Born's approximation is used to calculate the cross sections for the processes H (1s) + He (1s 2 ) → H(2s, 2p, 3s, 3p, 3d or C) + He (1s2p 1 P) where C represents the continuum. It is found that these double transition collisions are collectively much more effective at high impact energies than the simple single transition collision H (1s) + He(1s 2 ) → H (1s) + He (1s2p 1 P) which is also investigated. Born's approximation is further used to calculate the cross sections for the processes He + (1s) (or H + ) + He (1s 2 ) → He + (1s) (or H + ) + He (1s2p 1 P) double transitions being here found to be unimportant.
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Moiseiwitsch et al. (1954) studied this question.
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