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|
Frequency [wavenumbers] |
Wavelength [microns] |
Integrated cross-section [km/mol] |
Symmetry | Scaling factor |
|---|---|---|---|---|
| 3127 | 3.198 | 0.1075 | A | 0.9597 |
| 3117 | 3.208 | 0.1464 | A | 0.9597 |
| 3116 | 3.209 | 1.527 | A | 0.9597 |
| 3108 | 3.217 | 0.4933 | A | 0.9597 |
| 3107 | 3.219 | 0.0723 | A | 0.9597 |
| 3105 | 3.22 | 1.974 | A | 0.9597 |
| 3103 | 3.223 | 0.2616 | A | 0.9597 |
| 3099 | 3.226 | 0.3722 | A | 0.9597 |
| 3097 | 3.229 | 0.8343 | A | 0.9597 |
| 3096 | 3.23 | 0.5035 | A | 0.9597 |
| 3094 | 3.232 | 0.0081 | A | 0.9597 |
| 3086 | 3.24 | 0.4372 | A | 0.9597 |
| 3086 | 3.241 | 0.0436 | A | 0.9597 |
| 3085 | 3.241 | 0.5425 | A | 0.9597 |
| 3084 | 3.242 | 0.0051 | A | 0.9597 |
| 3084 | 3.243 | 0.2482 | A | 0.9597 |
| 3083 | 3.244 | 1.065 | A | 0.9597 |
| 3082 | 3.244 | 0.5364 | A | 0.9597 |
| 1599 | 6.255 | 206 | A | 0.9691 |
| 1597 | 6.263 | 225.7 | A | 0.9691 |
| 1586 | 6.305 | 142.9 | A | 0.9691 |
| 1574 | 6.355 | 54.87 | A | 0.9691 |
| 1570 | 6.368 | 136.9 | A | 0.9691 |
| 1555 | 6.432 | 607.8 | A | 0.9691 |
| 1543 | 6.481 | 82.53 | A | 0.9691 |
| 1534 | 6.517 | 168.4 | A | 0.9691 |
| 1517 | 6.592 | 32.6 | A | 0.9691 |
| 1512 | 6.614 | 145 | A | 0.9691 |
| 1508 | 6.63 | 7.171 | A | 0.9691 |
| 1494 | 6.692 | 80.52 | A | 0.9691 |
| 1469 | 6.807 | 121.7 | A | 0.9691 |
| 1465 | 6.828 | 5.127 | A | 0.9691 |
| 1448 | 6.908 | 11.23 | A | 0.9691 |
| 1439 | 6.948 | 25.15 | A | 0.9691 |
| 1435 | 6.968 | 8.805 | A | 0.9691 |
| 1429 | 6.997 | 42.07 | A | 0.9691 |
| 1418 | 7.051 | 3.655 | A | 0.9691 |
| 1416 | 7.064 | 16 | A | 0.9691 |
| 1394 | 7.174 | 47.24 | A | 0.9691 |
| 1383 | 7.233 | 30.05 | A | 0.9691 |
| 1368 | 7.307 | 87.76 | A | 0.9691 |
| 1362 | 7.344 | 64 | A | 0.9691 |
| 1351 | 7.402 | 188.3 | A | 0.9691 |
| 1345 | 7.432 | 401.1 | A | 0.9691 |
| 1339 | 7.469 | 81.95 | A | 0.9691 |
| 1322 | 7.562 | 223 | A | 0.9691 |
| 1310 | 7.632 | 103.8 | A | 0.9691 |
| 1290 | 7.75 | 355.8 | A | 0.9691 |
| 1278 | 7.823 | 26.15 | A | 0.9691 |
| 1266 | 7.899 | 97.28 | A | 0.9691 |
| 1252 | 7.985 | 99.72 | A | 0.9691 |
| 1233 | 8.107 | 23.84 | A | 0.9691 |
| 1226 | 8.154 | 21.15 | A | 0.9691 |
| 1225 | 8.165 | 59.31 | A | 0.9691 |
| 1212 | 8.251 | 41.36 | A | 0.9691 |
| 1202 | 8.321 | 8.421 | A | 0.9691 |
| 1198 | 8.346 | 105.7 | A | 0.9691 |
| 1173 | 8.528 | 8.44 | A | 0.9691 |
| 1171 | 8.542 | 24.44 | A | 0.9691 |
| 1162 | 8.606 | 18.28 | A | 0.9691 |
| 1155 | 8.656 | 63.42 | A | 0.9691 |
| 1149 | 8.702 | 44.67 | A | 0.9691 |
| 1134 | 8.818 | 4.826 | A | 0.9691 |
| 1126 | 8.878 | 3.189 | A | 0.9691 |
| 1095 | 9.133 | 14.76 | A | 0.9691 |
| 1089 | 9.186 | 5.952 | A | 0.9691 |
| 1068 | 9.361 | 28.83 | A | 0.9794 |
| 1051 | 9.519 | 6.119 | A | 0.9794 |
| 1040 | 9.615 | 33.8 | A | 0.9794 |
| 1014 | 9.858 | 5.996 | A | 0.9794 |
| 1009 | 9.91 | 3.285 | A | 0.9794 |
