File name: Pandora222s1_DaNang_20241126_L1_smca1c4d20240301p1-8.txt
File generation date: 20260416T091050.2Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c4d20240301p1-8
Local principal investigator: Nhat Minh Nguyen
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 222
Spectrometer number: 1
Processing software version used: BlickP v1.8.88
Instrument operation file used: Pandora222_OF_v2d20220422.txt
Instrument calibration file used: Pandora222s1_CF_v4d20240301.txt
Level 0 file used: Pandora222s1_DaNang_20241126_L0.txt
Full location name: Middle and Highland Ctr for Env. Monitoring (MHCEM)
Short location name: DaNang
Country of location: Vietnam
Location latitude [deg]: 16.0005
Location longitude [deg]: 108.2104
Location altitude [m]: 30
Local noon date: 20241126
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: None
Nominal wavelengths [nm]: 277.0315 277.1751 277.3186 277.4621 277.6056 277.7491 277.8926 278.0361 278.1796 278.3230 278.4665 278.6099 278.7534 278.8968 279.0402 279.1836 279.3270 279.4704 279.6138 279.7571 279.9005 280.0438 280.1872 280.3305 280.4738 280.6171 280.7604 280.9037 281.0470 281.1903 281.3335 281.4768 281.6200 281.7633 281.9065 282.0497 282.1929 282.3361 282.4793 282.6225 282.7656 282.9088 283.0519 283.1951 283.3382 283.4813 283.6244 283.7675 283.9106 284.0537 284.1967 284.3398 284.4828 284.6259 284.7689 284.9119 285.0549 285.1979 285.3409 285.4839 285.6268 285.7698 285.9127 286.0557 286.1986 286.3415 286.4844 286.6273 286.7702 286.9131 287.0559 287.1988 287.3416 287.4845 287.6273 287.7701 287.9129 288.0557 288.1985 288.3412 288.4840 288.6268 288.7695 288.9122 289.0550 289.1977 289.3404 289.4831 289.6258 289.7684 289.9111 290.0537 290.1964 290.3390 290.4816 290.6242 290.7668 290.9094 291.0520 291.1946 291.3371 291.4797 291.6222 291.7648 291.9073 292.0498 292.1923 292.3348 292.4772 292.6197 292.7622 292.9046 293.0470 293.1895 293.3319 293.4743 293.6167 293.7591 293.9014 294.0438 294.1861 294.3285 294.4708 294.6131 294.7554 294.8977 295.0400 295.1823 295.3246 295.4668 295.6091 295.7513 295.8936 296.0358 296.1780 296.3202 296.4624 296.6045 296.7467 296.8888 297.0310 297.1731 297.3152 297.4573 297.5994 297.7415 297.8836 298.0257 298.1677 298.3098 298.4518 298.5939 298.7359 298.8779 299.0199 299.1619 299.3038 299.4458 299.5877 299.7297 299.8716 300.0135 300.1555 300.2973 300.4392 300.5811 300.7230 300.8648 301.0067 301.1485 301.2903 301.4322 301.5740 301.7158 301.8575 301.9993 302.1411 302.2828 302.4246 302.5663 302.7080 302.8497 302.9914 303.1331 303.2748 303.4164 303.5581 303.6997 303.8414 303.9830 304.1246 304.2662 304.4078 304.5494 304.6909 304.8325 304.9740 305.1156 305.2571 305.3986 305.5401 305.6816 305.8231 305.9646 306.1060 306.2475 306.3889 306.5303 306.6718 306.8132 306.9546 307.0960 307.2373 307.3787 307.5200 307.6614 307.8027 307.9440 308.0853 308.2266 308.3679 308.5092 308.6505 308.7917 308.9330 309.0742 309.2154 309.3566 309.4978 309.6390 309.7802 309.9214 310.0625 310.2037 310.3448 310.4859 310.6271 310.7682 310.9092 311.0503 311.1914 311.3325 311.4735 311.6145 311.7556 311.8966 312.0376 312.1786 312.3196 312.4605 312.6015 312.7424 312.8834 313.0243 313.1652 313.3061 313.4470 313.5879 313.7288 313.8697 314.0105 314.1513 314.2922 314.4330 314.5738 314.7146 314.8554 314.9962 315.1369 315.2777 315.4184 315.5591 315.6999 315.8406 315.9813 316.1219 316.2626 316.4033 316.5439 316.6846 316.8252 316.9658 317.1064 317.2470 317.3876 317.5282 317.6688 317.8093 317.9499 318.0904 318.2309 318.3714 318.5119 318.6524 318.7929 318.9333 319.0738 319.2142 319.3547 319.4951 319.6355 319.7759 319.9163 320.0567 320.1970 320.3374 320.4777 320.6180 320.7584 320.8987 321.0390 321.1793 321.3195 321.4598 321.6000 