s-wave scattering and the zero-range limit of the finite square well in arbitrary dimensions

Details s-wave scattering and the zero-range limit of the finite square well in arbitrary dimensions s-wave scattering and the zero-range limit of the finite square well in arbitrary dimensions

2010-09-10

arxiv.org/abs/1009.1918v1

Physics

Quantum Physics

Scientific paper

We examine the zero-range limit of the finite square well in arbitrary dimensions through a systematic analysis of the reduced, s-wave two-body time-independent Schr\"odinger equation. A natural consequence of our investigation is the requirement of a delta-function multiplied by a regularization operator to model the zero-range limit of the finite-square well when the dimensionality is greater than one. The case of two dimensions turns out to be surprisingly subtle, and needs to be treated separately from all other dimensions.

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