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Table A.1

Spectroscopic constants of HeH adiabatic molecular states dissociating into H(3s,3p,3d)+He(1s2).

State ref Re (Å) ωe (cm−1) ωexe (cm−1) ωeye (cm−1) De (eV/cm −1) Te (cm−1) T00 (cm−1)
 
42Σ+ (a) 0.7640 3382.7 162.8 42.4 2.172/17517.8 18382.2 18207.0
(b) 0.7675 3383
(c) 0.7677 3187
(d) 0.7702 3405 201 2.16
(e) 0.7709 3346.0 167.3 2.139/17255.6
(f) 18215.24
 
52Σ+ (a) 0.7759 3228.1 148.4 57.5 2.066/16674.1 19225.6 18979.3
(c) 0.7775 3057
(d) 0.7816 3252 208 2.06
(e) 0.7832 3148.5 141.1 2.032/16394.8
(f) 18945.92
 
62Σ+ (a) 0.7851 3148.6 168.3 31.1 1.680/13554.5 22345.7 22050.7
(e) 0.7921 3094.3 149.5 1.6522/13321.7
 
22Π (a) 0.7727 3267.6 178.4 22.1 2.096/16908 18991.9 18752.7
(b) 0.7788 3233
(c) 0.7755 3083
(d) 0.7783 3299 207 2.08
(e) 0.7833 3157.3 152.7 2.018/16274.7
(f) 18762.32
 
32Π (a) 0.7750 3239.2 175.1 24.6 2.057/16588 19311.9 19059.7
(e) 0.7799 3174.2 143.3 2.045/16496.1
(f) 19023.31
 
12Δ (a) 0.7738 3251.2 177.4 23.3 2.034/16406 19506.0 19259.0
(e) 0.7810 3195.1 154.3 1.986/16020.8
(f) 19248.90
 

Electronic dissociation energies De are calculated with reference to the respective dissociation limits of the adiabatic states. Te is the electronic transition energy from state A2Σ+, T00 the associated v′ =0 to v”=0 transition. The present vibrational data were determined for 4HeH through five-point polynomial interpolation. References: (a) theory, this work; (b) theory, Theodorakopoulos et al. (1987); (c) theory, Sarpal et al. (1991); (d) theory, Lo et al. (2006); (e) theory, van Hemert & Peyerimhoff (1991); (f) experiment, Ketterle (1990b).

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