321.7403 321.8805 322.0207 322.1609 322.3011 322.4413 322.5815 322.7217 322.8618 323.0020 323.1421 323.2822 323.4223 323.5624 323.7025 323.8426 323.9826 324.1227 324.2627 324.4028 324.5428 324.6828 324.8228 324.9628 325.1027 325.2427 325.3826 325.5226 325.6625 325.8024 325.9423 326.0822 326.2221 326.3620 326.5018 326.6417 326.7815 326.9213 327.0611 327.2009 327.3407 327.4805 327.6203 327.7600 327.8998 328.0395 328.1792 328.3190 328.4587 328.5984 328.7380 328.8777 329.0173 329.1570 329.2966 329.4362 329.5759 329.7155 329.8550 329.9946 330.1342 330.2737 330.4133 330.5528 330.6923 330.8318 330.9713 331.1108 331.2503 331.3897 331.5292 331.6686 331.8081 331.9475 332.0869 332.2263 332.3656 332.5050 332.6444 332.7837 332.9231 333.0624 333.2017 333.3410 333.4803 333.6196 333.7588 333.8981 334.0373 334.1765 334.3158 334.4550 334.5942 334.7334 334.8725 335.0117 335.1508 335.2900 335.4291 335.5682 335.7073 335.8464 335.9855 336.1246 336.2636 336.4027 336.5417 336.6807 336.8197 336.9587 337.0977 337.2367 337.3757 337.5146 337.6536 337.7925 337.9314 338.0703 338.2092 338.3481 338.4870 338.6258 338.7647 338.9035 339.0423 339.1811 339.3199 339.4587 339.5975 339.7363 339.8750 340.0138 340.1525 340.2912 340.4299 340.5686 340.7073 340.8460 340.9846 341.1233 341.2619 341.4006 341.5392 341.6778 341.8164 341.9549 342.0935 342.2321 342.3706 342.5091 342.6477 342.7862 342.9247 343.0631 343.2016 343.3401 343.4785 343.6170 343.7554 343.8938 344.0322 344.1706 344.3090 344.4473 344.5857 344.7240 344.8623 345.0007 345.1390 345.2773 345.4155 345.5538 345.6921 345.8303 345.9686 346.1068 346.2450 346.3832 346.5214 346.6595 346.7977 346.9359 347.0740 347.2121 347.3502 347.4883 347.6264 347.7645 347.9026 348.0406 348.1787 348.3167 348.4547 348.5927 348.7307 348.8687 349.0067 349.1446 349.2826 349.4205 349.5584 349.6964 349.8343 349.9721 350.1100 350.2479 350.3857 350.5236 350.6614 350.7992 350.9370 351.0748 351.2126 351.3503 351.4881 351.6258 351.7636 351.9013 352.0390 352.1767 352.3144 352.4520 352.5897 352.7273 352.8650 353.0026 353.1402 353.2778 353.4154 353.5529 353.6905 353.8280 353.9656 354.1031 354.2406 354.3781 354.5156 354.6531 354.7905 354.9280 355.0654 355.2028 355.3403 355.4777 355.6150 355.7524 355.8898 356.0271 356.1645 356.3018 356.4391 356.5764 356.7137 356.8510 356.9882 357.1255 357.2627 357.4000 357.5372 357.6744 357.8116 357.9487 358.0859 358.2231 358.3602 358.4973 358.6345 358.7716 358.9086 359.0457 359.1828 359.3198 359.4569 359.5939 359.7309 359.8679 360.0049 360.1419 360.2789 360.4158 360.5528 360.6897 360.8266 360.9635 361.1004 361.2373 361.3742 361.5110 361.6479 361.7847 361.9215 362.0583 362.1951 362.3319 362.4687 362.6054 362.7422 362.8789 363.0156 363.1523 363.2890 363.4257 363.5623 363.6990 363.8356 363.9723 364.1089 364.2455 364.3821 364.5187 364.6552 364.7918 364.9283 365.0649 365.2014 365.3379 365.4744 365.6108 365.7473 365.8838 366.0202 366.1566 366.2930 366.4294 366.5658 366.7022 366.8386 366.9749 367.1113 367.2476 367.3839 367.5202 367.6565 367.7928 367.9290 368.0653 368.2015 368.3377 368.4739 368.6101 368.7463 368.8825 369.0187 369.1548 369.2909 369.4271 369.5632 369.6993 369.8354 369.9714 370.1075 370.2435 370.3796 370.5156 370.6516 370.7876 370.9236 371.0595 371.1955 371.3314 371.4674 371.6033 371.7392 371.8751 372.0109 372.1468 372.2827 372.4185 372.5543 372.6901 372.8259 372.9617 373.0975 373.2333 373.3690 373.5047 373.6405 373.7762 373.9119 374.0476 374.1832 374.3189 374.4545 374.5902 374.7258 374.8614 374.9970 375.1326 375.2681 375.4037 375.5392 375.6748 375.8103 375.9458 376.0813 376.2167 376.3522 376.4876 376.6231 376.7585 376.8939 377.0293 377.1647 377.3001 377.4354 377.5708 377.7061 377.8414 377.9767 378.1120 378.2473 378.3826 