Open Access

Table A.3.

Possible symmetries for the CH molecular states.

Index State gtotal Symmetries
1 2p23P 18 2Σ,  2Π,  4Σ,  4Π
2 2p21D 10 2Σ+,  2Π,  2Δ
3 2p21S 2 2Σ+
4 2p35So 10 4Σ,  6Σ
5 3s 3Po 18 2Σ+,  2Π,  4Σ+,  4Π
6 3s 1Po 6 2Σ+,  2Π
7 2p33Do 30 2Σ,  2Π,  2Δ,  4Σ,  4Π,  4Δ
8 3p 1P 6 2Σ,  2Π
9 3p 3D 30 2Σ+,  2Π,  2Δ,  4Σ+,  4Π,  4Δ
10 3p 3S 6 2Σ+,  4Σ+
11 3p 3P 18 2Σ,  2Π,  4Σ,  4Π
12 3p 1D 10 2Σ+,  2Π,  2Δ
13 3p 1S 2 2Σ+
14 2p33Po 18 2Σ+,  2Π,  4Σ+,  4Π
15 3d 1Do 10 2Σ,  2Π,  2Δ
16 4s 3Po 18 2Σ+,  2Π,  4Σ+,  4Π
17 3d 3Fo 42 2Σ+,  2Π,  2Δ,  2Φ,  4Σ+,  4Π,  4Δ,  4Φ
18 3d 3Do 30 2Σ,  2Π,  2Δ,  4Σ,  4Π,  4Δ
19 4s 1Po 6 2Σ+,  2Π
20 3d 1Fo 14 2Σ+,  2Π,  2Δ,  2Φ
21 3d 1Po 6 2Σ+,  2Π
22 3d 3Po 18 2Σ+,  2Π,  4Σ+,  4Π
23 4p 1P 6 2Σ,  2Π
24 4p 3D 30 2Σ+,  2Π,  2Δ,  4Σ+,  4Π,  4Δ
25 4p 3S 6 2Σ+,  4Σ+
26 4p 3P 18 2Σ,  2Π,  4Σ,  4Π
27 4p 1D 10 2Σ+,  2Π,  2Δ
28 4p 1S 2 2Σ+
29 2p23P + H (n = 2) 72 2Σ,  2Π,  4Σ,  4Π,  2Σ+,  2Δ,  4Σ+,  4Δ
30 4d 1Do 10 2Σ,  2Π,  2Δ
31 5s 3Po 18 2Σ+,  2Π,  4Σ+,  4Π
32 4d 3Fo 42 2Σ+,  2Π,  2Δ,  2Φ,  4Σ+,  4Π,  4Δ,  4Φ
33 4d 3Do 30 2Σ,  2Π,  2Δ,  4Σ,  4Π,  4Δ
34 5s 1Po 6 2Σ+,  2Π
35 4d 1Fo 14 2Σ+,  2Π,  2Δ,  2Φ
36 4d 1Po 6 2Σ+,  2Π
37 4d 3Po 18 2Σ+,  2Π,  4Σ+,  4Π
38 C+ 2p 2Po 6 2Σ+,  2Π
Number of symmetries to calculate: 2 2Σ+,  2Π
g: 2, 4

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