File name: Pandora255s1_VirginiaBeachVA-CBBT_20250529_L1_smca1c3d20240302p1-8.txt
File generation date: 20250603T142521.1Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c3d20240302p1-8
Local principal investigator: John Anderson
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 255
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora255_OF_v2d20221206.txt
Instrument calibration file used: Pandora255s1_CF_v3d20240302.txt
Level 0 file used: Pandora255s1_VirginiaBeachVA-CBBT_20250529_L0.txt
Full location name: Chesapeake Bay Bridge Tunnel Virginia
Short location name: VirginiaBeachVA-CBBT
Country of location: United States
Location latitude [deg]: 37.0367
Location longitude [deg]: -76.0766
Location altitude [m]: 20
Local noon date: 20250529
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]: 277.5832 277.7263 277.8693 278.0124 278.1554 278.2984 278.4414 278.5844 278.7274 278.8704 279.0133 279.1563 279.2992 279.4421 279.5851 279.7280 279.8709 280.0137 280.1566 280.2995 280.4423 280.5852 280.7280 280.8708 281.0136 281.1564 281.2992 281.4420 281.5847 281.7275 281.8702 282.0130 282.1557 282.2984 282.4411 282.5838 282.7264 282.8691 283.0118 283.1544 283.2970 283.4397 283.5823 283.7249 283.8674 284.0100 284.1526 284.2951 284.4377 284.5802 284.7227 284.8652 285.0077 285.1502 285.2927 285.4352 285.5776 285.7201 285.8625 286.0049 286.1473 286.2897 286.4321 286.5745 286.7169 286.8592 287.0016 287.1439 287.2862 287.4285 287.5708 287.7131 287.8554 287.9977 288.1399 288.2822 288.4244 288.5667 288.7089 288.8511 288.9933 289.1355 289.2776 289.4198 289.5619 289.7041 289.8462 289.9883 290.1304 290.2725 290.4146 290.5567 290.6987 290.8408 290.9828 291.1249 291.2669 291.4089 291.5509 291.6929 291.8348 291.9768 292.1188 292.2607 292.4026 292.5446 292.6865 292.8284 292.9702 293.1121 293.2540 293.3958 293.5377 293.6795 293.8213 293.9632 294.1050 294.2468 294.3885 294.5303 294.6721 294.8138 294.9555 295.0973 295.2390 295.3807 295.5224 295.6641 295.8057 295.9474 296.0890 296.2307 296.3723 296.5139 296.6555 296.7971 296.9387 297.0803 297.2218 297.3634 297.5049 297.6464 297.7880 297.9295 298.0710 298.2125 298.3539 298.4954 298.6368 298.7783 298.9197 299.0611 299.2025 299.3439 299.4853 299.6267 299.7681 299.9094 300.0508 300.1921 300.3334 300.4747 300.6160 300.7573 300.8986 301.0399 301.1811 301.3224 301.4636 301.6048 301.7460 301.8872 302.0284 302.1696 302.3108 302.4519 302.5931 302.7342 302.8753 303.0164 303.1576 303.2986 303.4397 303.5808 303.7219 303.8629 304.0039 304.1450 304.2860 304.4270 304.5680 304.7090 304.8499 304.9909 305.1318 305.2728 305.4137 305.5546 305.6955 305.8364 305.9773 306.1182 306.2590 306.3999 306.5407 306.6815 306.8224 306.9632 307.1040 307.2447 307.3855 307.5263 307.6670 307.8078 307.9485 308.0892 308.2299 308.3706 308.5113 308.6520 308.7926 308.9333 309.0739 309.2146 309.3552 309.4958 309.6364 309.7770 309.9175 310.0581 310.1986 310.3392 310.4797 310.6202 310.7607 310.9012 311.0417 311.1822 311.3227 311.4631 311.6035 311.7440 311.8844 312.0248 312.1652 312.3056 312.4459 312.5863 312.7267 312.8670 313.0073 313.1476 313.2880 313.4282 313.5685 313.7088 313.8491 313.9893 314.1296 314.2698 314.4100 314.5502 314.6904 314.8306 314.9707 315.1109 315.2511 315.3912 315.5313 315.6714 315.8115 315.9516 316.0917 316.2318 316.3718 316.5119 316.6519 316.7920 316.9320 317.0720 317.2120 317.3519 317.4919 317.6319 317.7718 317.9117 318.0517 318.1916 318.3315 318.4714 318.6113 318.7511 318.8910 319.0308 319.1706 319.3105 319.4503 319.5901 319.7299 319.8696 320.0094 320.1492 320.2889 320.4286 320.5684 320.7081 320.8478 320.9874 321.1271 321.2668 321.4064 321.5461 321.6857 321.8253 321.9649 322.1045 322.2441 322.3837 322.5232 322.6628 322.8023 322.9418 323.0813 