File name: Pandora146s1_Yokosuka_20241014_L1_smca1c1d20201029p1-8.txt
File generation date: 20241021T151706.7Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c1d20201029p1-8
Local principal investigator: Yugo Kanaya
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 146
Spectrometer number: 1
Processing software version used: BlickP v1.8.60
Instrument operation file used: Pandora146_OF_v4d20200826.txt
Instrument calibration file used: Pandora146s1_CF_v1d20201029.txt
Level 0 file used: Pandora146s1_Yokosuka_20241014_L0.txt
Full location name: Japan Agency for Marine-Earth Science and Technology, JAMSTEC Yokosuka
Short location name: Yokosuka
Country of location: Japan
Location latitude [deg]: 35.3207
Location longitude [deg]: 139.6508
Location altitude [m]: 5
Local noon date: 20241014
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: None
Nominal wavelengths [nm]: 272.8164 272.9592 273.1021 273.2449 273.3878 273.5306 273.6734 273.8162 273.9590 274.1018 274.2446 274.3873 274.5301 274.6728 274.8156 274.9583 275.1010 275.2437 275.3864 275.5291 275.6718 275.8144 275.9571 276.0997 276.2424 276.3850 276.5276 276.6702 276.8128 276.9554 277.0980 277.2406 277.3831 277.5257 277.6682 277.8107 277.9533 278.0958 278.2383 278.3808 278.5232 278.6657 278.8082 278.9506 279.0930 279.2355 279.3779 279.5203 279.6627 279.8051 279.9475 280.0898 280.2322 280.3745 280.5169 280.6592 280.8015 280.9438 281.0861 281.2284 281.3707 281.5129 281.6552 281.7974 281.9397 282.0819 282.2241 282.3663 282.5085 282.6507 282.7929 282.9350 283.0772 283.2193 283.3614 283.5036 283.6457 283.7878 283.9299 284.0719 284.2140 284.3561 284.4981 284.6402 284.7822 284.9242 285.0662 285.2082 285.3502 285.4922 285.6341 285.7761 285.9180 286.0600 286.2019 286.3438 286.4857 286.6276 286.7695 286.9113 287.0532 287.1951 287.3369 287.4787 287.6205 287.7624 287.9041 288.0459 288.1877 288.3295 288.4712 288.6130 288.7547 288.8964 289.0381 289.1799 289.3215 289.4632 289.6049 289.7466 289.8882 290.0298 290.1715 290.3131 290.4547 290.5963 290.7379 290.8795 291.0210 291.1626 291.3041 291.4457 291.5872 291.7287 291.8702 292.0117 292.1532 292.2946 292.4361 292.5775 292.7190 292.8604 293.0018 293.1432 293.2846 293.4260 293.5674 293.7087 293.8501 293.9914 294.1327 294.2741 294.4154 294.5567 294.6979 294.8392 294.9805 295.1217 295.2630 295.4042 295.5454 295.6867 295.8279 295.9690 296.1102 296.2514 296.3925 296.5337 296.6748 296.8159 296.9571 297.0982 297.2393 297.3803 297.5214 297.6625 297.8035 297.9445 298.0856 298.2266 298.3676 298.5086 298.6496 298.7905 298.9315 299.0725 299.2134 299.3543 299.4952 299.6361 299.7770 299.9179 300.0588 300.1997 300.3405 300.4814 300.6222 300.7630 300.9038 301.0446 301.1854 301.3262 301.4669 301.6077 301.7484 301.8892 302.0299 302.1706 302.3113 302.4520 302.5926 302.7333 302.8740 303.0146 303.1552 303.2959 303.4365 303.5771 303.7177 303.8582 303.9988 304.1394 304.2799 304.4204 304.5609 304.7015 304.8420 304.9824 305.1229 305.2634 305.4038 305.5443 305.6847 305.8251 305.9655 306.1059 306.2463 306.3867 306.5271 306.6674 306.8078 306.9481 307.0884 307.2287 307.3690 307.5093 307.6496 307.7899 307.9301 308.0704 308.2106 308.3508 308.4910 308.6312 308.7714 308.9116 309.0518 309.1919 309.3320 309.4722 309.6123 309.7524 309.8925 310.0326 310.1727 310.3127 310.4528 310.5928 310.7329 310.8729 311.0129 311.1529 311.2929 311.4328 311.5728 311.7127 