Author： Magnasco Valerio Figari Giuseppe
Publisher： Taylor & Francis Ltd
ISSN： 1362-3028
Source： Molecular Physics, Vol.60, Iss.3, 1987-02, pp. : 625-635
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Abstract
An exact analytical formula for the coefficients damping each individual multipole in the second-order induction for H + 2 is presented and the first three damping coefficients explicitly evaluated in closed form. Numerical calculation shows that the damped R - n series expansion of the induction energy always converges, the first four terms in the expansion accounting for no less than 97 per cent of the exact value over the whole range of internuclear separations.
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