378.5178 378.6531 378.7883 378.9235 379.0587 379.1939 379.3291 379.4642 379.5994 379.7345 379.8696 380.0047 380.1398 380.2749 380.4100 380.5450 380.6801 380.8151 380.9501 381.0851 381.2201 381.3551 381.4901 381.6250 381.7599 381.8949 382.0298 382.1647 382.2996 382.4344 382.5693 382.7041 382.8390 382.9738 383.1086 383.2434 383.3781 383.5129 383.6477 383.7824 383.9171 384.0518 384.1865 384.3212 384.4559 384.5905 384.7252 384.8598 384.9944 385.1290 385.2636 385.3982 385.5328 385.6673 385.8019 385.9364 386.0709 386.2054 386.3399 386.4743 386.6088 386.7432 386.8777 387.0121 387.1465 387.2809 387.4152 387.5496 387.6840 387.8183 387.9526 388.0869 388.2212 388.3555 388.4898 388.6240 388.7583 388.8925 389.0267 389.1609 389.2951 389.4293 389.5634 389.6976 389.8317 389.9658 390.0999 390.2340 390.3681 390.5022 390.6362 390.7703 390.9043 391.0383 391.1723 391.3063 391.4402 391.5742 391.7081 391.8421 391.9760 392.1099 392.2438 392.3776 392.5115 392.6454 392.7792 392.9130 393.0468 393.1806 393.3144 393.4482 393.5819 393.7156 393.8494 393.9831 394.1168 394.2505 394.3841 394.5178 394.6514 394.7851 394.9187 395.0523 395.1859 395.3194 395.4530 395.5865 395.7201 395.8536 395.9871 396.1206 396.2541 396.3875 396.5210 396.6544 396.7878 396.9213 397.0546 397.1880 397.3214 397.4547 397.5881 397.7214 397.8547 397.9880 398.1213 398.2546 398.3878 398.5211 398.6543 398.7875 398.9207 399.0539 399.1871 399.3202 399.4534 399.5865 399.7196 399.8528 399.9858 400.1189 400.2520 400.3850 400.5181 400.6511 400.7841 400.9171 401.0501 401.1830 401.3160 401.4489 401.5818 401.7148 401.8477 401.9805 402.1134 402.2463 402.3791 402.5119 402.6447 402.7775 402.9103 403.0431 403.1758 403.3086 403.4413 403.5740 403.7067 403.8394 403.9721 404.1047 404.2374 404.3700 404.5026 404.6352 404.7678 404.9004 405.0330 405.1655 405.2980 405.4306 405.5631 405.6956 405.8280 405.9605 406.0929 406.2254 406.3578 406.4902 406.6226 406.7550 406.8873 407.0197 407.1520 407.2843 407.4166 407.5489 407.6812 407.8135 407.9457 408.0780 408.2102 408.3424 408.4746 408.6068 408.7389 408.8711 409.0032 409.1353 409.2675 409.3996 409.5316 409.6637 409.7958 409.9278 410.0598 410.1918 410.3238 410.4558 410.5878 410.7197 410.8517 410.9836 411.1155 411.2474 411.3793 411.5111 411.6430 411.7748 411.9067 412.0385 412.1703 412.3020 412.4338 412.5656 412.6973 412.8290 412.9607 413.0924 413.2241 413.3558 413.4874 413.6191 413.7507 413.8823 414.0139 414.1455 414.2771 414.4086 414.5401 414.6717 414.8032 414.9347 415.0662 415.1976 415.3291 415.4605 415.5919 415.7234 415.8547 415.9861 416.1175 416.2488 416.3802 416.5115 416.6428 416.7741 416.9054 417.0367 417.1679 417.2991 417.4304 417.5616 417.6928 417.8239 417.9551 418.0863 418.2174 418.3485 418.4796 418.6107 418.7418 418.8729 419.0039 419.1349 419.2660 419.3970 419.5280 419.6589 419.7899 419.9209 420.0518 420.1827 420.3136 420.4445 420.5754 420.7062 420.8371 420.9679 421.0987 421.2295 421.3603 421.4911 421.6219 421.7526 421.8833 422.0140 422.1447 422.2754 422.4061 422.5368 422.6674 422.7980 422.9286 423.0592 423.1898 423.3204 423.4509 423.5815 423.7120 423.8425 423.9730 424.1035 424.2340 424.3644 424.4949 424.6253 424.7557 424.8861 425.0165 425.1468 425.2772 425.4075 425.5378 425.6681 425.7984 425.9287 426.0590 426.1892 426.3195 426.4497 426.5799 426.7101 426.8402 426.9704 427.1005 427.2307 427.3608 427.4909 427.6210 427.7511 427.8811 428.0112 428.1412 428.2712 428.4012 428.5312 428.6611 428.7911 428.9210 429.0510 429.1809 429.3108 429.4406 429.5705 429.7004 429.8302 429.9600 430.0898 430.2196 430.3494 430.4791 430.6089 430.7386 430.8683 430.9980 431.1277 431.2574 431.3871 431.5167 431.6463 431.7759 431.9055 432.0351 432.1647 432.2942 432.4238 432.5533 432.6828 432.8123 432.9418 