311.8527 311.9926 312.1325 312.2724 312.4123 312.5522 312.6921 312.8320 312.9718 313.1116 313.2515 313.3913 313.5311 313.6709 313.8107 313.9504 314.0902 314.2299 314.3697 314.5094 314.6491 314.7888 314.9285 315.0682 315.2078 315.3475 315.4871 315.6268 315.7664 315.9060 316.0456 316.1852 316.3248 316.4643 316.6039 316.7434 316.8830 317.0225 317.1620 317.3015 317.4410 317.5805 317.7199 317.8594 317.9988 318.1382 318.2777 318.4171 318.5565 318.6958 318.8352 318.9746 319.1139 319.2532 319.3926 319.5319 319.6712 319.8105 319.9498 320.0890 320.2283 320.3675 320.5068 320.6460 320.7852 320.9244 321.0636 321.2027 321.3419 321.4811 321.6202 321.7593 321.8984 322.0375 322.1766 322.3157 322.4548 322.5939 322.7329 322.8719 323.0110 323.1500 323.2890 323.4280 323.5669 323.7059 323.8449 323.9838 324.1227 324.2617 324.4006 324.5395 324.6783 324.8172 324.9561 325.0949 325.2338 325.3726 325.5114 325.6502 325.7890 325.9278 326.0665 326.2053 326.3440 326.4828 326.6215 326.7602 326.8989 327.0376 327.1763 327.3149 327.4536 327.5922 327.7308 327.8695 328.0081 328.1467 328.2852 328.4238 328.5624 328.7009 328.8394 328.9780 329.1165 329.2550 329.3935 329.5319 329.6704 329.8088 329.9473 330.0857 330.2241 330.3625 330.5009 330.6393 330.7777 330.9160 331.0544 331.1927 331.3310 331.4693 331.6076 331.7459 331.8842 332.0224 332.1607 332.2989 332.4371 332.5754 332.7136 332.8518 332.9899 333.1281 333.2662 333.4044 333.5425 333.6806 333.8187 333.9568 334.0949 334.2330 334.3710 334.5091 334.6471 334.7852 334.9232 335.0612 335.1991 335.3371 335.4751 335.6130 335.7510 335.8889 336.0268 336.1647 336.3026 336.4405 336.5784 336.7162 336.8540 336.9919 337.1297 337.2675 337.4053 337.5431 337.6808 337.8186 337.9564 338.0941 338.2318 338.3695 338.5072 338.6449 338.7826 338.9202 339.0579 339.1955 339.3331 339.4708 339.6084 339.7459 339.8835 340.0211 340.1586 340.2962 340.4337 340.5712 340.7087 340.8462 340.9837 341.1212 341.2586 341.3961 341.5335 341.6709 341.8083 341.9457 342.0831 342.2205 342.3578 342.4952 342.6325 342.7698 342.9071 343.0444 343.1817 343.3190 343.4562 343.5935 343.7307 343.8680 344.0052 344.1424 344.2795 344.4167 344.5539 344.6910 344.8282 344.9653 345.1024 345.2395 345.3766 345.5137 345.6507 345.7878 345.9248 346.0618 346.1989 346.3359 346.4729 346.6098 346.7468 346.8837 347.0207 347.1576 347.2945 347.4314 347.5683 347.7052 347.8421 347.9789 348.1158 348.2526 348.3894 348.5262 348.6630 348.7998 348.9365 349.0733 349.2100 349.3468 349.4835 349.6202 349.7569 349.8936 350.0302 350.1669 350.3035 350.4402 350.5768 350.7134 350.8500 350.9866 351.1231 351.2597 351.3962 351.5327 351.6693 351.8058 351.9423 352.0787 352.2152 352.3517 352.4881 352.6245 352.7610 352.8974 353.0337 353.1701 353.3065 353.4428 353.5792 353.7155 353.8518 353.9881 354.1244 354.2607 354.3970 354.5332 354.6695 354.8057 354.9419 355.0781 355.2143 355.3505 355.4867 355.6228 355.7589 355.8951 356.0312 356.1673 356.3034 356.4395 356.5755 356.7116 356.8476 356.9836 357.1197 357.2557 357.3916 357.5276 357.6636 357.7995 357.9355 358.0714 358.2073 358.3432 358.4791 358.6150 358.7508 358.8867 359.0225 359.1583 359.2941 359.4299 359.5657 359.7015 359.8373 359.9730 360.1087 360.2445 360.3802 360.5159 360.6515 360.7872 360.9229 361.0585 361.1941 361.3298 361.4654 361.6010 361.7365 361.8721 362.0077 362.1432 362.2787 362.4142 362.5497 362.6852 362.8207 362.9562 363.0916 363.2271 363.3625 