323.2208 323.3603 323.4998 323.6393 323.7787 323.9182 324.0576 324.1970 324.3364 324.4758 324.6152 324.7546 324.8940 325.0333 325.1727 325.3120 325.4513 325.5906 325.7299 325.8692 326.0085 326.1477 326.2870 326.4262 326.5654 326.7046 326.8438 326.9830 327.1222 327.2614 327.4005 327.5397 327.6788 327.8179 327.9570 328.0961 328.2352 328.3743 328.5134 328.6524 328.7914 328.9305 329.0695 329.2085 329.3475 329.4865 329.6254 329.7644 329.9033 330.0423 330.1812 330.3201 330.4590 330.5979 330.7368 330.8756 331.0145 331.1533 331.2921 331.4310 331.5698 331.7086 331.8473 331.9861 332.1249 332.2636 332.4023 332.5411 332.6798 332.8185 332.9572 333.0958 333.2345 333.3731 333.5118 333.6504 333.7890 333.9276 334.0662 334.2048 334.3434 334.4819 334.6205 334.7590 334.8975 335.0360 335.1745 335.3130 335.4515 335.5900 335.7284 335.8668 336.0053 336.1437 336.2821 336.4205 336.5589 336.6972 336.8356 336.9739 337.1122 337.2506 337.3889 337.5272 337.6654 337.8037 337.9420 338.0802 338.2185 338.3567 338.4949 338.6331 338.7713 338.9094 339.0476 339.1858 339.3239 339.4620 339.6001 339.7382 339.8763 340.0144 340.1525 340.2905 340.4286 340.5666 340.7046 340.8426 340.9806 341.1186 341.2566 341.3945 341.5325 341.6704 341.8083 341.9462 342.0841 342.2220 342.3599 342.4977 342.6356 342.7734 342.9112 343.0491 343.1869 343.3246 343.4624 343.6002 343.7379 343.8757 344.0134 344.1511 344.2888 344.4265 344.5642 344.7018 344.8395 344.9771 345.1148 345.2524 345.3900 345.5276 345.6651 345.8027 345.9403 346.0778 346.2153 346.3529 346.4904 346.6279 346.7653 346.9028 347.0403 347.1777 347.3151 347.4526 347.5900 347.7274 347.8647 348.0021 348.1395 348.2768 348.4141 348.5515 348.6888 348.8261 348.9633 349.1006 349.2379 349.3751 349.5124 349.6496 349.7868 349.9240 350.0612 350.1983 350.3355 350.4726 350.6098 350.7469 350.8840 351.0211 351.1582 351.2953 351.4323 351.5694 351.7064 351.8434 351.9804 352.1174 352.2544 352.3914 352.5283 352.6653 352.8022 352.9391 353.0761 353.2130 353.3498 353.4867 353.6236 353.7604 353.8972 354.0341 354.1709 354.3077 354.4445 354.5812 354.7180 354.8547 354.9915 355.1282 355.2649 355.4016 355.5383 355.6749 355.8116 355.9482 356.0849 356.2215 356.3581 356.4947 356.6313 356.7678 356.9044 357.0409 357.1775 357.3140 357.4505 357.5870 357.7235 357.8599 357.9964 358.1328 358.2693 358.4057 358.5421 358.6785 358.8149 358.9512 359.0876 359.2239 359.3602 359.4966 359.6329 359.7692 359.9054 360.0417 360.1779 360.3142 360.4504 360.5866 360.7228 360.8590 360.9952 361.1313 361.2675 361.4036 361.5398 361.6759 361.8120 361.9480 362.0841 362.2202 362.3562 362.4923 362.6283 362.7643 362.9003 363.0363 363.1722 363.3082 363.4441 363.5801 363.7160 363.8519 363.9878 364.1236 364.2595 364.3954 364.5312 364.6670 364.8028 364.9386 365.0744 365.2102 365.3460 365.4817 365.6175 365.7532 365.8889 366.0246 366.1603 366.2959 366.4316 366.5672 366.7029 366.8385 366.9741 367.1097 367.2453 367.3808 367.5164 367.6519 367.7875 367.9230 368.0585 368.1940 368.3294 368.4649 368.6004 368.7358 368.8712 369.0066 369.1420 369.2774 369.4128 369.5481 369.6835 369.8188 369.9541 370.0894 370.2247 370.3600 370.4953 370.6305 370.7658 370.9010 371.0362 371.1714 371.3066 371.4418 371.5769 371.7121 371.8472 371.9823 372.1174 372.2525 372.3876 372.5227 372.6577 372.7928 372.9278 373.0628 373.1978 373.3328 373.4678 373.6028 373.7377 373.8726 374.0076 374.1425 374.2774 374.4123 374.5471 374.6820 374.8168 374.9517 375.0865 375.2213 375.3561 375.4909 375.6256 375.7604 375.8951 376.0298 376.1645 376.2992 376.4339 376.5686 376.7033 376.8379 376.9725 377.1071 377.2418 377.3763 377.5109 377.6455 377.7800 377.9146 378.0491 378.1836 378.3181 378.4526 378.5871 378.7215 378.8560 378.9904 379.1248 379.2592 379.3936 379.5280 379.6623 