Transmission of high-frequency waves in a tranquil medium with general form of the Vakhnenko dynamical equation

Seadawy Aly; Ali Asghar; Baleanu Dumitru

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Transmission of high-frequency waves in a tranquil medium with general form of the Vakhnenko dynamical equation

机译：具有vakhnenko动态方程的一般形式的宁静介质中的高频波传输

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In this new work, two novel modified mathematical methods, called simple equation and F-expansion are devised for exact solutions of Vakhnenko equation, used to handle the transmission of high-frequency waves in a tranquil medium.The constructed results are in exponential, trigonometric and hyperbolic functions. By conveying the specific values for parameters, diverse form of 2D and 3D waves are generated with assistance of Mathematica. The developed solutions are fruitful in NPDEs.

机译：在这项新的工作中，设计了两种新的修正数学方法，称为简单方程和F展开法，用于精确求解瓦赫嫩科方程，用于处理高频波在平静介质中的传输。构造的结果是指数函数、三角函数和双曲函数。通过传递参数的特定值，在Mathematica的帮助下生成各种形式的二维和三维波。所开发的解决方案在NPDEs中是富有成效的。

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来源
《Physica Scripta: An International Journal for Experimental and Theoretical Physics》 |2020年第9期|共8页
作者
Seadawy Aly; Ali Asghar; Baleanu Dumitru;
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作者单位

Taibah Univ Fac Sci Math Dept Al Madinah Al Munawarah Saudi Arabia;

Univ Educ Math Dept Multan Campus Lahore Pakistan;

Cankaya Univ Dept Math Ankara Turkey;

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原文格式 PDF
正文语种 eng
中图分类物理学;
关键词
Vakhnenko equation; mathematical physics; modified simple equation method; solitons;

机译：vakhnenko方程;数学物理;改进的简单等式方法;孤子;

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Transmission of high-frequency waves in a tranquil medium with general form of the Vakhnenko dynamical equation

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