363.4979 363.6333 363.7687 363.9041 364.0394 364.1748 364.3101 364.4454 364.5807 364.7160 364.8513 364.9866 365.1219 365.2571 365.3923 365.5276 365.6628 365.7980 365.9331 366.0683 366.2035 366.3386 366.4737 366.6088 366.7439 366.8790 367.0141 367.1492 367.2842 367.4193 367.5543 367.6893 367.8243 367.9593 368.0943 368.2292 368.3642 368.4991 368.6340 368.7689 368.9038 369.0387 369.1736 369.3084 369.4433 369.5781 369.7129 369.8477 369.9825 370.1173 370.2520 370.3868 370.5215 370.6563 370.7910 370.9257 371.0603 371.1950 371.3297 371.4643 371.5990 371.7336 371.8682 372.0028 372.1374 372.2719 372.4065 372.5410 372.6755 372.8101 372.9446 373.0790 373.2135 373.3480 373.4824 373.6169 373.7513 373.8857 374.0201 374.1545 374.2888 374.4232 374.5575 374.6919 374.8262 374.9605 375.0948 375.2291 375.3633 375.4976 375.6318 375.7660 375.9002 376.0344 376.1686 376.3028 376.4369 376.5711 376.7052 376.8393 376.9734 377.1075 377.2416 377.3757 377.5097 377.6438 377.7778 377.9118 378.0458 378.1798 378.3137 378.4477 378.5816 378.7156 378.8495 378.9834 379.1173 379.2512 379.3850 379.5189 379.6527 379.7865 379.9204 380.0541 380.1879 380.3217 380.4555 380.5892 380.7229 380.8566 380.9904 381.1240 381.2577 381.3914 381.5250 381.6587 381.7923 381.9259 382.0595 382.1931 382.3266 382.4602 382.5937 382.7273 382.8608 382.9943 383.1278 383.2613 383.3947 383.5282 383.6616 383.7950 383.9284 384.0618 384.1952 384.3286 384.4619 384.5953 384.7286 384.8619 384.9952 385.1285 385.2617 385.3950 385.5283 385.6615 385.7947 385.9279 386.0611 386.1943 386.3274 386.4606 386.5937 386.7268 386.8600 386.9931 387.1261 387.2592 387.3923 387.5253 387.6583 387.7913 387.9243 388.0573 388.1903 388.3233 388.4562 388.5891 388.7221 388.8550 388.9879 389.1207 389.2536 389.3864 389.5193 389.6521 389.7849 389.9177 390.0505 390.1833 390.3160 390.4488 390.5815 390.7142 390.8469 390.9796 391.1123 391.2449 391.3776 391.5102 391.6428 391.7754 391.9080 392.0406 392.1731 392.3057 392.4382 392.5707 392.7033 392.8357 392.9682 393.1007 393.2331 393.3656 393.4980 393.6304 393.7628 393.8952 394.0276 394.1599 394.2923 394.4246 394.5569 394.6892 394.8215 394.9538 395.0860 395.2183 395.3505 395.4827 395.6149 395.7471 395.8793 396.0115 396.1436 396.2757 396.4079 396.5400 396.6721 396.8041 396.9362 397.0683 397.2003 397.3323 397.4643 397.5963 397.7283 397.8603 397.9922 398.1242 398.2561 398.3880 398.5199 398.6518 398.7837 398.9155 399.0474 399.1792 399.3110 399.4428 399.5746 399.7064 399.8381 399.9699 400.1016 400.2333 400.3650 400.4967 400.6284 400.7601 400.8917 401.0233 401.1550 401.2866 401.4182 401.5497 401.6813 401.8128 401.9444 402.0759 402.2074 402.3389 402.4704 402.6018 402.7333 402.8647 402.9962 403.1276 403.2590 403.3903 403.5217 403.6531 403.7844 403.9157 404.0470 404.1783 404.3096 404.4409 404.5721 404.7034 404.8346 404.9658 405.0970 405.2282 405.3594 405.4905 405.6217 405.7528 405.8839 406.0150 406.1461 406.2772 406.4082 406.5393 406.6703 406.8013 406.9323 407.0633 407.1943 407.3252 407.4562 407.5871 407.7180 407.8489 407.9798 408.1107 408.2415 408.3724 408.5032 408.6340 408.7648 408.8956 409.0264 409.1571 409.2879 409.4186 409.5493 409.6800 409.8107 409.9414 410.0721 410.2027 410.3333 410.4640 410.5946 410.7251 410.8557 410.9863 411.1168 411.2474 411.3779 411.5084 411.6389 411.7693 411.8998 412.0302 412.1607 412.2911 412.4215 412.5519 412.6822 412.8126 412.9430 413.0733 413.2036 