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- W2072010264 abstract "The definition recently discussed by Stingl and Kirson for a microscopically founded single-particle potential is extended. The resulting potential is described by an operator of finite rank. We analyse the potential scattering phase shift. When a harmonic oscillator basis for the bound states is used, the analytical expressions for the transition amplitude and the wave function are considerably simplified. They are reduced to those which can be obtained in the case of a simple separable operator. It is shown that the phase shifts for all orbital angular momenta l decrease with energy. Restrictions imposed by this result on the use of the potential in the shell-model calculations extended to the continuum are discussed and possible improvements are suggested." @default.
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- W2072010264 title "Separable single-particle potential in shell-model calculations extended to the continuum" @default.
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- W2072010264 doi "https://doi.org/10.1016/0375-9474(70)90239-3" @default.
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