Generating new symmetric bi-peakon and singular bi-periodic profile solutions to the generalized doubly dispersive equation

Alquran Marwan; Al Smadi Tasnim

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Generating new symmetric bi-peakon and singular bi-periodic profile solutions to the generalized doubly dispersive equation

机译：Generating new symmetric bi-peakon and singular bi-periodic profile solutions to the generalized doubly dispersive equation

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Abstract This work aims to explore new bidirectional-wave solutions to the generalized doubly dispersive equation through the use of two effective integration schemes: the modified rational sine–cosine and sinh–cosh functions, and the unified method. The proposed model is a type of nonlinear partial differential equation that includes a second-order temporal derivative and exhibits the property of propagating wave solutions as symmetric binary waves in a like manner to the Boussinesq equation. The new solutions are derived in detail, and graphical representations are provided to illustrate their physical structures. The results of this study are valuable for enhancing our understanding of the generalized doubly dispersive equation, which has diverse practical applications.

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来源
《Optical and Quantum Electronics》 |2023年第8期|共5页
作者
Alquran Marwan; Al Smadi Tasnim;
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作者单位

Jordan University of Science and Technology;

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收录信息美国《科学引文索引》(SCI);美国《工程索引》(EI);
原文格式 PDF
正文语种英语
中图分类光学;
关键词
Doubly dispersive equation; Rational sine–cosine/sinh–cosh functions; Unified method;

Generating new symmetric bi-peakon and singular bi-periodic profile solutions to the generalized doubly dispersive equation

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