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Table B.1
Unblended transitions of ET identified in the single-dish spectra (GBT and IRAM 30 m) towards G31.
| Frequency | Transitiona | Eup |
| (GHz) | (K) | |
|
|
||
| 45.34445 | 4(2, 2)−3(1, 2), vt = 0−1 | 70 |
| 45.45987 | 13(3, 11)−12(4, 8) | 88 |
| 81.68343 | 8(1, 7)−7(2, 6) | 32 |
| 83.56877 | 5(1, 5)−4(1, 4), vt = 0−0 | 70 |
| 83.66196 | 5(1, 5)−4(1, 4), vt = 1−1 | 75 |
| 84.59587 | 4(2, 3)−4(1, 4) | 13 |
| 85.26550 | 6(0, 6)−5(1, 5) | 17 |
| 85.74718 | 5(0, 5)−4(0, 4), vt = 0−0 | 69 |
| 85.76515 | 8(0, 8)−8(1, 8), vt = 1−0 | 91 |
| 85.76890 | 5(0, 5)−4(0, 4), vt = 1−1 | 74 |
| 86.31130 | 5(2, 4)−4(2, 3), vt = 0−0 | 74 |
| 86.51654 | 5(4, 2)−4(4, 1), vt = 1−1 | 94 |
| 86.51654 | 5(4, 1)−4(4, 0), vt = 1−1 | 94 |
| 86.55042 | 5(3, 3)−4(3, 2), vt = 1−1 | 85 |
| 86.55596 | 5(4, 2)−4(4, 1), vt = 0−0 | 89 |
| 86.55596 | 5(4, 1)−4(4, 0), vt = 0−0 | 89 |
| 86.56484 | 5(3, 2)−4(3, 1), vt = 1−1 | 85 |
| 86.62171 | 5(3, 2)−4(3, 1), vt = 0−0 | 80 |
| 87.02713 | 5(2, 3)−4(2, 2), vt = 1−1 | 79 |
| 87.03001 | 5(2, 3)−4(2, 2), vt = 0−0 | 74 |
| 87.71610 | 5(2, 4)−5(1, 5) | 18 |
| 88.69737 | 8(1, 7)−7(0, 7), vt = 0−1 | 89 |
| 98.58509 | 15(1, 15)−15(0, 15), vt = 1−0 | 158 |
| 112.12954 | 12(3, 9)−12(2, 10) | 77 |
| 140.50681 | 8(2, 6)−7(2, 5), vt = 0−0 | 92 |
| 147.42746 | 8(1, 8)−7(0, 7) | 30 |
| 154.93019 | 9(2, 8)−8(2, 7), vt = 1−1 | 104 |
| 168.12339 | 10(0, 10)−9(0, 9), vt = 0−0 | 102 |
| 168.24791 | 10(0, 10)−9(0, 9), vt = 1−1 | 106 |
| 169.70219 | 18(3, 16)−18(2, 17) | 155 |
| 171.96575 | 10(2, 9)−9(2, 8), vt = 1−1 | 112 |
| 173.07117 | 10(6, 4)−9(6, 3), vt = 1−1 | 152 |
| 173.07117 | 10(6, 5)−9(6, 4), vt = 1−1 | 152 |
| 173.24010 | 10(5, 6)−9(5, 5), vt = 0−0 | 133 |
| 173.24010 | 10(5, 5)−9(5, 4), vt = 0−0 | 133 |
| 173.39133 | 5(2, 3)−4(1, 4) | 18 |
| 173.39339 | 10(4, 6)−9(4, 5), vt = 0−0 | 122 |
| 174.23291 | 6(2, 5)−5(1, 4) | 23 |
| 224.44306 | 12(7, 6)−12(6, 6), vt = 0−1 | 181 |
| 224.44311 | 12(7, 5)−12(6, 7), vt = 0−1 | 181 |
| 224.59698 | 16(7, 10)−16(6, 10), vt = 0−1 | 230 |
| 224.59850 | 16(7, 9)−16(6, 11), vt = 0−1 | 230 |
| 224.66995 | 3(2, 1)−2(1, 1), vt = 1−0 | 71 |
| 224.73929 | 11(3, 9)−10(2, 9), vt = 0−1 | 123 |
| 224.82313 | 13(1, 12)−12(1, 11), vt = 0−0 | 135 |
| 228.02905 | 13(3, 10)−13(3, 9), vt = 0−0 | 144 |
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