433.0712 433.2007 433.3301 433.4596 433.5890 433.7183 433.8477 433.9771 434.1064 434.2358 434.3651 434.4944 434.6237 434.7529 434.8822 435.0114 435.1406 435.2699 435.3991 435.5282 435.6574 435.7866 435.9157 436.0448 436.1739 436.3030 436.4321 436.5611 436.6902 436.8192 436.9482 437.0772 437.2062 437.3352 437.4641 437.5931 437.7220 437.8509 437.9798 438.1087 438.2376 438.3664 438.4953 438.6241 438.7529 438.8817 439.0104 439.1392 439.2680 439.3967 439.5254 439.6541 439.7828 439.9115 440.0401 440.1687 440.2974 440.4260 440.5546 440.6832 440.8117 440.9403 441.0688 441.1973 441.3258 441.4543 441.5828 441.7112 441.8397 441.9681 442.0965 442.2249 442.3533 442.4817 442.6100 442.7384 442.8667 442.9950 443.1233 443.2516 443.3798 443.5081 443.6363 443.7645 443.8927 444.0209 444.1491 444.2772 444.4054 444.5335 444.6616 444.7897 444.9178 445.0458 445.1739 445.3019 445.4299 445.5579 445.6859 445.8139 445.9418 446.0698 446.1977 446.3256 446.4535 446.5814 446.7093 446.8371 446.9649 447.0928 447.2206 447.3483 447.4761 447.6039 447.7316 447.8593 447.9871 448.1148 448.2424 448.3701 448.4977 448.6254 448.7530 448.8806 449.0082 449.1358 449.2633 449.3909 449.5184 449.6459 449.7734 449.9009 450.0283 450.1558 450.2832 450.4106 450.5381 450.6654 450.7928 450.9202 451.0475 451.1748 451.3021 451.4294 451.5567 451.6840 451.8112 451.9385 452.0657 452.1929 452.3201 452.4472 452.5744 452.7015 452.8287 452.9558 453.0829 453.2100 453.3370 453.4641 453.5911 453.7181 453.8451 453.9721 454.0991 454.2260 454.3530 454.4799 454.6068 454.7337 454.8606 454.9874 455.1143 455.2411 455.3679 455.4947 455.6215 455.7483 455.8750 456.0017 456.1285 456.2552 456.3819 456.5085 456.6352 456.7618 456.8885 457.0151 457.1417 457.2683 457.3948 457.5214 457.6479 457.7744 457.9009 458.0274 458.1539 458.2803 458.4068 458.5332 458.6596 458.7860 458.9124 459.0387 459.1651 459.2914 459.4177 459.5440 459.6703 459.7966 459.9228 460.0490 460.1753 460.3015 460.4277 460.5538 460.6800 460.8061 460.9322 461.0584 461.1844 461.3105 461.4366 461.5626 461.6887 461.8147 461.9407 462.0667 462.1926 462.3186 462.4445 462.5704 462.6963 462.8222 462.9481 463.0739 463.1998 463.3256 463.4514 463.5772 463.7030 463.8287 463.9545 464.0802 464.2059 464.3316 464.4573 464.5830 464.7086 464.8343 464.9599 465.0855 465.2111 465.3366 465.4622 465.5877 465.7132 465.8388 465.9642 466.0897 466.2152 466.3406 466.4660 466.5915 466.7168 466.8422 466.9676 467.0929 467.2183 467.3436 467.4689 467.5942 467.7194 467.8447 467.9699 468.0951 468.2203 468.3455 468.4707 468.5958 468.7210 468.8461 468.9712 469.0963 469.2214 469.3464 469.4715 469.5965 469.7215 469.8465 469.9715 470.0964 470.2214 470.3463 470.4712 470.5961 470.7210 470.8459 470.9707 471.0955 471.2204 471.3452 471.4699 471.5947 471.7195 471.8442 471.9689 472.0936 472.2183 472.3430 472.4676 472.5923 472.7169 472.8415 472.9661 473.0907 473.2152 473.3398 473.4643 473.5888 473.7133 473.8378 473.9622 474.0867 474.2111 474.3355 474.4599 474.5843 474.7087 474.8330 474.9573 475.0816 475.2059 475.3302 475.4545 475.5787 475.7030 475.8272 475.9514 476.0756 476.1997 476.3239 476.4480 476.5721 476.6962 476.8203 476.9444 477.0685 477.1925 477.3165 477.4405 477.5645 477.6885 477.8124 477.9364 478.0603 478.1842 478.3081 478.4320 478.5558 478.6797 478.8035 478.9273 479.0511 479.1749 479.2986 479.4224 479.5461 479.6698 479.7935 479.9172 480.0408 480.1645 480.2881 480.4117 480.5353 480.6589 480.7824 480.9060 481.0295 481.1530 481.2765 481.4000 481.5235 481.6469 481.7703 481.8937 482.0171 482.1405 482.2639 482.3872 482.5106 482.6339 482.7572 482.8805 483.0037 483.1270 483.2502 483.3734 483.4966 483.6198 483.7430 483.8661 483.9892 484.1123 484.2354 484.3585 484.4816 484.6046 484.7277 484.8507 484.9737 