File name: Pandora146s1_Yokosuka_20241014_L1_smca1c6d20221101p1-8.txt
File generation date: 20241121T030058.7Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c6d20221101p1-8
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_v6d20221101.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: Based on session 5 for new fieldcal from 20221101
Nominal wavelengths [nm]: 272.8209 272.9638 273.1068 273.2497 273.3926 273.5355 273.6784 273.8212 273.9641 274.1070 274.2498 274.3926 274.5355 274.6783 274.8211 274.9639 275.1067 275.2495 275.3922 275.5350 275.6777 275.8205 275.9632 276.1059 276.2486 276.3913 276.5340 276.6767 276.8194 276.9620 277.1047 277.2473 277.3899 277.5326 277.6752 277.8178 277.9604 278.1029 278.2455 278.3881 278.5306 278.6732 278.8157 278.9582 279.1007 279.2432 279.3857 279.5282 279.6707 279.8131 279.9556 280.0980 280.2404 280.3829 280.5253 280.6677 280.8100 280.9524 281.0948 281.2371 281.3795 281.5218 281.6642 281.8065 281.9488 282.0911 282.2333 282.3756 282.5179 282.6601 282.8024 282.9446 283.0868 283.2290 283.3712 283.5134 283.6556 283.7978 283.9399 284.0821 284.2242 284.3663 284.5085 284.6506 284.7927 284.9347 285.0768 285.2189 285.3609 285.5030 285.6450 285.7870 285.9290 286.0710 286.2130 286.3550 286.4970 286.6389 286.7809 286.9228 287.0647 287.2066 287.3485 287.4904 287.6323 287.7742 287.9160 288.0579 288.1997 288.3416 288.4834 288.6252 288.7670 288.9088 289.0505 289.1923 289.3341 289.4758 289.6175 289.7592 289.9009 290.0426 290.1843 290.3260 290.4677 290.6093 290.7510 290.8926 291.0342 291.1758 291.3174 291.4590 291.6006 291.7422 291.8837 292.0253 292.1668 292.3083 292.4498 292.5913 292.7328 292.8743 293.0158 293.1572 293.2987 293.4401 293.5815 293.7229 293.8643 294.0057 294.1471 294.2885 294.4298 294.5712 294.7125 294.8538 294.9952 295.1365 295.2777 295.4190 295.5603 295.7016 295.8428 295.9840 296.1253 296.2665 296.4077 296.5489 296.6900 296.8312 296.9724 297.1135 297.2547 297.3958 297.5369 297.6780 297.8191 297.9602 298.1012 298.2423 298.3833 298.5244 298.6654 298.8064 298.9474 299.0884 299.2294 299.3703 299.5113 299.6522 299.7932 299.9341 300.0750 300.2159 300.3568 300.4977 300.6385 300.7794 300.9202 301.0611 301.2019 301.3427 301.4835 301.6243 301.7651 301.9058 302.0466 302.1873 302.3280 302.4688 302.6095 302.7502 302.8909 303.0315 303.1722 303.3128 303.4535 303.5941 303.7347 303.8753 304.0159 304.1565 304.2971 304.4376 304.5782 304.7187 304.8593 304.9998 305.1403 305.2808 305.4213 305.5617 305.7022 305.8426 305.9831 306.1235 306.2639 306.4043 306.5447 306.6851 306.8254 306.9658 307.1061 307.2465 307.3868 307.5271 307.6674 307.8077 307.9480 308.0882 308.2285 308.3687 308.5090 308.6492 308.7894 308.9296 309.0698 309.2099 309.3501 309.4902 309.6304 309.7705 309.9106 310.0507 310.1908 310.3309 310.4710 310.6110 310.7511 310.8911 311.0311 311.1711 311.3111 311.4511 311.5911 311.7311 311.8710 312.0110 312.1509 312.2908 312.4307 312.5706 312.7105 312.8504 312.9903 313.1301 313.2699 313.4098 313.5496 313.6894 313.8292 313.9690 314.1087 314.2485 314.3883 314.5280 314.6677 314.8074 314.9471 315.0868 315.2265 315.3662 315.5058 315.6455 315.7851 315.9247 316.0643 316.2039 316.3435 316.4831 316.6226 316.7622 316.9017 317.0412 317.1808 317.3203 317.4598 317.5992 317.7387 317.8782 318.0176 318.1570 318.2965 318.4359 318.5753 318.7147 318.8540 318.9934 