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Short-Range Intermolecular Forces. II. H2–H2 and H2–H

The Journal of Chemical Physics, 1957
The energy of interaction between two hydrogen molecules and between a hydrogen atom and a hydrogen molecule are calculated using a new method1 for approximating the 3- and 4-center integrals. The results are in good agreement with previous calculations of Margenau and with existing experimental data.
Edward A. Mason, Joseph O. Hirschfelder
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Interaction Energies for the H–H2 and H2–H2 System

The Journal of Chemical Physics, 1960
Interaction energies for the H–H2 and H2–H2 systems have been obtained by a semiempirical perfectpairing procedure used previously. The results have been compared with interaction energies obtained from other sources and the agreement among the different curves is reasonably good.
Joseph T. Vanderslice, Edward A. Mason
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vibration—vibration energy transfer in hydrogen molecules: H2(1) + H2(1) → H2(2) + H2(0)

Chemical Physics Letters, 1979
Abstract The effect of molecular rotation and temperature dependence of energy transfer probabilities of the vibration—vibration process H2(1) + H2(1) → H2(2) + H2 (0) have been investigated using a semi-empirical potential in the probability expression obtained from an approximate solution of the time dependent wave equation.
H.K. Shin, P.L. Altick
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