485.0967 485.2196 485.3426 485.4655 485.5884 485.7113 485.8342 485.9571 486.0799 486.2028 486.3256 486.4484 486.5712 486.6939 486.8167 486.9394 487.0621 487.1848 487.3075 487.4302 487.5528 487.6754 487.7981 487.9207 488.0432 488.1658 488.2884 488.4109 488.5334 488.6559 488.7784 488.9008 489.0233 489.1457 489.2681 489.3905 489.5129 489.6353 489.7576 489.8800 490.0023 490.1246 490.2468 490.3691 490.4914 490.6136 490.7358 490.8580 490.9802 491.1023 491.2245 491.3466 491.4687 491.5908 491.7129 491.8350 491.9570 492.0790 492.2010 492.3230 492.4450 492.5670 492.6889 492.8108 492.9327 493.0546 493.1765 493.2984 493.4202 493.5420 493.6639 493.7856 493.9074 494.0292 494.1509 494.2726 494.3943 494.5160 494.6377 494.7594 494.8810 495.0026 495.1242 495.2458 495.3674 495.4889 495.6105 495.7320 495.8535 495.9750 496.0965 496.2179 496.3393 496.4608 496.5822 496.7035 496.8249 496.9463 497.0676 497.1889 497.3102 497.4315 497.5528 497.6740 497.7952 497.9164 498.0376 498.1588 498.2800 498.4011 498.5223 498.6434 498.7645 498.8855 499.0066 499.1276 499.2487 499.3697 499.4907 499.6116 499.7326 499.8535 499.9745 500.0954 500.2163 500.3371 500.4580 500.5788 500.6996 500.8204 500.9412 501.0620 501.1828 501.3035 501.4242 501.5449 501.6656 501.7863 501.9069 502.0275 502.1482 502.2687 502.3893 502.5099 502.6304 502.7510 502.8715 502.9920 503.1124 503.2329 503.3533 503.4738 503.5942 503.7146 503.8349 503.9553 504.0756 504.1960 504.3163 504.4366 504.5568 504.6771 504.7973 504.9175 505.0377 505.1579 505.2781 505.3982 505.5184 505.6385 505.7586 505.8786 505.9987 506.1188 506.2388 506.3588 506.4788 506.5988 506.7187 506.8387 506.9586 507.0785 507.1984 507.3183 507.4381 507.5579 507.6778 507.7976 507.9173 508.0371 508.1569 508.2766 508.3963 508.5160 508.6357 508.7554 508.8750 508.9946 509.1142 509.2338 509.3534 509.4730 509.5925 509.7120 509.8315 509.9510 510.0705 510.1900 510.3094 510.4288 510.5482 510.6676 510.7870 510.9063 511.0256 511.1450 511.2643 511.3835 511.5028 511.6220 511.7413 511.8605 511.9797 512.0988 512.2180 512.3371 512.4563 512.5754 512.6945 512.8135 512.9326 513.0516 513.1706 513.2896 513.4086 513.5276 513.6465 513.7655 513.8844 514.0033 514.1221 514.2410 514.3598 514.4787 514.5975 514.7163 514.8350 514.9538 515.0725 515.1912 515.3099 515.4286 515.5473 515.6659 515.7846 515.9032 516.0218 516.1403 516.2589 516.3774 516.4960 516.6145 516.7330 516.8514 516.9699 517.0883 517.2067 517.3251 517.4435 517.5619 517.6802 517.7986 517.9169 518.0352 518.1535 518.2717 518.3900 518.5082 518.6264 518.7446 518.8628 518.9809 519.0990 519.2172 519.3353 519.4533 519.5714 519.6895 519.8075 519.9255 520.0435 520.1615 520.2794 520.3974 520.5153 520.6332 520.7511 520.8689 520.9868 521.1046 521.2224 521.3402 521.4580 521.5758 521.6935 521.8113 521.9290 522.0467 522.1643 522.2820 522.3996 522.5172 522.6348 522.7524 522.8700 522.9875 523.1051 523.2226 523.3401 523.4576 523.5750 523.6925 523.8099 523.9273 524.0447 524.1620 524.2794 524.3967 524.5140 524.6313 524.7486 524.8659 524.9831 525.1004 525.2176 525.3348 525.4519 525.5691 525.6862 525.8033 525.9204 526.0375 526.1546 526.2716 526.3887 526.5057 526.6227 526.7396 526.8566 526.9735 527.0904 527.2074 527.3242 527.4411 527.5579 527.6748 527.7916 527.9084 528.0252 528.1419 528.2587 528.3754 528.4921 528.6088 528.7254 528.8421 528.9587 529.0753 529.1919 529.3085 529.4251 529.5416 529.6581 529.7746 529.8911 530.0076 530.1240 530.2405 530.3569 530.4733 530.5896 530.7060 530.8223 530.9387 531.0550 531.1713 531.2875 531.4038 531.5200 531.6362 531.7524 531.8686 531.9847 532.1009 532.2170 532.3331 532.4492 532.5653 532.6813 532.7973 532.9134 533.0293 533.1453 533.2613 533.3772 533.4931 533.6090 533.7249 533.8408 533.9566 534.0725 534.1883 