Traveling wave and general form solutions for the coupled Higgs system
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Date
2023
Authors
Journal Title
Journal ISSN
Volume Title
Publisher
John Wiley & Sons Ltd.
Access Rights
info:eu-repo/semantics/embargoedAccess
Abstract
In this study, the coupled Higgs system, which is a special case of the coupledHiggs field equation, which is effective in energy transport in the sub-particlesof the atom, is discussed. With the help of the modified generalized exponen-tial rational function method, which is an important instrument in obtainingtraveling wave solutions, both the propagating wave solutions and generalform solutions of coupled Higgs system are presented. These solutions areexamined under some restrictive conditions as they are presented. It is arguedthat these solutions differ from the literature. The advantages and disadvan-tages of the method discussed in the conclusion and discussion section are dis-cussed. In addition, the changes in the behavior of the traveling wave solutionare discussed by giving physical meaning to some constants in the travelingwave solutions produced by the method. The effects on the traveling wavesolution are analyzed for different values of wave number, wave velocity, andwave frequency, which have physically important meanings. In addition, thebehaviors caused by these effects are supported with the help of simulation.
Description
Keywords
frequency wave, solitary wave solution, the modified generalized exponential rationalfunction method, wave number
Journal or Series
Mathematical Methods in the Applied Sciences
WoS Q Value
Q1
Scopus Q Value
N/A
Volume
46
Issue
8
