H-atom energy spectrum in open RW space time via approximated "curved" Coulomb potential

A. Zecca
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引用次数: 1

Abstract

The Dirac equation with approximated “curved” Coulomb potential is studied in open Robertson Walker space-time by the NewmanPenrose formalism. Under suitable approximations on both the cosmological background and short range of the action of the potential, the confined solutions of the Dirac equation are exactly determined. By a Schrôdinger like quantization assumption they are interpreted to describe the Hydrogen atom. The corresponding discrete energy spectrum is determined.
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通过近似“弯曲”库仑势在开放RW时空中的h原子能谱
在开放的罗伯逊-沃克时空中,用纽曼-彭罗斯的形式研究了近似“弯曲”库仑势的狄拉克方程。在适当的宇宙背景近似和势作用的短范围近似下,精确地确定了狄拉克方程的约束解。通过类似Schrôdinger的量子化假设,它们被解释为描述氢原子。确定了相应的离散能谱。
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