534.3041 534.4198 534.5356 534.6513 534.7670 534.8827 534.9984 535.1141 535.2297 535.3453 535.4610 535.5765 535.6921 535.8077 535.9232 536.0387 536.1542 536.2697 536.3851 536.5006 536.6160 536.7314 536.8468 536.9621 537.0775 537.1928 537.3081 537.4234 537.5387 537.6540 537.7692 537.8844 537.9996 538.1148 538.2299 538.3451 538.4602 538.5753 538.6904 538.8055 538.9205 539.0355 539.1505 539.2655 539.3805 539.4955 539.6104 539.7253 539.8402 539.9551 540.0699 540.1848 540.2996 540.4144 540.5292 540.6440 540.7587 540.8734 540.9881 541.1028 541.2175 541.3322 541.4468 541.5614 541.6760 541.7906 541.9051 542.0197 542.1342 542.2487 542.3632 542.4776 542.5921 542.7065 542.8209 542.9353 543.0496 543.1640 543.2783 543.3926 543.5069 543.6212 543.7354 543.8497 543.9639
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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: Retrieved value for dark background fitting parameter 4, -9 if no background fitting was done
Column 51: Uncertainty of retrieved value for dark background fitting parameter 4, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 52: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 53: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 54: 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 55: 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 56: 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 57: 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 58: 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 59: 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 60: 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 61: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 62: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 63: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 64: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 65: Mean wavelength correction applied [%], -9=no wavelength correction
Column 66: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 67: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 68: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 69: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 70: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 71: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 72: Temperature at electronics board [°C], 999=no temperature signal
Column 73: Spectrometer control temperature [°C], 999=no temperature signal
Column 74: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 75: Temperature in head sensor [°C], 999=no temperature signal
Column 76: Humidity in head sensor [%], -9=no humidity signal
Column 77: Pressure in head sensor [hPa], -9=no pressure signal
Column 78: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 79: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 80: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 81-2128: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2129-4176: 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 4177-6224: 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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L0 20241126T074623.1Z 9096.323878 3 1 40.00 8 4000.000 10 10 0 1 1 0.00 1 0.00 1 -1.00 347 7 11 24 0 24.05 1 1 0 1352 8.790e+02 2.387e+00 8.786e+02 2.968e+00 10 -1.000e+00 -1.