A numerical study of the Fermi hypernetted chain method

E. Krotscheck

doi:10.1016/0375-9474(79)90456-1

A numerical study of the Fermi hypernetted chain method

E. Krotscheck

Physics

Research output: Contribution to journal › Article › peer-review

25 Scopus citations

Abstract

We compare several elaborations of the Fermi hypernetted chain (FHNC) method for the calculation of ground-state properties of dense Fermi systems. A variety of simple nuclear potentials is employed. Consistency tests give estimates for the convergence of the resulting FHNC expansions with respect to elementary diagrams, and to antisymmetry corrections.

Original language	English
Pages (from-to)	149-162
Number of pages	14
Journal	Nuclear Physics A
Volume	317
Issue number	1
DOIs	https://doi.org/10.1016/0375-9474(79)90456-1
State	Published - Apr 2 1979

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title = "A numerical study of the Fermi hypernetted chain method",

abstract = "We compare several elaborations of the Fermi hypernetted chain (FHNC) method for the calculation of ground-state properties of dense Fermi systems. A variety of simple nuclear potentials is employed. Consistency tests give estimates for the convergence of the resulting FHNC expansions with respect to elementary diagrams, and to antisymmetry corrections.",

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AB - We compare several elaborations of the Fermi hypernetted chain (FHNC) method for the calculation of ground-state properties of dense Fermi systems. A variety of simple nuclear potentials is employed. Consistency tests give estimates for the convergence of the resulting FHNC expansions with respect to elementary diagrams, and to antisymmetry corrections.

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JO - Nuclear Physics A

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A numerical study of the Fermi hypernetted chain method

Abstract

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