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A numerical method of calculation, involving Gauss quadratures in four dimensions, is proposed for diatomic molecule calculations. It is applied to a linear variation function for H2+ and to James—Coolidge-type correlated functions for H2 with up to 15 basis functions. With a total of 1440 quadrature points, binding energies are reproduced to 0.1% and wavefunctions are reproduced to a few percent. Advantages and disadvantages of the method are discussed, and a comparison with the method of Frost is given.
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Jerry Goodisman (1964) studied this question.
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