319.1328 319.2721 319.4114 319.5507 319.6901 319.8293 319.9686 320.1079 320.2472 320.3864 320.5256 320.6649 320.8041 320.9433 321.0825 321.2217 321.3608 321.5000 321.6391 321.7782 321.9174 322.0565 322.1956 322.3347 322.4737 322.6128 322.7518 322.8909 323.0299 323.1689 323.3079 323.4469 323.5859 323.7248 323.8638 324.0027 324.1417 324.2806 324.4195 324.5584 324.6973 324.8362 324.9750 325.1139 325.2527 325.3915 325.5303 325.6692 325.8079 325.9467 326.0855 326.2242 326.3630 326.5017 326.6404 326.7791 326.9178 327.0565 327.1952 327.3339 327.4725 327.6111 327.7498 327.8884 328.0270 328.1656 328.3042 328.4427 328.5813 328.7198 328.8583 328.9969 329.1354 329.2739 329.4123 329.5508 329.6893 329.8277 329.9662 330.1046 330.2430 330.3814 330.5198 330.6582 330.7965 330.9349 331.0732 331.2115 331.3499 331.4882 331.6265 331.7647 331.9030 332.0413 332.1795 332.3177 332.4560 332.5942 332.7324 332.8706 333.0087 333.1469 333.2850 333.4232 333.5613 333.6994 333.8375 333.9756 334.1137 334.2518 334.3898 334.5279 334.6659 334.8039 334.9419 335.0799 335.2179 335.3559 335.4938 335.6318 335.7697 335.9076 336.0455 336.1834 336.3213 336.4592 336.5970 336.7349 336.8727 337.0106 337.1484 337.2862 337.4240 337.5617 337.6995 337.8373 337.9750 338.1127 338.2505 338.3882 338.5259 338.6635 338.8012 338.9389 339.0765 339.2141 339.3518 339.4894 339.6270 339.7645 339.9021 340.0397 340.1772 340.3148 340.4523 340.5898 340.7273 340.8648 341.0023 341.1397 341.2772 341.4146 341.5520 341.6894 341.8269 341.9642 342.1016 342.2390 342.3763 342.5137 342.6510 342.7883 342.9256 343.0629 343.2002 343.3375 343.4747 343.6120 343.7492 343.8864 344.0236 344.1608 344.2980 344.4352 344.5723 344.7095 344.8466 344.9837 345.1208 345.2579 345.3950 345.5321 345.6691 345.8062 345.9432 346.0803 346.2173 346.3543 346.4912 346.6282 346.7652 346.9021 347.0391 347.1760 347.3129 347.4498 347.5867 347.7236 347.8604 347.9973 348.1341 348.2709 348.4078 348.5446 348.6813 348.8181 348.9549 349.0916 349.2284 349.3651 349.5018 349.6385 349.7752 349.9119 350.0485 350.1852 350.3218 350.4585 350.5951 350.7317 350.8683 351.0048 351.1414 351.2780 351.4145 351.5510 351.6875 351.8240 351.9605 352.0970 352.2335 352.3699 352.5064 352.6428 352.7792 352.9156 353.0520 353.1884 353.3247 353.4611 353.5974 353.7338 353.8701 354.0064 354.1427 354.2789 354.4152 354.5515 354.6877 354.8239 354.9601 355.0963 355.2325 355.3687 355.5049 355.6410 355.7772 355.9133 356.0494 356.1855 356.3216 356.4577 356.5937 356.7298 356.8658 357.0018 357.1379 357.2739 357.4098 357.5458 357.6818 357.8177 357.9537 358.0896 358.2255 358.3614 358.4973 358.6332 358.7690 358.9049 359.0407 359.1765 359.3123 359.4481 359.5839 359.7197 359.8554 359.9912 360.1269 360.2626 360.3983 360.5340 360.6697 360.8054 360.9410 361.0767 361.2123 361.3479 361.4835 361.6191 361.7547 361.8903 362.0258 362.1614 362.2969 362.4324 362.5679 362.7034 362.8389 362.9744 363.1098 363.2452 363.3807 363.5161 363.6515 363.7869 363.9222 364.0576 364.1929 364.3283 364.4636 364.5989 364.7342 364.8695 365.0048 365.1400 365.2753 365.4105 365.5457 365.6809 365.8161 365.9513 366.0865 366.2216 366.3568 366.4919 366.6270 366.7621 366.8972 367.0323 367.1673 367.3024 367.4374 367.5725 367.7075 367.8425 367.9774 368.1124 368.2474 368.3823 368.5173 368.6522 368.7871 368.9220 369.0569 369.1917 369.3266 369.4614 369.5963 