 185 309 375 196 56 237 19 674 280 555 70 512 430 734 1412 311 132 178 167 -48 403 230 398 435 352 820 805 97 257 301 409 416 111 450 341 -6 183 131 198 429 533 436 493 290 8 -17 716 325 319 71 54 260 139 188 495 164 0 655 351 -28 80 170 187 562 17 497 334 672 425 128 375 328 449 239 436 292 601 79 341 466 361 165 428 336 372 646 427 372 439 268 426 374 411 260 284 434 94 174 600 649 530 612 261 304 39 179 327 141 -36 441 -41 626 201 127 186 436 209 232 624 216 159 460 518 438 678 343 397 217 288 -50 146 360 6 -59 87 495 337 303 135 567 604 809 200 812 593 452 332 443 492 663 624 493 372 377 486 614 554 477 658 573 360 424 536 139 642 424 455 611 485 610 951 469 1023 718 618 607 395 453 681 189 572 174 658 610 615 376 834 978 727 217 218 336 420 641 593 599 428 744 470 578 336 720 444 468 796 1078 373 474 604 500 526 375 489 587 803 216 439 584 483 595 605 669 469 636 712 615 736 407 505 522 301 331 608 310 619 515 465 499 818 508 628 338 553 770 624 683 278 417 710 590 862 775 416 662 302 548 450 796 243 442 445 555 429 365 472 423 699 493 154 535 325 660 431 1201 822 432 510 887 371 553 458 631 620 615 501 708 627 351 771 718 534 686 585 595 579 561 304 525 566 702 409 501 647 466 534 796 590 854 593 436 780 625 191 579 528 548 311 734 215 916 359 508 205 720 359 796 672 730 299 464 586 339 491 360 397 507 301 584 268 805 532 809 873 314 420 618 287 806 590 106 570 624 600 459 338 758 372 538 306 398 707 304 657 389 523 343 564 816 601 516 843 515 378 394 304 397 460 559 376 437 52 360 475 306 511 734 312 721 151 116 1071 312 227 171 766 457 366 497 379 370 1024 769 310 482 360 677 224 297 246 561 495 392 644 379 500 721 726 105 444 112 403 460 198 847 700 181 192 879 403 427 469 296 695 552 900 274 398 643 388 378 808 122 424 452 295 442 471 396 602 644 460 579 133 375 152 311 265 176 463 426 740 546 387 498 666 349 744 360 495 455 100 125 451 472 509 352 306 411 576 556 702 292 467 2710 436 332 672 260 688 670 735 548 575 245 279 277 325 331 273 82 379 589 425 325 470 361 456 304 968 438 276 568 349 121 277 238 590 632 1495 610 439 497 319 746 718 418 388 563 394 460 469 531 168 747 788 185 979 733 591 794 514 515 74 699 437 421 1629 744 794 379 339 330 296 578 537 383 470 877 553 746 400 2081 322 514 96 634 464 270 403 1576 390 409 369 281 763 540 493 1022 740 316 307 500 616 481 611 290 581 461 555 294 657 113 583 376 507 126 400 567 549 417 660 479 438 592 257 128 553 410 705 333 838 441 703 241 401 517 523 255 586 222 129 219 438 536 711 448 752 572 653 553 377 202 495 432 672 706 350 874 666 413 327 244 260 508 355 431 798 516 294 318 692 283 414 562 914 392 447 412 444 477 63 696 189 139 317 412 377 587 351 649 385 510 724 422 608 351 247 419 676 317 538 445 783 401 683 477 137 335 409 715 303 415 615 371 181 366 391 335 426 649 768 350 307 124 782 237 696 327 502 77 631 496 530 411 694 323 363 309 557 339 315 555 575 779 556 182 464 455 545 415 386 688 605 669 686 820 647 226 214 290 736 248 303 224 668 419 610 90 487 245 385 125 471 465 229 529 296 481 475 127 432 277 627 1206 588 384 161 367 486 556 158 475 502 422 355 508 484 443 412 578 302 489 184 494 627 146 410 672 355 100 626 266 292 716 356 500 124 381 738 394 167 509 786 532 1032 268 172 278 703 167 503 463 297 564 313 276 321 184 217 397 15 360 284 193 289 329 99 395 646 854 211 541 450 277 17 315 506 105 134 486 603 241 556 152 558 481 543 164 496 583 642 532 383 1433 332 356 208 301 468 475 280 1218 196 570 719 547 147 144 574 1026 760 572 534 477 259 400 381 657 446 494 276 164 313 437 179 442 1103 852 718 61 242 485 576 123 523 567 204 411 624 48 353 400 352 563 525 510 259 575 28 143 277 406 773 534 299 443 636 693 395 477 352 533 -11 613 1040 695 746 784 938 879 444 695 433 838 810 574 660 156 822 642 661 535 522 641 259 447 330 504 305 -1 243 253 424 450 259 487 473 219 242 434 768 296 646 332 475 1270 316 32 464 294 749 435 676 318 400 611 356 89 213 216 325 266 336 489 574 298 691 70 738 399 118 568 23 404 538 443 331 324 145 519 -2 259 204 245 356 467 361 787 -22 362 58 -19 539 208 467 139 291 455 399 -23 -29 457 181 351 462 128 320 305 667 83 -2 182 278 556 1238 76 273 276 176 510 390 12 512 97 193 233 661 856 34 482 41 247 199 482 360 228 420 306 523 178 571 75 300 298 -64 -12 463 -22 286 25 274 401 92 582 209 457 131 412 229 288 250 332 109 483 197 460 448 270 339 1018 -39 613 581 280 734 200 230 240 391 380 71 350 87 402 -86 655 156 158 -42 606 736 -35 280 728 355 673 737 497 118 179 316 537 117 140 197 151 347 178 99 428 77 219 288 309 258 215 512 88 102 538 186 43 38 430 106 189 341 70 346 41 166 266 594 198 755 644 191 138 215 79 466 383 254 427 973 506 336 127 -75 88 371 253 109 229 332 2 149 377 62 222 -15 63 297 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