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 0 0 0 0 0.00e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 0 34.92 -9.00 -9.00 -9.00 -9.00 -9.00 -9.00 -9.00 -9 -9.000e+00 -9 -9 -9.00 -9.00 -9.00 -9.00 0.00021 -9.00000e+00 -9.00000e+00 26.11 20.00 24.05 32.94 1.5 1023.35 1.523e+10 9 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 0 108 98 100 127 131 120 113 84 129 127 83 130 119 97 95 123 91 114 109 128 110 104 131 106 80 95 96 97 64 117 89 97 90 96 90 86 101 100 90 60 93 59 58 77 66 72 94 85 98 89 113 76 56 70 65 63 76 54 66 82 42 72 84 66 67 82 64 79 84 61 103 53 83 42 64 70 70 52 99 89 54 78 72 81 96 77 79 43 92 44 74 126 57 115 76 60 63 60 74 54 98 62 76 86 83 84 90 52 76 46 81 65 85 73 62 74 83 95 55 91 54 84 60 91 83 80 76 57 71 50 54 64 84 72 83 73 81 43 61 56 74 69 85 55 80 75 54 56 79 52 62 83 44 47 56 93 80 70 58 80 65 40 57 60 54 102 46 62 80 62 57 62 51 84 54 61 70 60 80 76 37 67 63 77 70 59 50 68 66 68 57 57 69 59 61 68 62 79 79 60 57 63 63 72 67 62 71 85 55 77 57 58 68 75 84 71 81 58 78 73 58 47 70 82 68 48 79 52 65 62 54 71 72 65 70 80 65 63 62 76 63 77 105 68 112 103 96 65 53 62 53 74 73 86 69 80 61 88 71 66 85 58 83 79 51 70 103 62 77 120 80 84 93 71 70 90 105 74 98 79 83 83 79 101 80 66 73 76 106 75 73 81 80 87 81 69 101 68 81 87 81 94 75 77 93 92 72 83 88 92 78 103 112 59 82 85 87 93 113 69 96 105 94 106 96 121 88 127 89 101 108 121 105 72 119 91 93 73 105 81 90 80 110 123 112 116 118 125 87 118 101 147 118 102 92 102 122 107 85 103 132 106 113 111 116 108 100 90 94 104 79 95 107 109 106 80 125 108 100 110 99 116 118 101 111 107 79 112 102 112 117 107 95 82 92 108 113 100 91 94 118 97 104 89 117 79 93 132 118 103 110 123 102 108 109 85 115 93 98 135 125 154 115 118 100 95 108 125 100 96 114 105 112 116 117 120 117 120 108 118 97 111 108 132 97 87 96 116 122 102 111 79 91 92 84 92 96 120 90 103 101 112 108 91 94 97 104 100 107 82 115 111 105 137 76 98 112 109 102 134 132 92 99 105 89 111 91 117 99 109 109 86 129 109 127 83 110 113 110 98 112 101 82 107 103 100 101 119 120 107 117 108 86 108 111 108 97 114 132 112 146 117 123 118 125 113 130 108 153 117 110 125 111 130 144 100 135 140 127 120 143 100 118 93 122 112 126 140 138 117 125 113 101 128 134 117 136 119 118 148 164 166 109 146 126 157 118 179 145 139 127 115 146 161 109 124 207 127 112 113 158 102 144 123 139 193 140 145 116 123 138 128 142 136 131 155 158 141 152 136 108 134 129 131 129 142 146 138 125 147 165 162 150 148 140 114 143 135 149 132 131 155 146 147 125 124 139 149 127 135 137 144 132 123 153 133 150 126 107 149 122 162 137 120 121 123 111 126 160 136 155 170 153 146 98 96 113 132 164 138 141 153 151 98 143 83 105 125 142 118 117 129 130 107 105 94 113 145 114 132 140 149 142 136 106 123 129 109 161 136 142 127 157 139 175 136 171 170 155 172 163 140 132 159 150 140 130 158 149 162 134 163 154 156 165 149 153 145 139 147 154 135 142 111 106 117 103 127 134 103 116 121 110 143 109 141 94 130 121 102 108 95 103 111 116 134 161 131 136 138 153 134 127 123 133 97 116 113 126 152 158 129 136 125 132 135 109 133 130 138 141 137 128 140 147 139 152 145 129 116 153 122 168 153 146 149 152 148 161 152 142 149 128 164 129 170 186 191 154 166 141 145 141 155 106 181 131 146 97 114 121 114 76 103 95 122 115 127 124 144 162 147 133 145 155 155 153 183 167 168 177 157 131 132 153 112 100 124 98 105 104 158 130 154 170 172 174 168 190 178 183 185 176 163 192 193 179 182 179 184 207 238 187 205 191 163 187 174 180 167 191 164 179 218 204 176 193 202 196 179 213 204 188 217 194 209 205 175 200 207 180 194 199 184 185 204 182 192 187 193 205 185 203 209 208 177 195 199 215 183 165 173 150 189 194 217 190 196 185 172 182 188 211 195 192 213 192 203 184 175 232 168 206 197 210 169 171 190 156 164 173 161 186 207 185 207 205 202 205 200 215 208 181 180 203 190 208 200 193 191 191 173 185 180 202 200 214 202 199 207 180 190 205 202 206 185 202 198 185 193 178 174 179 195 204 206 191 196 216 200 197 188 194 184 195 182 182 197 212 232 166 218 195 174 205 189 195 208 199 187 179 204 183 202 197 188 204 176 207 190 203 195 219 211 206 204 264 209 217 192 208 227 187 199 195 180 179 228 