413.3339 413.4642 413.5945 413.7247 413.8550 413.9852 414.1154 414.2456 414.3758 414.5060 414.6361 414.7663 414.8964 415.0265 415.1566 415.2867 415.4168 415.5468 415.6769 415.8069 415.9369 416.0669 416.1969 416.3269 416.4568 416.5868 416.7167 416.8466 416.9765 417.1064 417.2363 417.3661 417.4960 417.6258 417.7556 417.8854 418.0152 418.1450 418.2747 418.4045 418.5342 418.6639 418.7936 418.9233 419.0529 419.1826 419.3122 419.4419 419.5715 419.7011 419.8306 419.9602 420.0898 420.2193 420.3488 420.4783 420.6078 420.7373 420.8668 420.9962 421.1257 421.2551 421.3845 421.5139 421.6432 421.7726 421.9020 422.0313 422.1606 422.2899 422.4192 422.5485 422.6777 422.8070 422.9362 423.0654 423.1946 423.3238 423.4530 423.5822 423.7113 423.8404 423.9695 424.0986 424.2277 424.3568 424.4858 424.6149 424.7439 424.8729 425.0019 425.1309 425.2599 425.3888 425.5178 425.6467 425.7756 425.9045 426.0334 426.1622 426.2911 426.4199 426.5487 426.6775 426.8063 426.9351 427.0639 427.1926 427.3214 427.4501 427.5788 427.7075 427.8361 427.9648 428.0934 428.2221 428.3507 428.4793 428.6079 428.7364 428.8650 428.9935 429.1221 429.2506 429.3791 429.5075 429.6360 429.7645 429.8929 430.0213 430.1497 430.2781 430.4065 430.5349 430.6632 430.7915 430.9199 431.0482 431.1765 431.3047 431.4330 431.5612 431.6895 431.8177 431.9459 432.0741 432.2022 432.3304 432.4585 432.5866 432.7148 432.8429 432.9709 433.0990 433.2270 433.3551 433.4831 433.6111 433.7391 433.8671 433.9950 434.1230 434.2509 434.3788 434.5067 434.6346 434.7625 434.8903 435.0182 435.1460 435.2738 435.4016 435.5294 435.6572 435.7849 435.9127 436.0404 436.1681 436.2958 436.4235 436.5511 436.6788 436.8064 436.9340 437.0616 437.1892 437.3168 437.4443 437.5719 437.6994 437.8269 437.9544 438.0819 438.2094 438.3368 438.4642 438.5917 438.7191 438.8465 438.9738 439.1012 439.2286 439.3559 439.4832 439.6105 439.7378 439.8651 439.9923 440.1196 440.2468 440.3740 440.5012 440.6284 440.7555 440.8827 441.0098 441.1369 441.2640 441.3911 441.5182 441.6453 441.7723 441.8993 442.0263 442.1533 442.2803 442.4073 442.5343 442.6612 442.7881 442.9150 443.0419 443.1688 443.2956 443.4225 443.5493 443.6761 443.8029 443.9297 444.0565 444.1833 444.3100 444.4367 444.5634 444.6901 444.8168 444.9435 445.0701 445.1968 445.3234 445.4500 445.5766 445.7031 445.8297 445.9562 446.0828 446.2093 446.3358 446.4622 446.5887 446.7152 446.8416 446.9680 447.0944 447.2208 447.3472 447.4735 447.5999 447.7262 447.8525 447.9788 448.1051 448.2314 448.3576 448.4839 448.6101 448.7363 448.8625 448.9887 449.1148 449.2410 449.3671 449.4932 449.6193 449.7454 449.8714 449.9975 450.1235 450.2496 450.3756 450.5015 450.6275 450.7535 450.8794 451.0054 451.1313 451.2572 451.3830 451.5089 451.6348 451.7606 451.8864 452.0122 452.1380 452.2638 452.3895 452.5153 452.6410 452.7667 452.8924 453.0181 453.1438 453.2694 453.3951 453.5207 453.6463 453.7719 453.8974 454.0230 454.1485 454.2741 454.3996 454.5251 454.6506 454.7760 454.9015 455.0269 455.1523 455.2777 455.4031 455.5285 455.6538 455.7792 455.9045 456.0298 456.1551 456.2804 456.4056 456.5309 456.6561 456.7813 456.9065 457.0317 457.1569 457.2820 457.4072 457.5323 457.6574 457.7825 457.9076 458.0326 458.1577 458.2827 458.4077 458.5327 458.6577 458.7827 458.9076 459.0325 459.1575 459.2824 459.4073 459.5321 459.6570 459.7818 459.9066 460.0315 460.1562 460.2810 460.4058 460.5305 460.6553 460.7800 460.9047 461.0294 