Asymptotic form of three-body (dtμ)+ and (ddμ)+ wave functions

Y. Kino; M. R. Harston; I. Shimamura; E. A.G. Armour; M. Kamimura

doi:10.1007/bf02227639

Asymptotic form of three-body (dtμ)⁺ and (ddμ)⁺ wave functions

Y. Kino, M. R. Harston, I. Shimamura, E. A.G. Armour, M. Kamimura

SCI - Chemistry

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

6 Citations (Scopus)

Abstract

In order to investigate a discrepancy between existing literature values for the normalization constant in the asymptotic form of three-body wave functions for (dtμ)⁺, we report the results of a new calculation of the normalization constants for this system as well as the related system (ddμ)⁺. These were obtained by fitting to accurate variational wave functions with special care being taken to describe the long-range behavior.

Original language	English
Pages (from-to)	325-328
Number of pages	4
Journal	Hyperfine Interactions
Volume	101-102
Issue number	1
DOIs	https://doi.org/10.1007/bf02227639
Publication status	Published - 1996

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abstract = "In order to investigate a discrepancy between existing literature values for the normalization constant in the asymptotic form of three-body wave functions for (dtμ)+, we report the results of a new calculation of the normalization constants for this system as well as the related system (ddμ)+. These were obtained by fitting to accurate variational wave functions with special care being taken to describe the long-range behavior.",

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AU - Armour, E. A.G.

AU - Kamimura, M.

PY - 1996

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AB - In order to investigate a discrepancy between existing literature values for the normalization constant in the asymptotic form of three-body wave functions for (dtμ)+, we report the results of a new calculation of the normalization constants for this system as well as the related system (ddμ)+. These were obtained by fitting to accurate variational wave functions with special care being taken to describe the long-range behavior.

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ER -

Asymptotic form of three-body (dtμ)⁺ and (ddμ)⁺ wave functions

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