379.7967 379.9310 380.0654 380.1997 380.3340 380.4682 380.6025 380.7368 380.8710 381.0052 381.1395 381.2737 381.4078 381.5420 381.6762 381.8103 381.9445 382.0786 382.2127 382.3468 382.4809 382.6149 382.7490 382.8830 383.0171 383.1511 383.2851 383.4191 383.5530 383.6870 383.8209 383.9549 384.0888 384.2227 384.3566 384.4905 384.6243 384.7582 384.8920 385.0258 385.1596 385.2934 385.4272 385.5610 385.6947 385.8285 385.9622 386.0959 386.2296 386.3633 386.4970 386.6307 386.7643 386.8979 387.0316 387.1652 387.2988 387.4323 387.5659 387.6994 387.8330 387.9665 388.1000 388.2335 388.3670 388.5005 388.6339 388.7674 388.9008 389.0342 389.1676 389.3010 389.4344 389.5677 389.7011 389.8344 389.9677 390.1010 390.2343 390.3676 390.5009 390.6341 390.7673 390.9006 391.0338 391.1670 391.3001 391.4333 391.5665 391.6996 391.8327 391.9658 392.0989 392.2320 392.3651 392.4981 392.6312 392.7642 392.8972 393.0302 393.1632 393.2962 393.4292 393.5621 393.6950 393.8279 393.9609 394.0937 394.2266 394.3595 394.4923 394.6252 394.7580 394.8908 395.0236 395.1564 395.2891 395.4219 395.5546 395.6873 395.8201 395.9528 396.0854 396.2181 396.3508 396.4834 396.6160 396.7486 396.8812 397.0138 397.1464 397.2790 397.4115 397.5440 397.6765 397.8090 397.9415 398.0740 398.2065 398.3389 398.4713 398.6038 398.7362 398.8685 399.0009 399.1333 399.2656 399.3980 399.5303 399.6626 399.7949 399.9272 400.0594 400.1917 400.3239 400.4561 400.5883 400.7205 400.8527 400.9849 401.1170 401.2492 401.3813 401.5134 401.6455 401.7776 401.9096 402.0417 402.1737 402.3057 402.4378 402.5698 402.7017 402.8337 402.9657 403.0976 403.2295 403.3614 403.4933 403.6252 403.7571 403.8889 404.0208 404.1526 404.2844 404.4162 404.5480 404.6798 404.8115 404.9433 405.0750 405.2067 405.3384 405.4701 405.6018 405.7334 405.8651 405.9967 406.1283 406.2599 406.3915 406.5231 406.6546 406.7862 406.9177 407.0492 407.1807 407.3122 407.4437 407.5751 407.7066 407.8380 407.9694 408.1008 408.2322 408.3636 408.4949 408.6263 408.7576 408.8889 409.0202 409.1515 409.2828 409.4140 409.5453 409.6765 409.8077 409.9389 410.0701 410.2013 410.3324 410.4636 410.5947 410.7258 410.8569 410.9880 411.1191 411.2502 411.3812 411.5122 411.6432 411.7742 411.9052 412.0362 412.1672 412.2981 412.4290 412.5599 412.6908 412.8217 412.9526 413.0835 413.2143 413.3451 413.4759 413.6067 413.7375 413.8683 413.9990 414.1298 414.2605 414.3912 414.5219 414.6526 414.7833 414.9139 415.0446 415.1752 415.3058 415.4364 415.5670 415.6976 415.8281 415.9586 416.0892 416.2197 416.3502 416.4807 416.6111 416.7416 416.8720 417.0024 417.1328 417.2632 417.3936 417.5240 417.6543 417.7847 417.9150 418.0453 418.1756 418.3059 418.4361 418.5664 418.6966 418.8268 418.9570 419.0872 419.2174 419.3476 419.4777 419.6078 419.7380 419.8681 419.9982 420.1282 420.2583 420.3883 420.5184 420.6484 420.7784 420.9084 421.0383 421.1683 421.2982 421.4282 421.5581 421.6880 421.8179 421.9477 422.0776 422.2074 422.3373 422.4671 422.5969 422.7266 422.8564 422.9862 423.1159 423.2456 423.3753 423.5050 423.6347 423.7644 423.8940 424.0237 424.1533 424.2829 424.4125 424.5420 424.6716 424.8011 424.9307 425.0602 425.1897 425.3192 425.4487 425.5781 425.7076 425.8370 425.9664 426.0958 426.2252 426.3546 426.4839 426.6132 426.7426 426.8719 427.0012 427.1305 427.2597 427.3890 427.5182 427.6474 427.7766 427.9058 428.0350 428.1642 428.2933 428.4225 428.5516 428.6807 428.8098 428.9388 429.0679 429.1969 429.3260 429.4550 429.5840 429.7130 429.8419 429.9709 430.0998 430.2288 430.3577 430.4866 430.6154 430.7443 430.8732 431.0020 431.1308 431.2596 431.3884 431.5172 431.6459 431.7747 431.9034 432.0321 432.1608 432.2895 432.4182 432.5468 432.6755 432.8041 432.9327 433.0613 433.1899 433.3185 433.4470 433.5756 433.7041 433.8326 433.9611 434.0896 