| 1007 | 9.933 | 9.723 | A | 0.9794 |
| 1003 | 9.975 | 1.461 | A | 0.9794 |
| 993.2 | 10.07 | 6.45 | A | 0.9794 |
| 986 | 10.14 | 4.537 | A | 0.9794 |
| 981.3 | 10.19 | 4.556 | A | 0.9794 |
| 980.3 | 10.2 | 5.938 | A | 0.9794 |
| 971.5 | 10.29 | 14.02 | A | 0.9794 |
| 969.2 | 10.32 | 10.7 | A | 0.9794 |
| 955.5 | 10.47 | 4.646 | A | 0.9794 |
| 951.2 | 10.51 | 6.149 | A | 0.9794 |
| 938.8 | 10.65 | 31.82 | A | 0.9794 |
| 901 | 11.1 | 4.17 | A | 0.9794 |
| 894.3 | 11.18 | 7.212 | A | 0.9794 |
| 890.8 | 11.23 | 13.2 | A | 0.9794 |
| 875.3 | 11.42 | 2.948 | A | 0.9794 |
| 861 | 11.61 | 24.8 | A | 0.9794 |
| 837.3 | 11.94 | 48.87 | A | 0.9794 |
| 833.2 | 12 | 11.86 | A | 0.9794 |
| 817.6 | 12.23 | 42.62 | A | 0.9794 |
| 804.8 | 12.42 | 19.18 | A | 0.9794 |
| 791.1 | 12.64 | 4.893 | A | 0.9794 |
| 785.4 | 12.73 | 3.665 | A | 0.9794 |
| 778.6 | 12.84 | 18.41 | A | 0.9794 |
| 773.3 | 12.93 | 38.74 | A | 0.9794 |
| 764.5 | 13.08 | 11.34 | A | 0.9794 |
| 757.4 | 13.2 | 9.883 | A | 0.9794 |
| 753.6 | 13.27 | 21.19 | A | 0.9794 |
| 743.3 | 13.45 | 3.03 | A | 0.9794 |
| 732.7 | 13.65 | 8.884 | A | 0.9794 |
| 703.5 | 14.21 | 18.21 | A | 0.9794 |
| 697.8 | 14.33 | 2.204 | A | 0.9794 |
| 659.6 | 15.16 | 43.68 | A | 0.9794 |
| 649.6 | 15.4 | 1.301 | A | 0.9794 |
| 640 | 15.62 | 6.712 | A | 0.9794 |
| 618.8 | 16.16 | 7.67 | A | 0.9794 |
| 613.4 | 16.3 | 10.77 | A | 0.9794 |
| 595.3 | 16.8 | 0.2144 | A | 0.9794 |
| 578.6 | 17.28 | 19.57 | A | 0.9794 |
| 565.7 | 17.68 | 2.232 | A | 0.9794 |
| 561.8 | 17.8 | 9.051 | A | 0.9794 |
| 540.1 | 18.52 | 3.654 | A | 0.9794 |
| 531.6 | 18.81 | 3.627 | A | 0.9794 |
| 526.9 | 18.98 | 6.928 | A | 0.9794 |
| 513.8 | 19.46 | 6.525 | A | 0.9794 |
| 504.1 | 19.84 | 22.38 | A | 0.9794 |
| 489.5 | 20.43 | 3.109 | A | 0.9794 |
| 487.5 | 20.51 | 10.13 | A | 0.9794 |
| 479.2 | 20.87 | 5.479 | A | 0.9794 |
| 465.2 | 21.5 | 6.051 | A | 0.9794 |
| 455.7 | 21.94 | 6.664 | A | 0.9794 |
| 441.1 | 22.67 | 4.865 | A | 0.9794 |
| 419.5 | 23.84 | 3.356 | A | 0.9794 |
| 411.6 | 24.3 | 1.364 | A | 0.9794 |
| 397.4 | 25.16 | 4.443 | A | 0.9794 |
| 369.9 | 27.03 | 0.6706 | A | 0.9794 |
| 345.4 | 28.95 | 1.924 | A | 0.9794 |
| 329.1 | 30.39 | 2.066 | A | 0.9794 |
| 321.1 | 31.14 | 2.716 | A | 0.9794 |
| 294.3 | 33.98 | 0.7115 | A | 0.9794 |
| 261.3 | 38.27 | 0.7602 | A | 0.9794 |
| 239.1 | 41.82 | 7.399 | A | 0.9794 |
| 235.5 | 42.46 | 2.672 | A | 0.9794 |
| 216.4 | 46.2 | 2.583 | A | 0.9794 |
| 197.5 | 50.62 | 2.516 | A | 0.9794 |
| 169.1 | 59.12 | 0.4257 | A | 0.9794 |
| 162 | 61.74 | 2.792 | A | 0.9794 |
| 149.4 | 66.95 | 0.429 | A | 0.9794 |
| 110 | 90.92 | 0.079 | A | 0.9794 |
| 94.13 | 106.2 | 0.5805 | A | 0.9794 |
| 79.42 | 125.9 | 0.5352 | A | 0.9794 |
| 62.81 | 159.2 | 1.639 | A | 0.9794 |
| 46.4 | 215.5 | 0.068 | A | 0.9794 |
| 34.45 | 290.3 | 0.6797 | A | 0.9794 |
Note(s):
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