369.7311 369.8659 370.0007 370.1354 370.2702 370.4050 370.5397 370.6744 370.8091 370.9438 371.0785 371.2132 371.3478 371.4825 371.6171 371.7517 371.8863 372.0209 372.1555 372.2901 372.4246 372.5592 372.6937 372.8282 372.9627 373.0972 373.2317 373.3661 373.5006 373.6350 373.7694 373.9038 374.0382 374.1726 374.3070 374.4413 374.5757 374.7100 374.8443 374.9786 375.1129 375.2472 375.3815 375.5157 375.6499 375.7842 375.9184 376.0526 376.1868 376.3209 376.4551 376.5892 376.7233 376.8575 376.9916 377.1257 377.2597 377.3938 377.5278 377.6619 377.7959 377.9299 378.0639 378.1979 378.3319 378.4658 378.5998 378.7337 378.8676 379.0015 379.1354 379.2693 379.4031 379.5370 379.6708 379.8046 379.9384 380.0722 380.2060 380.3398 380.4735 380.6073 380.7410 380.8747 381.0084 381.1421 381.2758 381.4094 381.5431 381.6767 381.8103 381.9439 382.0775 382.2111 382.3447 382.4782 382.6118 382.7453 382.8788 383.0123 383.1458 383.2793 383.4127 383.5462 383.6796 383.8130 383.9464 384.0798 384.2132 384.3465 384.4799 384.6132 384.7465 384.8799 385.0131 385.1464 385.2797 385.4129 385.5462 385.6794 385.8126 385.9458 386.0790 386.2122 386.3453 386.4785 386.6116 386.7447 386.8778 387.0109 387.1440 387.2771 387.4101 387.5431 387.6762 387.8092 387.9422 388.0752 388.2081 388.3411 388.4740 388.6069 388.7398 388.8727 389.0056 389.1385 389.2714 389.4042 389.5370 389.6698 389.8026 389.9354 390.0682 390.2010 390.3337 390.4665 390.5992 390.7319 390.8646 390.9972 391.1299 391.2626 391.3952 391.5278 391.6604 391.7930 391.9256 392.0582 392.1907 392.3233 392.4558 392.5883 392.7208 392.8533 392.9858 393.1182 393.2507 393.3831 393.5155 393.6479 393.7803 393.9127 394.0450 394.1774 394.3097 394.4420 394.5743 394.7066 394.8389 394.9712 395.1034 395.2356 395.3679 395.5001 395.6323 395.7644 395.8966 396.0287 396.1609 396.2930 396.4251 396.5572 396.6893 396.8214 396.9534 397.0855 397.2175 397.3495 397.4815 397.6135 397.7454 397.8774 398.0093 398.1413 398.2732 398.4051 398.5370 398.6688 398.8007 398.9325 399.0644 399.1962 399.3280 399.4598 399.5915 399.7233 399.8550 399.9868 400.1185 400.2502 400.3819 400.5136 400.6452 400.7769 400.9085 401.0401 401.1717 401.3033 401.4349 401.5664 401.6980 401.8295 401.9610 402.0925 402.2240 402.3555 402.4870 402.6184 402.7499 402.8813 403.0127 403.1441 403.2755 403.4068 403.5382 403.6695 403.8008 403.9321 404.0634 404.1947 404.3260 404.4572 404.5885 404.7197 404.8509 404.9821 405.1133 405.2444 405.3756 405.5067 405.6378 405.7689 405.9000 406.0311 406.1622 406.2932 406.4243 406.5553 406.6863 406.8173 406.9483 407.0792 407.2102 407.3411 407.4721 407.6030 407.7339 407.8647 407.9956 408.1265 408.2573 408.3881 408.5189 408.6497 408.7805 408.9113 409.0420 409.1728 409.3035 409.4342 409.5649 409.6956 409.8262 409.9569 410.0875 410.2181 410.3488 410.4793 410.6099 410.7405 410.8710 411.0016 411.1321 411.2626 411.3931 411.5236 411.6540 411.7845 411.9149 412.0454 412.1758 412.3062 412.4365 412.5669 412.6972 412.8276 412.9579 413.0882 413.2185 413.3488 413.4790 413.6093 413.7395 413.8697 413.9999 414.1301 414.2603 414.3905 414.5206 414.6508 414.7809 414.9110 415.0411 415.1711 415.3012 415.4313 415.5613 415.6913 415.8213 415.9513 416.0813 416.2112 416.3412 416.4711 416.6010 416.7309 416.8608 416.9907 417.1205 417.2504 417.3802 417.5100 417.6398 417.7696 417.8994 418.0291 418.1589 418.2886 418.4183 