Title: Exact solitary wave solutions by extended rational sine-cosine and extended rational sinh-cosh techniques
Abstract: Solitonic solutions have become a popular topic among traveling wave solutions since they act as a bridge between mathematics and physics. In this article, two newly developed methods, namely the extended rational sine-cosine method and extended rational sinh-cosh method by means of fractional complex transform are applied to construct the exact solutions in the form of hyperbolic, trigonometric and rational functions of the nonlinear fractional Phi-4 equation. The obtained solutions are further expressed by solitons, dark solitons, periodic and kink wave solutions. The proposed methods analyze the possibility of the existence of limit cycles with specific parameters.
Publication Year: 2019
Publication Date: 2019-08-20
Language: en
Type: article
Indexed In: ['crossref']
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Cited By Count: 76
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