224 220 162 183 181 181 171 208 208 216 216 210 197 184 197 172 208 215 186 208 175 201 199 223 184 213 203 214 204 198 173 182 174 184 220 217 213 193 204 209 205 206 199 180 200 173 200 204 188 168 183 166 124 168 151 145 149 165 165 177 148 157 189 193 221 215 231 223 208 203 207 180 198 178 230 240 241 222 225 196 180 199 175 156 173 191 177 201 215 201 223 215 211 202 196 222 222 261 235 202 201 197 238 227 213 215 253 225 237 267 219 207 224 232 210 210 177 178 185 200 203 196 223 177 219 203 233 213 234 200 225 210 224 211 211 196 198 225 241 201 229 236 183 234 212 227 259 237 223 237 236 207 242 219 236 244 248 215 235 237 232 266 206 244 214 230 251 274 209 262 232 238 249 235 225 220 185 208 200 219 229 219 222 225 239 250 258 226 247 247 233 244 254 218 217 235 242 229 272 229 218 227 219 227 232 245 231 225 243 271 280 259 241 251 241 242 271 230 242 240 233 242 246 216 233 226 252 208 220 225 220 221 213 235 242 215 220 254 219 253 223 229 270 219 249 200 210 217 227 199 229 237 217 228 228 238 256 228 245 221 241 239 227 247 236 248 241 228 242 228 234 219 252 250 215 237 260 223 247 267 226 237 226 251 232 227 215 228 215 277 249 239 241 245 240 249 234 258 231 239 270 232 239 252 264 246 255 236 266 268 233 230 236 221 236 242 257 266 229 249 237 230 239 242 229 220 253 231 237 263 251 237 238 245 236 254 239 243 232 232 230 217 231 226 228 235 227 239 225 228 248 250 266 252 241 266 250 235 261 256 254 246 257 241 269 220 243 224 242 225 221 228 222 236 252 223 250 276 250 250 223 227 244 242 239 268 258 230 238 223 258 232 241 235 263 225 259 264 254 224 258 286 232 261 244 245 266 230 230 250 236 251 226 227 243 240 243 235 233 242 254 231 244 244 238 237 262 251 241 258 275 275 253 243 245 217 251 256 252 256 275 243 249 266 242 251 290 252 252 258 277 234 277 259 260 284 236 244 259 281 263 288 226 235 262 263 250 251 254 247 264 248 248 255 268 246 239 241 268 250 252 239 217 250 253 246 239 241 243 219 252 268 253 255 232 220 232 196 167 203 221 246 251 225 235 201 258 233 239 240 261 232 235 248 247 253 238 244 237 245 251 224 246 281 279 267 280 270 247 266 293 262 210 263 261 240 251 261 274 260 250 244 251 258 241 260 241 204 214 248 276 266 273 263 254 259 243 239 265 277 270 244 267 245 302 249 278 260 259 285 240 305 266 267 264 239 240 259 253 267 259 256 256 270 290 261 276 250 246 274 293 235 245 264 262 256 279 270 256 246 266 272 303 306 281 253 277 252 277 278 253 297 253 227 244 224 239 271 256 232 267 300 215 240 238 254 255 253 252 253 260 243 246 257 269 247 267 261 278 262 267 254 249 232 219 254 235 246 248 238 249 251 267 253 287 269 236 263 274 277 240 251 280 235 240 277 253 229 268 262 250 245 276 239 277 265 244 234 240 264 260 259 247 275 268 276 291 254 271 249 282 263 263 223 311 287 271 252 271 304 252 247 252 267 238 283 280 307 269 286 260 264 326 277 289 245 272 250 252 286 264 224 260 257 263 250 247 264 289 264 272 263 282 253 233 261 261 270 247 274 234 260 303 262 260 265 247 249 258 233 217 222 229 231 257 260 250 266 248 278 262 241 238 263 225 193 217 246 266 241 265 275 259 247 285 257 269 272 244 249 289 260 269 269 285 252 265 278 269 295 260 296 244 236 251 251 271 291 289 250 282 246 341 300 268 287 294 241 263 271 255 286 299 313 275 263 269 272 256 288 258 292 282 270 301 282 312 271 270 281 298 228 271 289 242 227 261 218 248 255 268 256 301 323 252 249 288 256 259 235 310 323 231 325 291 272 297 319 274 289 264 244 271 261 249 265 289 282 278 251 273 290 308 359 281 307 252 301 287 277 262 305 268 253 261 259 262 261 296 267 268 274 313 268 288 300 284 230 267 291 266 244 309 305 259 278 280 290 264 308 285 -2921 281 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