418.5480 418.6777 418.8074 418.9370 419.0667 419.1963 419.3259 419.4555 419.5851 419.7146 419.8442 419.9737 420.1033 420.2328 420.3623 420.4917 420.6212 420.7507 420.8801 421.0095 421.1389 421.2683 421.3977 421.5271 421.6564 421.7857 421.9151 422.0444 422.1737 422.3029 422.4322 422.5614 422.6907 422.8199 422.9491 423.0783 423.2074 423.3366 423.4657 423.5949 423.7240 423.8531 423.9822 424.1112 424.2403 424.3693 424.4984 424.6274 424.7564 424.8853 425.0143 425.1433 425.2722 425.4011 425.5300 425.6589 425.7878 425.9167 426.0455 426.1744 426.3032 426.4320 426.5608 426.6895 426.8183 426.9471 427.0758 427.2045 427.3332 427.4619 427.5906 427.7192 427.8479 427.9765 428.1051 428.2337 428.3623 428.4909 428.6194 428.7479 428.8765 429.0050 429.1335 429.2620 429.3904 429.5189 429.6473 429.7757 429.9041 430.0325 430.1609 430.2893 430.4176 430.5459 430.6743 430.8026 430.9309 431.0591 431.1874 431.3156 431.4439 431.5721 431.7003 431.8285 431.9566 432.0848 432.2129 432.3410 432.4691 432.5972 432.7253 432.8534 432.9814 433.1095 433.2375 433.3655 433.4935 433.6215 433.7494 433.8774 434.0053 434.1332 434.2611 434.3890 434.5169 434.6447 434.7726 434.9004 435.0282 435.1560 435.2838 435.4116 435.5393 435.6670 435.7948 435.9225 436.0502 436.1778 436.3055 436.4331 436.5608 436.6884 436.8160 436.9436 437.0712 437.1987 437.3263 437.4538 437.5813 437.7088 437.8363 437.9637 438.0912 438.2186 438.3461 438.4735 438.6009 438.7282 438.8556 438.9829 439.1103 439.2376 439.3649 439.4922 439.6195 439.7467 439.8740 440.0012 440.1284 440.2556 440.3828 440.5099 440.6371 440.7642 440.8913 441.0185 441.1455 441.2726 441.3997 441.5267 441.6538 441.7808 441.9078 442.0348 442.1617 442.2887 442.4156 442.5426 442.6695 442.7964 442.9232 443.0501 443.1770 443.3038 443.4306 443.5574 443.6842 443.8110 443.9377 444.0645 444.1912 444.3179 444.4446 444.5713 444.6980 444.8246 444.9513 445.0779 445.2045 445.3311 445.4577 445.5842 445.7108 445.8373 445.9638 446.0903 446.2168 446.3433 446.4697 446.5962 446.7226 446.8490 446.9754 447.1018 447.2282 447.3545 447.4809 447.6072 447.7335 447.8598 447.9860 448.1123 448.2385 448.3648 448.4910 448.6172 448.7434 448.8695 448.9957 449.1218 449.2479 449.3740 449.5001 449.6262 449.7523 449.8783 450.0043 450.1304 450.2564 450.3823 450.5083 450.6343 450.7602 450.8861 451.0120 451.1379 451.2638 451.3897 451.5155 451.6413 451.7672 451.8930 452.0187 452.1445 452.2703 452.3960 452.5217 452.6474 452.7731 452.8988 453.0245 453.1501 453.2757 453.4014 453.5270 453.6525 453.7781 453.9037 454.0292 454.1547 454.2802 454.4057 454.5312 454.6567 454.7821 454.9076 455.0330 455.1584 455.2838 455.4091 455.5345 455.6598 455.7851 455.9104 456.0357 456.1610 456.2863 456.4115 456.5368 456.6620 456.7872 456.9124 457.0375 457.1627 457.2878 457.4129 457.5380 457.6631 457.7882 457.9133 458.0383 458.1634 458.2884 458.4134 458.5384 458.6633 458.7883 458.9132 459.0381 459.1630 459.2879 459.4128 459.5377 459.6625 459.7873 459.9121 460.0369 460.1617 460.2865 460.4112 460.5360 460.6607 460.7854 460.9101 461.0348 461.1594 461.2841 461.4087 461.5333 461.6579 461.7825 461.9070 462.0316 462.1561 462.2806 462.4051 462.5296 462.6541 462.7786 462.9030 463.0274 463.1518 463.2762 463.4006 463.5250 463.6493 463.7736 463.8979 464.0222 464.1465 464.2708 464.3950 464.5193 464.6435 464.7677 464.8919 465.0161 465.1402 465.2644 