A Study on the Influence of Quantum Repulsion on the Stability of Material Microstructure
Abstract
It is already known that the degenerate force is a repulsive force generated by quantum mechanical effects. This paper discusses another repulsive force generated by quantum mechanical effects. The existence of this repulsive force is independent of the particles properties
and is solely endowed by the uncertainty principle of quantum mechanics. Therefore, this paper terms it the quantum repulsive force, and
for the same reason, it is also called the universal repulsive force.
??Classical mechanics emerged first, followed by quantum mechanics, so quantum mechanics is deeply imprinted with classical mechanics. Focusing on this point, through discussing the generation mechanism and properties of the quantum repulsive force, this paper proposes a
classical formula for the quantum repulsive force similar to the classical Coulomb force. The aim is to integrate the quantum repulsive force
and the Coulomb force into the Schringer equation. Through such operations and calculations based on the Schringer equation, it is derived that in the extremely microspace near the hydrogen nucleus (proton), there exists a solution of the quantum harmonic oscillator, rather
than the electron being attracted by the proton to form a point.
and is solely endowed by the uncertainty principle of quantum mechanics. Therefore, this paper terms it the quantum repulsive force, and
for the same reason, it is also called the universal repulsive force.
??Classical mechanics emerged first, followed by quantum mechanics, so quantum mechanics is deeply imprinted with classical mechanics. Focusing on this point, through discussing the generation mechanism and properties of the quantum repulsive force, this paper proposes a
classical formula for the quantum repulsive force similar to the classical Coulomb force. The aim is to integrate the quantum repulsive force
and the Coulomb force into the Schringer equation. Through such operations and calculations based on the Schringer equation, it is derived that in the extremely microspace near the hydrogen nucleus (proton), there exists a solution of the quantum harmonic oscillator, rather
than the electron being attracted by the proton to form a point.
Keywords
Classical mechanics; Quantum mechanics; Uncertainty principle; Classical harmonic oscillator; Quantum harmonic oscillator
Full Text:
PDFReferences
[1] Zhu Xingyue Study on the Influence and Mechanism of Sodium Petroleum Sulfonate on Fluorite Flotation [D]. Wuhan University of
Technology, 2019
[2] Gao Guangbo Numerical Study on Casimir Bode Forces and Their Regulating Characteristics in Surface Plasmon Micro Nano Structures [D]. Jishou University, 2023
[3] Liu Yuexin Characteristics of interatomic interactions in inert gas crystals [J]. Journal of Shaanxi University of Science and Technology
(Natural Science Edition), 2006
DOI: http://dx.doi.org/10.70711/frim.v3i9.7349
Refbacks
- There are currently no refbacks.