Model for Origin and Modification of Mass and Coupling Constant Article Swipe

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Yujie Chen , Shilin Li , Yuan-Yuan Liu , Xin Gu , Wen-Du Li , Wu-Sheng Dai ·

YOU? · · 2023 · Open Access · · DOI: https://doi.org/10.3390/universe9090426

We build a model of the origin of physical constants, including masses and coupling constants. We consider the quantum correction of masses and coupling constants. Some exactly solved leading quantum corrections are given. In the model, the physical constant originates from a coupling between the matter field and a background field. We show that if such a background field as it should be in the real physical world is a quantum field, then the physical constant will have a space- and time-dependent quantum correction and will no longer be a constant. We build a scalar field model and a mechanics model. In these two models, we discuss the quantum correction of masses and coupling constants in the field framework and in the mechanics framework.

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Quantum Electrodynamics

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Physics Coupling constant Scalar field Field (mathematics) Quantum Constant (computer programming) Quantum field theory Coupling (piping) Quantum mechanics Physical constant Scalar (mathematics) Theoretical physics Classical mechanics Quantum electrodynamics Geometry Pure mathematics Engineering Programming language Mechanical engineering Computer science Mathematics

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Type: article
Language: en
Landing Page: https://doi.org/10.3390/universe9090426
PDF: https://www.mdpi.com/2218-1997/9/9/426/pdf?version=1695289375
OA Status: gold
Cited By: 2
References: 46
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DOI: https://doi.org/10.3390/universe9090426

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Title: Model for Origin and Modification of Mass and Coupling Constant

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Publication year: 2023

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Publication date: 2023-09-21

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Authors: Yujie Chen, Shilin Li, Yuan-Yuan Liu, Xin Gu, Wen-Du Li, Wu-Sheng Dai

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Landing page: https://doi.org/10.3390/universe9090426

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Concepts: Physics, Coupling constant, Scalar field, Field (mathematics), Quantum, Constant (computer programming), Quantum field theory, Coupling (piping), Quantum mechanics, Physical constant, Scalar (mathematics), Theoretical physics, Classical mechanics, Quantum electrodynamics, Geometry, Pure mathematics, Engineering, Programming language, Mechanical engineering, Computer science, Mathematics

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Cited by: 2

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