465.3885 465.5126 465.6367 465.7608 465.8848 466.0089 466.1329 466.2569 466.3809 466.5049 466.6289 466.7528 466.8768 467.0007 467.1246 467.2485 467.3724 467.4962 467.6201 467.7439 467.8677 467.9915 468.1153 468.2391 468.3628 468.4865 468.6103 468.7340 468.8576 468.9813 469.1050 469.2286 469.3522 469.4758 469.5994 469.7230 469.8466 469.9701 470.0936 470.2171 470.3406 470.4641 470.5876 470.7110 470.8345 470.9579 471.0813 471.2047 471.3280 471.4514 471.5747 471.6981 471.8214 471.9446 472.0679 472.1912 472.3144 472.4377 472.5609 472.6841 472.8072 472.9304 473.0535 473.1767 473.2998 473.4229 473.5460 473.6690 473.7921 473.9151 474.0381 474.1611 474.2841 474.4071 474.5301 474.6530 474.7759 474.8988 475.0217 475.1446 475.2675 475.3903 475.5131 475.6359 475.7587 475.8815 476.0043 476.1270 476.2498 476.3725 476.4952 476.6179 476.7405 476.8632 476.9858 477.1084 477.2310 477.3536 477.4762 477.5988 477.7213 477.8438 477.9663 478.0888 478.2113 478.3338 478.4562 478.5786 478.7010 478.8234 478.9458 479.0682 479.1905 479.3128 479.4352 479.5575 479.6797 479.8020 479.9243 480.0465 480.1687 480.2909 480.4131 480.5353 480.6574 480.7796 480.9017 481.0238 481.1459 481.2679 481.3900 481.5120 481.6341 481.7561 481.8781 482.0000 482.1220 482.2439 482.3659 482.4878 482.6097 482.7315 482.8534 482.9752 483.0971 483.2189 483.3407 483.4625 483.5842 483.7060 483.8277 483.9494 484.0711 484.1928 484.3145 484.4361 484.5578 484.6794 484.8010 484.9226 485.0441 485.1657 485.2872 485.4087 485.5302 485.6517 485.7732 485.8946 486.0161 486.1375 486.2589 486.3803 486.5017 486.6230 486.7444 486.8657 486.9870 487.1083 487.2296 487.3508 487.4721 487.5933 487.7145 487.8357 487.9569 488.0780 488.1992 488.3203 488.4414 488.5625 488.6836 488.8046 488.9257 489.0467 489.1677 489.2887 489.4097 489.5307 489.6516 489.7725 489.8934 490.0143 490.1352 490.2561 490.3769 490.4978 490.6186 490.7394 490.8601 490.9809 491.1017 491.2224 491.3431 491.4638 491.5845 491.7052 491.8258 491.9464 492.0670 492.1876 492.3082 492.4288 492.5493 492.6699 492.7904 492.9109 493.0314 493.1518 493.2723 493.3927 493.5131 493.6335 493.7539 493.8743 493.9946 494.1150 494.2353 494.3556 494.4759 494.5961 494.7164 494.8366 494.9568 495.0770 495.1972 495.3174 495.4375 495.5577 495.6778 495.7979 495.9180 496.0380 496.1581 496.2781 496.3981 496.5181 496.6381 496.7581 496.8780 496.9980 497.1179 497.2378 497.3577 497.4775 497.5974 497.7172 497.8370 497.9568 498.0766 498.1964 498.3161 498.4359 498.5556 498.6753 498.7949 498.9146 499.0343 499.1539 499.2735 499.3931 499.5127 499.6322 499.7518 499.8713 499.9908 500.1103 500.2298 500.3493 500.4687 500.5881 500.7076 500.8269 500.9463 501.0657 501.1850 501.3044 501.4237 501.5430 501.6622 501.7815 501.9007 502.0200 502.1392 502.2584 502.3775 502.4967 502.6158 502.7350 502.8541 502.9732 503.0922 503.2113 503.3303 503.4493 503.5683 503.6873 503.8063 503.9253 504.0442 504.1631 504.2820 504.4009 504.5198 504.6386 504.7575 504.8763 504.9951 505.1139 505.2326 505.3514 505.4701 505.5888 505.7075 505.8262 505.9449 506.0635 506.1821 506.3008 506.4194 506.5379 506.6565 506.7750 506.8936 507.0121 507.1306 507.2490 507.3675 507.4859 507.6044 507.7228 507.8412 507.9595 508.0779 508.1962 508.3146 508.4329 508.5511 508.6694 508.7877 508.9059 509.0241 509.1423 509.2605 509.3787 509.4968 509.6150 509.7331 509.8512 509.9692 