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Table 3

Description of B groups in the input line list.

ID Molecule Upper state(s) Remarksa

1 OH X2Π1/2, J′ = 1/2 Q2(0.5), P2(1.5)
2 OH X2Π3/2, J′ = 3/2 Q1(1.5), P1(2.5)
3 OH X2Π1/2, J′ = 3/2 R2(0.5), Q2(1.5), P2(2.5)
4 OH X2Π3/2, J′ = 5/2 R1(1.5), Q1(2.5), P1(3.5)
5 OH X2Π1/2, J′ = 5/2 R2(1.5), Q2(2.5), P2(3.5)
6 OH X2Π3/2, J′ = 7/2 R1(2.5), Q1(3.5), P1(4.5)
7 OH X2Π1/2, J′ = 7/2 R2(2.5), Q2(3.5), P2(4.5)
8 OH X2Π3/2, J′ = 9/2 R1(3.5), Q1(4.5), P1(5.5)
9 OH X2Π1/2, J′ = 9/2 R2(3.5), Q2(4.5), P2(5.5)
10 OH X2Π3/2, J′ = 11/2 R1(4.5), Q1(5.5), P1(6.5)
11 O2 , J′ = 0,2,4
12 O2 , J′ = 6,8
13 O2 , J′ = 10,12
14 O2 , J′ = 14,16
15 O2 a1Δg, J′ = 2,4 v′′ = 0
16 O2 a1Δg, J′ = 6,8 v′′ = 0
17 O2 a1Δg, J′ = 10,12 v′′ = 0
18 O2 a1Δg, J′ = 14,16 v′′ = 0
19 O2 a1Δg, J′ = 18,20 v′′ = 0
20 O2 a1Δg, J′ = 20,22 v′′ = 0
21 O2 a1Δg, J′ = 2,4 v′′ ≠ 0
22 O2 a1Δg, J′ = 6,8 v′′ ≠ 0
23 O2 a1Δg, J′ = 10,12 v′′ ≠ 0
24 O2 a1Δg, J′ = 14,16 v′′ ≠ 0

Notes.

(a)

OH rotational transitions (identified by the branch and total angular momentum of the lower state J′′) or lower vibrational level v′′ for O2(a-X) transitions.

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