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Irregular Solutions of Schrödinger Equation by Zhongrui Li is a document available to read on EtoBox.
What is Irregular Solutions of Schrödinger Equation about?
This research paper discusses the calculation of irregular solutions of the Schrödinger equation for non-spherical potentials, which are crucial for scattering theory and the analytical properties of the Green function. The authors present an integral-equation method that effectively addresses the challenges posed by the divergent behavior of these solutions, particularly in the context of metallic alloys. The approach is demonstrated through numerical calculations for the electron density of NiTi in its mo
- Author
- Zhongrui Li
- Language
- EN