461.1540 461.2787 461.4033 461.5279 461.6525 461.7771 461.9017 462.0263 462.1508 462.2753 462.3998 462.5243 462.6488 462.7733 462.8977 463.0222 463.1466 463.2710 463.3954 463.5197 463.6441 463.7684 463.8927 464.0170 464.1413 464.2656 464.3899 464.5141 464.6383 464.7625 464.8867 465.0109 465.1351 465.2592 465.3834 465.5075 465.6316 465.7557 465.8797 466.0038 466.1278 466.2518 466.3758 466.4998 466.6238 466.7478 466.8717 466.9956 467.1195 467.2434 467.3673 467.4912 467.6150 467.7389 467.8627 467.9865 468.1103 468.2340 468.3578 468.4815 468.6052 468.7289 468.8526 468.9763 469.0999 469.2236 469.3472 469.4708 469.5944 469.7180 469.8415 469.9651 470.0886 470.2121 470.3356 470.4591 470.5826 470.7060 470.8294 470.9529 471.0763 471.1996 471.3230 471.4464 471.5697 471.6930 471.8163 471.9396 472.0629 472.1861 472.3094 472.4326 472.5558 472.6790 472.8022 472.9253 473.0485 473.1716 473.2947 473.4178 473.5409 473.6640 473.7870 473.9100 474.0331 474.1561 474.2790 474.4020 474.5250 474.6479 474.7708 474.8937 475.0166 475.1395 475.2623 475.3852 475.5080 475.6308 475.7536 475.8764 475.9991 476.1219 476.2446 476.3673 476.4900 476.6127 476.7353 476.8580 476.9806 477.1032 477.2258 477.3484 477.4709 477.5935 477.7160 477.8385 477.9610 478.0835 478.2060 478.3284 478.4509 478.5733 478.6957 478.8181 478.9404 479.0628 479.1851 479.3075 479.4298 479.5521 479.6743 479.7966 479.9188 480.0410 480.1633 480.2854 480.4076 480.5298 480.6519 480.7740 480.8962 481.0183 481.1403 481.2624 481.3844 481.5065 481.6285 481.7505 481.8725 481.9944 482.1164 482.2383 482.3602 482.4821 482.6040 482.7259 482.8477 482.9695 483.0914 483.2132 483.3349 483.4567 483.5785 483.7002 483.8219 483.9436 484.0653 484.1870 484.3086 484.4303 484.5519 484.6735 484.7951 484.9166 485.0382 485.1597 485.2813 485.4028 485.5243 485.6457 485.7672 485.8886 486.0101 486.1315 486.2529 486.3742 486.4956 486.6169 486.7383 486.8596 486.9809 487.1021 487.2234 487.3446 487.4659 487.5871 487.7083 487.8295 487.9506 488.0718 488.1929 488.3140 488.4351 488.5562 488.6772 488.7983 488.9193 489.0403 489.1613 489.2823 489.4033 489.5242 489.6451 489.7661 489.8870 490.0078 490.1287 490.2495 490.3704 490.4912 490.6120 490.7328 490.8535 490.9743 491.0950 491.2157 491.3364 491.4571 491.5778 491.6984 491.8191 491.9397 492.0603 492.1809 492.3014 492.4220 492.5425 492.6630 492.7835 492.9040 493.0245 493.1449 493.2654 493.3858 493.5062 493.6266 493.7470 493.8673 493.9876 494.1080 494.2283 494.3485 494.4688 494.5891 494.7093 494.8295 494.9497 495.0699 495.1901 495.3102 495.4304 495.5505 495.6706 495.7907 495.9107 496.0308 496.1508 496.2708 496.3908 496.5108 496.6308 496.7507 496.8707 496.9906 497.1105 497.2304 497.3503 497.4701 497.5899 497.7098 497.8296 497.9493 498.0691 498.1889 498.3086 498.4283 498.5480 498.6677 498.7874 498.9070 499.0266 499.1463 499.2659 499.3855 499.5050 499.6246 499.7441 499.8636 499.9831 500.1026 500.2221 500.3415 500.4609 500.5804 500.6998 500.8191 500.9385 501.0579 501.1772 501.2965 501.4158 501.5351 501.6544 501.7736 501.8928 502.0120 502.1312 502.2504 502.3696 502.4887 502.6079 502.7270 502.8461 502.9652 503.0842 503.2033 503.3223 503.4413 503.5603 503.6793 503.7982 503.9172 504.0361 504.1550 504.2739 504.3928 504.5116 504.6305 504.7493 504.8681 504.9869 505.1057 505.2245 505.3432 505.4619 505.5806 505.6993 505.8180 505.9366 506.0553 506.1739 506.2925 506.4111 506.5297 