434.2180 434.3465 434.4749 434.6033 434.7317 434.8601 434.9885 435.1168 435.2452 435.3735 435.5018 435.6301 435.7584 435.8867 436.0149 436.1431 436.2714 436.3996 436.5278 436.6559 436.7841 436.9122 437.0404 437.1685 437.2966 437.4247 437.5527 437.6808 437.8088 437.9369 438.0649 438.1929 438.3208 438.4488 438.5768 438.7047 438.8326 438.9605 439.0884 439.2163 439.3441 439.4720 439.5998 439.7276 439.8554 439.9832 440.1110 440.2387 440.3665 440.4942 440.6219 440.7496 440.8773 441.0049 441.1326 441.2602 441.3878 441.5154 441.6430 441.7706 441.8981 442.0257 442.1532 442.2807 442.4082 442.5357 442.6631 442.7906 442.9180 443.0454 443.1728 443.3002 443.4276 443.5550 443.6823 443.8096 443.9369 444.0642 444.1915 444.3188 444.4460 444.5733 444.7005 444.8277 444.9549 445.0821 445.2092 445.3364 445.4635 445.5906 445.7177 445.8448 445.9718 446.0989 446.2259 446.3529 446.4799 446.6069 446.7339 446.8609 446.9878 447.1147 447.2417 447.3686 447.4954 447.6223 447.7492 447.8760 448.0028 448.1296 448.2564 448.3832 448.5099 448.6367 448.7634 448.8901 449.0168 449.1435 449.2702 449.3968 449.5234 449.6501 449.7767 449.9033 450.0298 450.1564 450.2829 450.4095 450.5360 450.6625 450.7889 450.9154 451.0419 451.1683 451.2947 451.4211 451.5475 451.6739 451.8002 451.9266 452.0529 452.1792 452.3055 452.4318 452.5580 452.6843 452.8105 452.9367 453.0629 453.1891 453.3153 453.4414 453.5676 453.6937 453.8198 453.9459 454.0720 454.1980 454.3241 454.4501 454.5761 454.7021 454.8281 454.9541 455.0800 455.2060 455.3319 455.4578 455.5837 455.7096 455.8354 455.9613 456.0871 456.2129 456.3387 456.4645 456.5902 456.7160 456.8417 456.9674 457.0931 457.2188 457.3445 457.4701 457.5958 457.7214 457.8470 457.9726 458.0982 458.2237 458.3493 458.4748 458.6003 458.7258 458.8513 458.9768 459.1022 459.2276 459.3531 459.4785 459.6038 459.7292 459.8546 459.9799 460.1052 460.2305 460.3558 460.4811 460.6064 460.7316 460.8568 460.9821 461.1073 461.2324 461.3576 461.4828 461.6079 461.7330 461.8581 461.9832 462.1083 462.2333 462.3584 462.4834 462.6084 462.7334 462.8584 462.9833 463.1083 463.2332 463.3581 463.4830 463.6079 463.7327 463.8576 463.9824 464.1072 464.2320 464.3568 464.4816 464.6063 464.7311 464.8558 464.9805 465.1052 465.2299 465.3545 465.4792 465.6038 465.7284 465.8530 465.9776 466.1021 466.2267 466.3512 466.4757 466.6002 466.7247 466.8492 466.9736 467.0980 467.2225 467.3469 467.4713 467.5956 467.7200 467.8443 467.9686 468.0929 468.2172 468.3415 468.4658 468.5900 468.7142 468.8384 468.9626 469.0868 469.2110 469.3351 469.4592 469.5834 469.7075 469.8315 469.9556 470.0796 470.2037 470.3277 470.4517 470.5757 470.6997 470.8236 470.9475 471.0715 471.1954 471.3193 471.4431 471.5670 471.6908 471.8146 471.9384 472.0622 472.1860 472.3098 472.4335 472.5572 472.6809 472.8046 472.9283 473.0520 473.1756 473.2993 473.4229 473.5465 473.6700 473.7936 473.9172 474.0407 474.1642 474.2877 474.4112 474.5347 474.6581 474.7815 474.9050 475.0284 475.1517 475.2751 475.3985 475.5218 475.6451 475.7684 475.8917 476.0150 476.1382 476.2615 476.3847 476.5079 476.6311 476.7543 476.8774 477.0006 477.1237 477.2468 477.3699 477.4930 477.6160 477.7391 477.8621 477.9851 478.1081 478.2311 478.3541 478.4770 478.5999 478.7228 478.8457 478.9686 479.0915 479.2143 479.3372 479.4600 479.5828 479.7055 479.8283 479.9511 480.0738 480.1965 480.3192 480.4419 480.5646 480.6872 480.8098 480.9325 481.0551 481.1776 481.3002 481.4228 481.5453 481.6678 481.7903 481.9128 482.0353 482.1577 482.2802 482.4026 482.5250 482.6474 482.7697 482.8921 483.0144 483.1368 483.2591 483.3814 483.5036 483.6259 483.7481 483.8703 483.9925 484.1147 484.2369 484.3591 484.4812 484.6033 484.7254 484.8475 484.9696 485.0916 485.2137 485.3357 485.4577 485.5797 485.7017 485.8236 