510.0873 510.2054 510.3234 510.4414 510.5594 510.6774 510.7953 510.9133 511.0312 511.1491 511.2670 511.3849 511.5027 511.6206 511.7384 511.8562 511.9740 512.0917 512.2095 512.3272 512.4449 512.5626 512.6803 512.7980 512.9156 513.0333 513.1509 513.2685 513.3860 513.5036 513.6211 513.7387 513.8562 513.9737 514.0911 514.2086 514.3260 514.4435 514.5609 514.6783 514.7956 514.9130 515.0303 515.1476 515.2649 515.3822 515.4995 515.6167 515.7339 515.8512 515.9683 516.0855 516.2027 516.3198 516.4369 516.5541 516.6711 516.7882 516.9053 517.0223 517.1393 517.2563 517.3733 517.4903 517.6072 517.7241 517.8411 517.9580 518.0748 518.1917 518.3085 518.4254 518.5422 518.6590 518.7757 518.8925 519.0092 519.1259 519.2426 519.3593 519.4760 519.5926 519.7093 519.8259 519.9425 520.0591 520.1756 520.2922 520.4087 520.5252 520.6417 520.7582 520.8746 520.9910 521.1075 521.2239 521.3402 521.4566 521.5730 521.6893 521.8056 521.9219 522.0382 522.1544 522.2707 522.3869 522.5031 522.6193 522.7354 522.8516 522.9677 523.0838 523.1999 523.3160 523.4321 523.5481 523.6642 523.7802 523.8962 524.0121 524.1281 524.2440 524.3599 524.4758 524.5917 524.7076 524.8234 524.9393 525.0551 525.1709 525.2867 525.4024 525.5181 525.6339 525.7496 525.8653 525.9809 526.0966 526.2122 526.3278 526.4434 526.5590 526.6746 526.7901 526.9056 527.0211 527.1366 527.2521 527.3675 527.4830 527.5984 527.7138 527.8292 527.9445 528.0599 528.1752 528.2905 528.4058 528.5211 528.6363 528.7515 528.8668 528.9820 529.0971 529.2123 529.3274 529.4426 529.5577 529.6728 529.7878 529.9029 530.0179 530.1329 530.2479 530.3629 530.4779 530.5928 530.7077 530.8226 530.9375 531.0524 531.1673 531.2821 531.3969 531.5117 531.6265 531.7412 531.8560 531.9707 532.0854 532.2001 532.3148 532.4294 532.5440 532.6587 532.7732 532.8878 533.0024 533.1169 533.2314 533.3459 533.4604 533.5749 533.6893 533.8038 533.9182 534.0326 534.1469 534.2613 534.3756 534.4900 534.6043 534.7185 534.8328 534.9470 535.0613 535.1755 535.2897 535.4038 535.5180 535.6321 535.7462 535.8603 535.9744 536.0885 536.2025 536.3165 536.4305 536.5445 536.6585 536.7724 536.8863 537.0002 537.1141 537.2280 537.3419 537.4557 537.5695 537.6833 537.7971 537.9108 538.0246 538.1383 538.2520
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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 5.51 71.89 37.41 41.98 41.49 19.47 13.23 6.01 0 6.808e-01 1747 -9 -9.00 -9.00 -9.00 -9.00 0.00437 1.82552e+00 -2.01343e-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 51 51 72 76 39 11 91 49 84 56 51 72 86 -13 14 68 50 91 87 46 91 77 -10 61 36 16 36 66 46 6 156 -33 15 5 -11 -17 43 2695 52 34 54 66 -20 -6 -9 -22 -58 -19 45 95 -32 15 37 -8 -20 32 -50 -4 59 -8 12 -18 11 -113 -16 -73 -24 -24 26 -8 -2 41 61 19 -25 17 -17 35 -26 60 -29 45 -17 -105 31 -5 16 -79 -23 8 1 -15 -37 -25 -45 32 -45 28 56 -40 59 -98 -68 71 55 -32 43 -73 -33 19 -14 -12 -1 -37 -84 12 -10 -41 12 -105 -9 6 30 29 10 8 -19 -28 21 52 28 -28 -42 -46 -26 22 27 -118 108 -11 53 55 -22 -39 3 9 -10 5 26 36 -5 38 33 -31 29 42 -20 5 -7 -45 -5 -20 1 3 -24 -11 42 0 58 41 103 79 235 25 -23 -104 41 -38 28 67 44 39 10 38 52 26 7 44 28 19 7 9 35 73 17 3 -12 54 18 6 9 74 -68 17 12 72 -18 -22 101 26 23 38 63 -3 48 72 18 -15 -13 35 69 -20 52 74 -14 3 42 90 3 27 56 5 83 -14 -17 -19 42 73 14 124 21 49 14 72 43 -78 34 -20 59 79 35 28 1 53 -13 25 50 137 18 12 