A New Nonrelativistic Investigation for Interactions in One-Electron Atoms With Modified Inverse-Square Potential: Noncommutative Two and Three Dimensional Space Phase Solutions at Planck’s and Nano-Scales

A. Maireche
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引用次数: 5

Abstract

It is well-known, that, the modern quantum mechanics, satisfied a big successful in the last few years, for describing atoms, nuclei, and molecules and their spectral behaviors based on three fundamental equations: Schrödinger, Klein-Gordon and Dirac. Schrödinger equation rest the first and the latest in terms of interest, it is playing a crucial role in devising well-behaved physical models in different fields of physics and chemists, many potentials are treated within the framework of nonrelativistic quantum mechanics based on this equation in two, three and D generalized spaces [1-30], the quantum structure based to the ordinary canonical commutations relations (CCRs) in both Schrödinger and Heisenberg (the operators are depended on time) pictures (CCRs), respectively, as:
具有修正反平方势的单电子原子相互作用的一种新的非相对论性研究:普朗克尺度和纳米尺度的非交换二维和三维空间相解
众所周知,现代量子力学在最近几年取得了巨大的成功,因为它基于三个基本方程:Schrödinger、Klein-Gordon和Dirac来描述原子、原子核和分子及其光谱行为。Schrödinger方程是第一个也是最新的,它在物理学和化学家的不同领域设计良好的物理模型方面起着至关重要的作用,许多势在非相对论量子力学的框架内基于该方程在二维,三维和三维广义空间中进行处理[1-30]。分别在Schrödinger和Heisenberg(算子依赖于时间)图(CCRs)中基于普通正则交换关系(CCRs)的量子结构为:
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