485.9456 486.0675 486.1894 486.3113 486.4332 486.5550 486.6769 486.7987 486.9205 487.0423 487.1641 487.2858 487.4076 487.5293 487.6510 487.7727 487.8944 488.0160 488.1377 488.2593 488.3809 488.5025 488.6241 488.7456 488.8672 488.9887 489.1102 489.2317 489.3531 489.4746 489.5960 489.7175 489.8389 489.9603 490.0816 490.2030 490.3243 490.4457 490.5670 490.6883 490.8095 490.9308 491.0520 491.1732 491.2945 491.4156 491.5368 491.6580 491.7791 491.9002 492.0213 492.1424 492.2635 492.3846 492.5056 492.6266 492.7476 492.8686 492.9896 493.1105 493.2315 493.3524 493.4733 493.5942 493.7151 493.8359 493.9567 494.0776 494.1984 494.3192 494.4399 494.5607 494.6814 494.8021 494.9228 495.0435 495.1642 495.2848 495.4055 495.5261 495.6467 495.7673 495.8878 496.0084 496.1289 496.2494 496.3699 496.4904 496.6109 496.7313 496.8518 496.9722 497.0926 497.2129 497.3333 497.4537 497.5740 497.6943 497.8146 497.9349 498.0551 498.1754 498.2956 498.4158 498.5360 498.6562 498.7763 498.8965 499.0166 499.1367 499.2568 499.3769 499.4969 499.6170 499.7370 499.8570 499.9770 500.0970 500.2169 500.3369 500.4568 500.5767 500.6966 500.8164 500.9363 501.0561 501.1760 501.2958 501.4155 501.5353 501.6551 501.7748 501.8945 502.0142 502.1339 502.2536 502.3732 502.4928 502.6124 502.7320 502.8516 502.9712 503.0907 503.2103 503.3298 503.4493 503.5687 503.6882 503.8076 503.9271 504.0465 504.1659 504.2852 504.4046 504.5239 504.6432 504.7626 504.8818 505.0011 505.1204 505.2396 505.3588 505.4780 505.5972 505.7164 505.8355 505.9547 506.0738 506.1929 506.3119 506.4310 506.5501 506.6691 506.7881 506.9071 507.0261 507.1450 507.2640 507.3829 507.5018 507.6207 507.7396 507.8584 507.9773 508.0961 508.2149 508.3337 508.4525 508.5712 508.6899 508.8087 508.9274 509.0460 509.1647 509.2834 509.4020 509.5206 509.6392 509.7578 509.8763 509.9949 510.1134 510.2319 510.3504 510.4689 510.5874 510.7058 510.8242 510.9426 511.0610 511.1794 511.2977 511.4161 511.5344 511.6527 511.7710 511.8892 512.0075 512.1257 512.2439 512.3621 512.4803 512.5985 512.7166 512.8347 512.9529 513.0710 513.1890 513.3071 513.4251 513.5431 513.6612 513.7791 513.8971 514.0151 514.1330 514.2509 514.3688 514.4867 514.6046 514.7224 514.8402 514.9581 515.0758 515.1936 515.3114 515.4291 515.5469 515.6646 515.7823 515.8999 516.0176 516.1352 516.2528 516.3704 516.4880 516.6056 516.7231 516.8407 516.9582 517.0757 517.1932 517.3106 517.4281 517.5455 517.6629 517.7803 517.8977 518.0150 518.1324 518.2497 518.3670 518.4843 518.6015 518.7188 518.8360 518.9532 519.0704 519.1876 519.3048 519.4219 519.5391 519.6562 519.7733 519.8903 520.0074 520.1244 520.2414 520.3585 520.4754 520.5924 520.7094 520.8263 520.9432 521.0601 521.1770 521.2938 521.4107 521.5275 521.6443 521.7611 521.8779 521.9946 522.1114 522.2281 522.3448 522.4615 522.5782 522.6948 522.8114 522.9280 523.0446 523.1612 523.2778 523.3943 523.5108 523.6274 523.7438 523.8603 523.9768 524.0932 524.2096 524.3260 524.4424 524.5588 524.6751 524.7914 524.9078 525.0240 525.1403 525.2566 525.3728 525.4890 525.6052 525.7214 525.8376 525.9537 526.0699 526.1860 526.3021 526.4182 526.5342 526.6503 526.7663 526.8823 526.9983 527.1143 527.2302 527.3462 527.4621 527.5780 527.6939 527.8097 527.9256 528.0414 528.1572 528.2730 528.3888 528.5045 528.6203 528.7360 528.8517 528.9674 529.0830 529.1987 529.3143 529.4299 529.5455 529.6611 529.7767 529.8922 530.0077 530.1232 530.2387 530.3542 530.4696 530.5851 530.7005 530.8159 530.9313 531.0466 531.1620 531.2773 531.3926 531.5079 531.6231 531.7384 531.8536 531.9688 532.0840 532.1992 532.3144 532.4295 532.5446 532.6598 532.7748 532.8899 533.0050 533.1200 533.2350 533.3500 533.4650 533.5800 533.6949 533.8098 533.9247 534.0396 534.1545 534.2693 534.3842 534.4990 534.6138 534.7286 534.8433 