92 5 62 6 85 89 30 84 36 157 -3 100 85 91 53 155 53 104 89 92 67 46 79 -7 57 228 71 54 -5 109 94 229 103 70 120 168 113 104 85 47 76 112 9 75 74 19 -15 52 127 72 120 89 44 194 98 105 110 67 147 156 71 41 100 19 147 185 -35 127 65 145 122 92 254 174 126 133 127 159 108 179 154 1271 -17 72 90 45 64 121 125 150 135 118 89 133 132 165 139 187 132 102 127 107 172 122 133 40 93 119 136 119 110 127 126 76 109 38 127 77 210 134 98 123 74 180 132 180 128 164 106 -32 51 134 204 181 115 147 90 145 135 109 153 161 258 44 197 97 161 149 40 157 65 155 135 105 124 47 76 66 171 75 151 137 152 47 141 159 133 151 159 84 81 110 153 186 151 132 116 156 91 137 90 47 187 174 184 344 219 223 65 168 154 137 171 133 90 -49 329 182 207 185 159 89 171 104 163 133 79 88 229 187 106 79 115 221 155 185 105 131 124 127 94 126 154 104 168 182 122 77 170 14 114 170 96 162 215 177 153 179 199 71 153 72 133 205 151 113 84 182 207 189 140 212 142 78 136 230 166 201 171 -4 96 246 126 145 171 196 152 226 81 156 119 203 138 83 223 142 187 205 260 141 215 144 151 188 195 175 188 168 172 116 119 240 250 285 199 196 95 159 153 159 156 19 152 150 100 176 51 126 129 82 133 120 203 122 148 188 136 152 206 129 165 230 238 203 201 232 214 187 214 68 129 140 53 177 66 159 97 167 209 159 91 205 228 151 140 193 213 204 164 186 255 130 125 122 238 188 142 -3 188 149 113 205 255 208 259 140 210 188 189 191 197 256 138 164 350 147 233 203 42 163 144 151 246 141 203 156 128 220 189 224 296 189 320 300 268 219 297 293 181 140 92 205 182 215 209 316 133 279 252 438 226 237 151 174 177 197 301 174 134 193 231 267 85 208 99 224 134 148 217 101 151 179 137 185 216 275 244 229 276 162 273 244 229 214 266 179 230 225 160 141 358 269 196 292 186 159 355 294 337 244 186 160 198 247 263 193 216 241 186 239 176 209 298 273 323 260 260 217 260 287 293 208 247 203 113 104 158 223 254 221 147 128 102 177 123 134 224 218 200 -3121 162 371 260 197 212 234 178 263 289 164 241 328 219 256 185 187 131 167 191 255 242 278 184 221 194 254 3680 167 288 216 325 160 189 223 243 299 381 229 267 210 286 197 376 296 260 251 258 262 249 388 323 272 8120 311 367 292 529 431 298 307 359 258 282 307 254 313 234 221 186 220 128 81 114 31 183 187 263 188 231 210 274 246 247 447 288 293 344 328 293 334 207 335 296 248 201 141 140 106 147 174 198 241 185 289 137 316 391 419 420 303 359 371 405 390 405 442 488 426 321 374 410 359 320 388 409 389 257 380 384 396 393 410 423 302 264 417 394 477 475 406 419 463 408 407 464 451 364 399 351 409 448 459 419 413 413 401 394 483 366 424 418 446 403 455 439 390 416 346 448 375 430 355 394 481 456 486 461 462 460 452 410 453 623 418 488 453 477 458 445 488 472 605 473 467 490 412 381 388 390 379 370 421 391 529 435 481 415 517 460 544 467 469 554 483 516 484 533 501 476 447 462 569 441 490 431 473 510 465 524 466 428 482 463 458 485 560 436 492 502 428 512 438 484 499 536 417 353 538 542 554 510 456 508 467 542 699 394 651 795 473 467 498 492 433 521 498 409 512 503 516 532 625 418 473 472 446 484 511 479 538 547 522 564 523 520 526 514 483 514 540 553 498 450 512 415 452 379 418 473 563 2791 507 493 425 532 471 582 475 531 439 512 447 455 365 485 476 454 473 554 523 528 475 562 459 506 534 450 516 514 416 463 451 460 428 464 576 565 466 540 558 463 459 387 479 521 449 471 555 571 449 386 436 449 380 418 401 