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Calculation in K space of integrals arising in the theory of Van Der Waals forces by P. Malinowski; A. C. Tanner; K. F. Lee; B. Linder is a Physics and Astronomy article available to read on EtoBox.

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## Abstract We derive basic integrals needed for calculation of matrix elements of the Fourier transformed Coulomb operator and the Fourier transformed square of the Coulomb operator between 1__s__ Slater functions. These integrals arise, for example, in the momentum space (**k** space) susceptibility formulation of van der Waals forces. The advantages of integration in **k** space (rather than **r** space) are that in **k** space there is a drastic reduction in the number of integration variables, and contour integration can be used. The derivation is completely analytic and the auxiliary integrals are all obtained in closed form.

Who reads Calculation in K space of integrals arising in the theory of Van Der Waals forces?

Author

P. Malinowski; A. C. Tanner; K. F. Lee; B. Linder

Publisher

John Wiley and Sons; Wiley (John Wiley & Sons); John Wiley & Sons Inc.; Wiley (ISSN 0020-7608)

Published

1982

Language

EN

Field

Physics and Astronomy (Physical Sciences)