506.6482 506.7668 506.8853 507.0038 507.1223 507.2408 507.3592 507.4776 507.5961 507.7145 507.8328 507.9512 508.0696 508.1879 508.3062 508.4245 508.5428 508.6611 508.7793 508.8975 509.0158 509.1340 509.2521 509.3703 509.4885 509.6066 509.7247 509.8428 509.9609 510.0789 510.1970 510.3150 510.4330 510.5510 510.6690 510.7869 510.9049 511.0228 511.1407 511.2586 511.3765 511.4943 511.6122 511.7300 511.8478 511.9656 512.0834 512.2011 512.3189 512.4366 512.5543 512.6720 512.7896 512.9073 513.0249 513.1425 513.2601 513.3777 513.4953 513.6128 513.7304 513.8479 513.9654 514.0829 514.2003 514.3178 514.4352 514.5526 514.6700 514.7874 514.9047 515.0221 515.1394 515.2567 515.3740 515.4913 515.6085 515.7258 515.8430 515.9602 516.0774 516.1946 516.3117 516.4288 516.5460 516.6631 516.7801 516.8972 517.0143 517.1313 517.2483 517.3653 517.4823 517.5993 517.7162 517.8331 517.9500 518.0669 518.1838 518.3007 518.4175 518.5343 518.6511 518.7679 518.8847 519.0015 519.1182 519.2349 519.3516 519.4683 519.5850 519.7016 519.8183 519.9349 520.0515 520.1681 520.2846 520.4012 520.5177 520.6342 520.7507 520.8672 520.9837 521.1001 521.2165 521.3329 521.4493 521.5657 521.6821 521.7984 521.9147 522.0310 522.1473 522.2636 522.3798 522.4961 522.6123 522.7285 522.8447 522.9608 523.0770 523.1931 523.3092 523.4253 523.5414 523.6575 523.7735 523.8895 524.0055 524.1215 524.2375 524.3535 524.4694 524.5853 524.7012 524.8171 524.9330 525.0488 525.1647 525.2805 525.3963 525.5121 525.6278 525.7436 525.8593 525.9750 526.0907 526.2064 526.3220 526.4377 526.5533 526.6689 526.7845 526.9001 527.0156 527.1312 527.2467 527.3622 527.4777 527.5931 527.7086 527.8240 527.9394 528.0548 528.1702 528.2856 528.4009 528.5162 528.6315 528.7468 528.8621 528.9774 529.0926 529.2078 529.3230 529.4382 529.5534 529.6685 529.7837 529.8988 530.0139 530.1289 530.2440 530.3591 530.4741 530.5891 530.7041 530.8191 530.9340 531.0490 531.1639 531.2788 531.3937 531.5085 531.6234 531.7382 531.8530 531.9678 532.0826 532.1974 532.3121 532.4268 532.5416 532.6562 532.7709 532.8856 533.0002 533.1148 533.2294 533.3440 533.4586 533.5731 533.6877 533.8022 533.9167 534.0312 534.1456 534.2601 534.3745 534.4889 534.6033 534.7177 534.8320 534.9464 535.0607 535.1750 535.2893 535.4036 535.5178 535.6320 535.7463 535.8604 535.9746 536.0888 536.2029 536.3171 536.4312 536.5453 536.6593 536.7734 536.8874 537.0014 537.1154 537.2294 537.3434 537.4573 537.5713 537.6852 537.7991 537.9130 538.0268 538.1407 538.2545
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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: Temperature in head sensor [°C], 999=no temperature signal
Column 74: Humidity in head sensor [%], -9=no humidity signal
Column 75: Pressure in head sensor [hPa], -9=no pressure signal
Column 76: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 77: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 78: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 79-2126: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2127-4174: 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 4175-6222: 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 20241014T123739.5Z 9053.526152 4 1 48.01 3 4000.000 12 3 0 1 1 0.00 2 0.00 2 -1.00 507 1 12 768 768 23.87 61 0 0 854 9.138e+02 4.080e+00 9.436e+02 7.674e+00 11 1.907e+02 1.907e+02 -1.371e-03 1.909e+02 2.109e+00 0 0 0 0 0.00e+00 6.736e-14 -9.000e+00 2.180e+01 -9.000e+00 5.403e+03 -9.000e+00 1 5.00 65.23 33.95 37.98 37.65 17.67 11.83 5.45 0 6.839e-01 1756 -9 -9.00 -9.00 -9.00 -9.00 0.00188 1.74584e+00 -1.93091e-02 27.67 19.99 23.87 26.71 28.4 1012.21 3.607e+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 53 74 78 42 13 93 52 87 58 53 74 89 -11 17 70 52 93 89 48 94 80 -8 63 38 18 38 68 48 8 159 -31 17 8 -9 -15 45 2699 54 37 57 68 -18 -4 -7 -20 -56 -17 47 97 -30 17 39 -6 -18 34 -47 -2 61 -6 14 -16 13 -111 -14 -71 -22 -22 28 -6 0 43 63 21 -23 19 -15 37 -24 62 -27 47 -15 -103 33 -3 18 -77 -21 10 3 -13 -35 -23 -43 34 -43 30 58 -38 61 -96 -66 73 57 -30 45 -71 -31 21 -12 -10 1 -35 -82 14 -8 -39 14 -103 -7 8 32 31 12 10 -17 -26 23 54 30 -26 -40 -44 -24 24 29 -116 110 -9 55 57 -20 -37 5 11 -8 7 28 38 -3 40 35 -29 31 44 -18 7 -5 -43 -3 -18 3 5 -22 -9 44 2 60 43 105 81 236 27 -21 -102 43 -36 30 69 46 41 12 40 54 28 9 46 30 21 9 11 37 75 19 5 -10 56 20 8 11 76 -66 19 14 74 -16 -20 103 28 25 40 65 -1 50 74 20 -13 -11 37 71 -18 54 76 -12 6 44 92 5 29 58 7 85 -12 -15 -17 44 75 16 126 23 51 16 74 45 -75 36 -18 61 81 37 30 4 55 -11 27 52 139 20 14 94 7 64 8 87 91 32 86 38 159 -1 102 87 94 55 157 55 106 91 94 70 48 81 -5 60 230 74 56 -3 111 96 231 105 72 122 170 115 107 87 50 78 114 11 78 76 21 -13 54 129 74 122 91 46 196 100 107 112 69 149 159 73 43 102 21 149 187 -33 129 67 147 124 94 257 176 128 136 129 162 110 181 156 1273 -15 74 92 47 66 124 127 152 137 120 91 136 135 167 141 189 134 104 130 110 175 125 135 42 96 121 138 121 112 130 128 78 111 40 130 79 212 136 100 126 76 182 134 182 131 166 108 -30 53 136 206 183 117 149 92 147 137 111 155 163 260 46 199 99 163 151 42 159 67 157 138 108 126 49 78 68 173 77 153 139 154 49 143 161 135 153 161 86 83 112 155 188 153 134 118 158 93 139 93 49 190 176 186 347 221 225 68 170 156 140 173 135 92 -47 331 184 209 187 161 91 173 106 165 135 81 90 231 189 108 81 117 223 158 187 107 133 126 129 97 128 157 106 170 184 124 79 173 16 116 172 98 164 217 179 156 181 201 73 155 75 136 207 153 116 86 184 209 191 142 214 144 80 138 233 168 203 174 -2 98 248 129 147 173 198 154 228 83 158 121 206 140 85 225 144 189 207 262 143 218 146 153 190 197 177 190 170 174 118 121 242 252 287 201 199 97 161 155 162 159 22 154 153 102 178 53 128 131 85 135 122 206 125 150 190 139 154 208 131 167 233 241 205 203 234 216 189 217 71 132 142 55 180 69 161 99 170 211 161 94 208 230 154 142 195 215 206 166 189 257 132 128 125 240 190 145 0 190 152 115 207 257 210 262 142 212 190 191 193 200 258 140 166 352 150 236 205 44 166 147 153 249 143 206 158 131 223 191 226 298 192 322 303 270 222 300 295 183 142 95 207 184 217 212 319 135 282 255 441 228 239 154 177 180 199 303 176 137 196 234 269 87 211 102 227 137 150 220 103 153 181 139 188 218 278 246 231 279 165 276 247 232 217 268 182 233 227 162 144 360 272 198 295 188 161 358 296 340 246 189 163 201 250 265 195 219 243 188 241 178 212 301 276 326 262 262 220 262 289 295 211 249 206 115 106 161 226 257 224 149 130 104 180 125 136 227 221 203 -3118 164 374 262 200 214 237 181 265 292 166 243 330 222 259 188 189 134 170 193 257 244 281 186 224 197 256 3683 170 290 219 327 163 192 225 246 302 384 231 270 213 288 200 379 299 263 254 260 265 252 391 326 275 8126 313 370 295 532 434 300 310 362 260 285 310 256 315 237 223 189 223 130 84 117 33 185 190 266 190 233 213 277 248 249 450 290 295 346 330 295 336 209 337 298 250 