534.9581 535.0728 535.1875 535.3022 535.4169 535.5315 535.6462 535.7608 535.8754 535.9900 536.1045 536.2191 536.3336 536.4481 536.5626 536.6771 536.7915 536.9059 537.0204 537.1348 537.2491 537.3635 537.4778 537.5922 537.7065 537.8208 537.9350 538.0493 538.1635 538.2777 538.3919 538.5061 538.6203 538.7344 538.8485 538.9626 539.0767 539.1908 539.3048 539.4189 539.5329 539.6469 539.7608 539.8748 539.9887 540.1027 540.2166 540.3304 540.4443 540.5581 540.6720 540.7858 540.8996 541.0133 541.1271 541.2408 541.3546 541.4683 541.5819 541.6956 541.8092 541.9229 542.0365 542.1501 542.2636 542.3772 542.4907 542.6042 542.7177 542.8312 542.9447
---------------------------------------------------------------------------------------
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: Retrieved value for dark background fitting parameter 5, -9 if no background fitting was done
Column 53: Uncertainty of retrieved value for dark background fitting parameter 5, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 54: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 55: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 56: 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 57: 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 58: 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 59: 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 60: 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 61: 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 62: 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 63: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 64: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 65: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 66: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 67: Mean wavelength correction applied [%], -9=no wavelength correction
Column 68: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 69: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 70: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 71: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 72: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 73: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 74: Temperature at electronics board [°C], 999=no temperature signal
Column 75: Spectrometer control temperature [°C], 999=no temperature signal
Column 76: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 77: Temperature in head sensor [°C], 999=no temperature signal
Column 78: Humidity in head sensor [%], -9=no humidity signal
Column 79: Pressure in head sensor [hPa], -9=no pressure signal
Column 80: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 81: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 82: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 83-2130: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2131-4178: 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 4179-6226: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
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ZO 20250529T091734.0Z 9280.387199 1 1 36.01 4 4000.000 9 1 0 1 1 0.13 0 51.75 0 -1.00 507 1 10 0 0 25.20 163 -9 -9 301 5.638e+02 1.361e+00 5.618e+02 -9.000e+00 -1 1.070e+02 1.070e+02 -2.792e-11 1.071e+02 1.396e+00 0 0 0 0 0.00e+00 2.777e+03 -9.000e+00 -1.292e+02 -9.000e+00 -3.599e+01 -9.000e+00 1.788e+02 -9.000e+00 1.413e+02 -9.000e+00 1 4.12 77.07 -3.00 -3.00 -3.00 2.63 4.16 2.41 0 6.495e-01 1632 -9 -9.00 -9.00 -9.00 -9.00 0.00298 -6.67389e-02 1.71254e-03 33.25 20.00 25.20 21.78 5.2 1041.03 3.183e+10 8 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -55 15 -32 68 1 108 -61 44 -22 28 -7 -35 -22 20 -98 -17 40 -91 24 17 4 42 15 60 40 17 19 13 60 48 -73 -12 -49 9 42 65 73 -28 -33 -90 -17 0 23 19 32 -15 4 -1 -22 -14 7 -74 56 -69 -10 12 -8 57 -56 17 48 33 27 19 -36 -57 -75 -38 58 -61 72 -15 4 56 -10 50 -1 -42 -60 23 6 -21 21 -71 -66 17 -11 -92 -31 52 -59 19 3 45 -22 -38 -33 -20 37 -52 -3 -8 -33 60 24 18 -110 -18 -4 43 32 -91 -44 -1 -20 13 42 16 -44 -13 -41 -35 -13 -25 -68 -55 -50 -9 20 -4 27 -30 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96 142 148 155 146 17 152 119 168 198 175 143 162 172 181 184 168 192 141 158 180 192 146 129 84 151 107 53 100 146 53 157 175 209 189 194 158 220 139 100 84 175 95 226 145 229 156 167 162 191 109 112 78 128 138 159 128 206 65 159 232 170 110 216 91 182 121 167 164 240 151 150 201 188 172 207 177 165 150 150 186 170 156 129 161 193 201 178 122 171 177 218 196 118 247 212 238 261 224 218 149 202 237 228 214 206 111 222 184 245 158 188 137 182 173 204 168 192 72 135 183 37 121 125 182 172 143 92 151 170 142 129 168 137 156 106 106 124 154 260 123 190 267 258 140 138 74 196 190 138 140 197 104 227 146 165 170 93 211 241 260 200 142 225 195 76 78 111 96 197 249 206 252 191 231 174 178 148 230 188 196 225 258 190 269 238 216 180 190 239 282 176 301 208 185 252 258 202 206 172 223 232 56 188 138 196 200 181 204 298 267 264 202 270 265 311 249 259 191 210 216 223 170 241 233 140 346 209 227 187 196 269 184 152 124 211 259 244 243 248 225 160 139 141 185 208 176 210 190 97 142 79 143 132 174 90 240 192 211 216 222 240 222 200 221 134 204 225 230 272 148 155 275 154 289 290 168 196 236 357 205 161 254 286 194 226 238 190 164 200 189 123 289 237 34 285 176 215 274 250 205 129 179 167 200 142 148 197 147 139 93 73 142 117 187 136 68 159 86 115 139 111 186 138 177 141 134 188 262 277 149 192 222 166 83 146 147 231 231 223 249 203 214 185 181 188 215 171 246 247 209 229 173 166 161 204 112 128 206 179 237 271 270 288 251 258 203 172 211 181 150 226 235 210 333 220 276 284 203 209 221 234 210 206 171 183 174 96 81 72 48 47 73 50 133 209 168 198 263 252 278 264 158 202 246 113 272 275 244 229 256 101 200 66 76 81 111 55 201 131 171 192 254 231 147 239 239 241 265 257 220 258 250 316 319 300 260 305 333 327 286 305 368 300 314 324 213 365 251 256 272 323 339 317 305 228 314 360 309 378 362 347 360 337 313 300 263 311 212 351 363 343 274 282 200 249 318 308 349 344 335 287 266 243 243 351 324 308 272 287 306 269 268 320 327 300 352 286 270 171 301 326 368 325 328 358 294 264 299 381 354 358 377 326 278 295 212 223 204 258 307 263 314 321 327 354 287 339 305 296 295 325 337 337 339 353 322 314 288 294 372 330 309 336 339 451 333 293 350 366 289 347 340 343 378 302 334 315 332 313 395 267 301 334 366 316 331 342 385 351 363 295 313 236 241 344 327 320 355 308 333 261 319 304 273 289 334 401 302 322 287 196 309 289 248 260 338 310 322 362 296 328 359 350 242 331 317 297 316 321 310 349 247 248 281 232 307 356 319 347 253 251 339 308 262 265 350 248 156 253 213 363 277 298 289 238 299 294 323 254 248 272 321 331 315 276 297 243 166 288 282 234 354 318 308 308 323 314 262 331 289 298 284 308 296 219 278 336 238 160 277 165 282 321 173 200 212 198 195 198 245 322 313 314 420 372 321 219 305 240 367 317 314 400 291 335 327 338 351 299 276 226 282 226 281 269 360 252 350 340 226 330 282 354 321 356 348 325 325 313 373 353 339 346 324 410 274 365 303 317 287 258 371 207 197 270 264 265 262 298 257 280 247 322 252 319 307 309 317 308 265 253 242 302 319 284 297 278 338 455 339 365 371 369 349 287 376 350 350 376 299 352 352 302 386 316 327 231 362 257 354 287 319 329 404 365 309 373 311 368 213 325 300 281 270 364 212 319 291 409 325 354 323 335 313 317 407 356 221 341 306 337 236 619 373 337 268 382 360 329 370 416 263 355 327 310 307 309 409 343 452 336 312 296 307 247 346 311 385 359 335 376 263 328 258 261 360 302 203 311 302 374 242 363 252 