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2D Hydrogen Atom Energy Levels and Symmetry by ajparnaiba is a document available to read on EtoBox.
The document summarizes recent work revisiting the two-dimensional hydrogen atom. It introduces the bound state energy eigenvalues, which are degenerate due to the existence of a two-dimensional analogue of the quantum-mechanical Runge-Lenz vector. It then reformulates the problem in momentum space and solves the integral Schrödinger equation by projecting momentum space onto a three-dimensional sphere, leading to an un tabulated integral relation involving special functions. Finally, it considers the dynam
- Author
- ajparnaiba
- Language
- EN