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- W264133301 abstract "Publisher Summary This chapter explores parametrization of the half shell T-matrix when the two-body bound state is delineated. The problem of parametrizing the half-shell function Φ( k , k ′) using the s-wave phase shifts δ( k ) and the bound state wavefunction r B as input data, was first considered by Haftel. His method required choosing a model potential V M , which admitted the same bound state as the actual potential and introduce a function Φ W ( k , k ′) described in the chapter. As regards the determination of Φ W ( k , k ′) itself, Haftel suggested that its symmetric part σ W ( k , k ′) be chosen arbitrarily. This chapter uses a separable potential V sep to be the model potential envisaged by Haftel. This choice is justified because such a separable potential would naturally admit the delineated bound state and has the advantage that being UPA to the exact (unknown) potential, it is expected to reproduce the halfshell function to a considerable extent, not leaving much to be bridged by arbitrary correcting terms." @default.
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- W264133301 date "1976-01-01" @default.
- W264133301 modified "2023-09-27" @default.
- W264133301 title "PARAMETRIZATION OF THE HALF SHELL t-MATRIX WHEN THE TWO BODY BOUND STATE IS DELINEATED" @default.
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- W264133301 doi "https://doi.org/10.1016/b978-0-7204-0481-4.50017-4" @default.
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