299 309 290 299 284 399 320 288 313 303 342 409 400 309 349 318 284 264 280 337 321 277 332 269 253 306 356 353 362 312 318 337 411 301 263 257 260 391 336 321 265 363 332 350 354 302 351 312 293 342 357 297 265 296 297 300 337 315 252 337 334 356 311 281 321 285 290 353 258 353 339 325 310 310 300 303 312 332 371 336 258 322 265 289 355 278 251 220 252 274 193 349 316 352 339 304 320 265 327 307 310 329 353 331 322 260 301 236 241 344 329 317 279 355 295 268 300 298 341 332 306 296 280 246 280 286 351 259 328 293 330 299 269 299 265 274 279 270 310 332 199 266 223 305 289 311 372 334 282 293 243 310 367 276 296 321 267 323 329 355 310 263 308 297 186 327 285 295 326 348 322 214 232 268 277 326 346 291 296 190 333 317 228 311 241 274 314 261 313 271 293 261 943 312 327 325 309 278 273 275 292 304 258 220 181 312 297 280 224 278 277 258 377 247 197 282 205 266 235 254 283 251 219 233 312 233 280 319 260 170 308 273 209 259 370 209 306 188 259 302 235 273 294 296 277 255 225 222 251 267 329 314 253 298 285 242 313 270 205 245 185 197 233 204 186 237 213 170 277 224 213 259 241 242 234 217 257 229 230 265 251 203 250 168 239 279 232 230 230 267 272 253 229 230 204 245 282 198 251 252 264 346 298 243 249 228 272 243 236 195 120 184 180 147 266 161 347 216 322 163 250 240 166 219 270 183 266 267 238 266 239 235 228 276 294 240 181 315 248 228 240 189 282 184 222 246 275 121 293 269 296 279 209 262 126 209 359 263 188 156 247 207 228 269 237 225 200 293 227 182 216 208 218 256 213 255 101 232 217 224 218 135 253 189 235 178 159 262 205 123 207 223 117 189 120 174 164 144 181 188 69 208 147 210 3531 252 162 137 227 173 205 174 223 49 166 290 209 159 171 197 206 233 260 159 165 210 49 89 191 181 159 206 146 238 160 209 147 210 243 181 256 148 131 157 47 171 135 185 178 137 65 122 181 172 114 157 151 162 245 163 95 251 114 176 235 222 115 136 54 179 175 246 221 180 206 136 195 247 41 288 190 187 201 253 169 114 211 206 207 26 133 201 189 241 174 110 97 220 233 188 158 206 178 119 158 185 128 161 100 126 180 171 115 235 149 125 207 142 178 119 141 139 94 174 227 220 75 170 255 176 118 97 109 124 81 152 130 151 129 112 104 116 161 144 220 161 260 142 184 120 90 217 232 169 148 139 96 56 126 247 183 160 162 125 171 106 106 159 185 177 144 85 210 171 204 237 200 230 141 146 244 211 71 175 149 83 181 205 211 171 11 248 146 113 172 176 79 236 157 138 99 161 72 183 180 85 108 96 24 136 138 188 158 154 182 39 161 170 169 183 78 156 228 164 108 117 179 198 197 86 -9 203 143 78 205 187 91 80 112 186 92 166 170 111 147 52 114 105 64 122 160 121 121 199 185 -23 99 32 -3 167 116 137 122 137 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2518 2520 2294 1981 1879 1865 1975 2180 2424 2468 2537 2391 2351 2190 2107 1999 2105 2128 2306 2482 2635 2709 2824 2799 2844 2771 2684 2735 2735 2612 2654 2597 2574 2692 2741 2765 2633 2481 2434 2393 2237 2413 2377 2463 2359 2330 2499 2702 2792 2805 2713 2764 2819 2981 2960 2872 2641 2447 2283 2217 2170 2373 2588 2726 3048 2969 2930 2558 2237 2089 1958 2101 2253 2452 2649 2546 2478 2401 2155 1773 1634 1646 1918 2241 2409 2385 2225 1918 1828 1646 1664 1805 2126 2333 2762 2701 2598 2350 2340 2281 2387 2386 2415 2319 2391 2421 2542 2757 2686 2836 2963 2893 3077 3175 3138 3164 3140 3159 2791 2544 2577 2610 2515 2496 2447 2246 2147 2180 2284 2409 2813 2859 2628 2834 2707 2801 2905 2725 2537 2241 2211 2160 2075 2045 2036 1994 1870 1716 1565 1539 1666 1609 1629 1577 1545 1626 1529 1584 1618 1830 2128 2237 2425 2400 2387 2441 2478 2452 2333 2339 2204 2010 1857 1973 2130 2372 2592 2570 2534 2319 2201 2072 2082 2236 2383 2398 2399 2323 2179 2225 2231 2131 2144 2150 2006 2164 2483 2565 2740 2813 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