203 143 142 109 150 177 201 244 187 292 139 318 394 421 423 306 362 374 407 392 407 445 490 428 324 376 412 362 322 391 412 392 259 382 386 399 396 412 425 304 267 419 396 480 478 408 421 465 410 410 466 454 366 402 354 411 451 461 421 415 415 404 396 485 369 427 421 448 405 457 442 392 418 348 450 378 432 357 396 483 459 488 464 464 462 454 412 455 625 420 490 455 479 460 447 491 474 608 475 470 492 414 383 390 392 381 373 424 393 532 437 483 417 519 462 546 470 471 556 485 518 486 535 503 478 449 464 571 443 492 433 475 512 467 527 468 430 484 465 460 487 562 438 494 504 430 514 440 486 501 538 419 355 540 544 556 512 458 510 470 544 701 396 653 797 475 469 500 494 435 523 500 411 514 506 518 535 627 420 476 474 448 486 514 481 540 549 524 566 525 522 528 516 485 516 542 555 500 452 514 417 454 381 420 475 565 2793 509 495 427 535 473 585 477 533 441 514 449 457 367 487 478 456 475 556 525 531 477 564 461 508 536 452 518 517 418 466 454 462 430 466 578 567 469 543 560 465 461 389 481 523 452 473 558 573 451 388 439 451 382 420 403 393 326 279 381 362 419 382 501 480 608 509 681 503 578 536 465 680 419 502 480 586 572 591 535 537 448 1635 451 423 433 614 542 718 557 646 565 563 564 504 525 544 619 620 609 578 643 639 605 476 587 493 582 528 560 589 521 460 662 439 558 506 471 504 426 497 522 -3754 556 572 552 582 584 626 547 588 628 504 535 642 626 541 401 602 635 909 638 657 614 632 613 645 573 636 639 647 772 660 524 549 645 622 607 637 615 682 747 738 675 606 1876 635 623 523 672 682 639 480 534 660 671 608 599 634 600 602 586 593 692 669 591 549 703 626 714 628 678 837 675 574 608 839 611 729 659 666 745 705 635 738 754 850 735 689 715 696 585 754 754 699 674 774 699 734 792 727 844 701 746 716 620 795 779 661 774 746 677 710 651 675 669 644 679 694 750 724 699 750 693 695 622 682 844 728 686 563 720 678 676 705 761 696 957 729 731 748 703 805 666 800 785 668 740 898 679 688 760 717 697 744 702 765 733 721 712 934 919 763 773 883 779 649 593 686 756 746 776 637 704 746 782 719 783 752 733 841 773 831 771 757 695 716 766 768 679 789 712 800 838 747 784 766 716 770 764 752 656 741 753 781 756 710 698 684 675 761 731 755 810 739 790 735 863 799 775 712 773 695 640 670 710 729 761 712 758 815 791 769 728 745 687 725 704 769 770 735 788 763 795 762 766 712 826 785 736 702 721 801 761 755 709 746 708 665 730 784 743 744 782 814 773 749 838 854 801 771 867 833 770 760 731 793 801 991 827 655 715 769 736 818 826 778 752 860 861 773 880 823 806 781 716 784 724 818 791 757 785 671 671 769 757 821 739 738 858 793 789 788 765 858 798 826 769 846 768 735 748 820 773 722 826 804 807 796 828 833 764 812 773 795 802 763 824 784 807 775 743 850 833 764 797 771 808 855 878 808 789 793 686 796 829 825 860 803 801 740 791 777 789 871 716 811 777 781 805 825 814 898 859 676 774 750 680 716 682 566 669 636 616 574 673 559 709 720 734 689 701 669 809 687 764 755 759 904 727 806 1020 840 769 762 590 761 731 828 792 829 805 766 976 839 818 763 804 801 789 789 790 847 781 955 824 813 832 739 756 757 633 714 688 796 823 872 843 794 875 833 768 776 769 700 793 789 806 863 886 783 751 865 906 895 796 846 828 767 797 832 768 794 727 887 696 898 842 847 756 787 765 866 802 787 847 733 917 836 724 775 741 781 774 708 790 973 812 850 780 782 1089 792 786 837 791 816 794 812 687 716 735 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