391 324 277 379 360 416 380 499 478 606 507 679 501 576 534 463 678 416 500 477 583 569 589 533 535 446 1633 449 421 430 612 539 715 555 643 563 561 562 502 522 542 616 618 606 575 641 637 603 474 585 490 580 526 557 587 518 458 659 437 555 503 469 501 423 495 520 -3757 553 570 550 579 582 624 544 586 625 502 533 639 623 539 398 600 633 907 636 655 612 630 610 643 570 633 637 644 770 658 522 546 643 619 604 634 613 680 745 736 673 603 1874 632 620 521 670 680 637 477 532 657 668 605 597 631 597 599 583 590 690 666 588 546 701 623 712 625 676 834 672 572 605 836 608 726 657 663 742 702 632 736 752 847 732 686 713 694 583 751 751 697 672 771 696 731 789 724 841 698 743 713 617 792 777 658 772 743 675 707 648 672 666 641 676 691 747 721 696 747 691 693 619 679 842 726 683 560 718 676 673 702 758 694 954 726 729 745 701 803 664 797 783 666 738 895 676 686 757 715 694 742 699 763 730 719 710 932 916 761 771 881 777 646 590 684 754 743 773 634 701 744 780 717 781 750 730 839 771 829 769 755 692 714 764 766 677 787 710 798 836 745 782 764 713 768 762 750 654 738 751 779 754 708 696 682 673 759 729 753 808 737 788 733 861 797 773 710 771 693 638 667 707 727 759 710 756 813 789 767 726 743 685 723 702 767 768 733 786 761 792 759 764 710 824 783 734 699 719 798 759 753 707 744 705 662 728 782 741 742 780 812 771 747 836 852 799 769 865 831 768 757 729 791 798 989 825 653 713 767 734 816 824 776 750 858 859 771 877 820 804 779 714 782 721 816 788 755 782 669 669 767 755 819 736 735 856 790 787 785 763 856 796 824 766 844 766 733 746 817 771 720 824 801 805 793 826 831 761 810 771 792 799 761 822 782 805 772 740 848 831 762 794 769 805 853 876 806 787 791 684 794 827 823 858 801 799 737 789 775 787 869 714 808 775 779 802 822 811 895 856 673 772 748 677 714 680 564 667 634 614 572 670 557 707 717 732 687 698 666 807 685 761 753 757 902 724 803 1018 837 767 760 588 758 728 826 790 827 803 763 974 837 816 760 801 798 787 786 788 845 779 952 822 810 830 737 753 755 631 712 686 793 820 870 840 791 873 831 766 774 767 698 791 786 804 861 884 780 749 863 903 892 793 844 826 764 795 829 766 791 725 885 694 896 840 845 753 784 762 864 799 784 844 730 914 833 721 772 738 778 772 705 787 970 810 848 777 779 1087 789 784 835 789 813 792 810 684 714 732 773 826 752 688 815 786 840 828 761 685 741 750 777 845 808 840 793 738 744 829 751 795 882 766 643 682 713 676 900 754 735 555 822 821 837 889 759 836 885 622 787 801 841 872 825 882 899 848 783 841 953 834 806 827 870 777 800 922 767 743 907 800 753 791 778 772 835 793 782 834 891 754 817 865 802 769 741 838 784 1628 933 873 773 868 804 850 781 737 775 885 844 878 860 885 846 848 897 815 779 844 794 850 779 859 850 794 741 789 854 708 821 779 756 854 854 771 789 869 787 807 895 745 754 885 889 865 932 3045 807 863 854 969 -270 811 603 658 720 724 725 647 656 812 679 711 833 810 796 852 664 698 592 666 772 767 802 779 784 -608 819 778 727 792 839 734 857 778 791 7656 825 788 721 823 747 940 821 826 865 864 782 829 829 873 880 736 831 903 830 751 780 622 777 803 766 806 518 810 1004 848 887 902 856 850 799 798 930 851 805 887 824 896 -249 763 902 1030 759 850 926 784 734 758 693 662 696 602 723 724 755 752 702 781 814 785 832 806 866 702 838 795 840 831 901 834 764 815 769 745 672 749 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