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Solitary Wave Solutions for Time-Fractional Dispersive Long Wave Equations via Generalized Kudryashov-Auxaliry Method
Journal article

Solitary Wave Solutions for Time-Fractional Dispersive Long Wave Equations via Generalized Kudryashov-Auxaliry Method

A. A. Gaber
COMMUNICATIONS IN MATHEMATICS AND APPLICATIONS, Vol.12(3), pp.519-529
01/01/2021

Abstract

Mathematics Physical Sciences Science & Technology
In this paper, we present Generalized Kudryashov-Jacobian Method (GKJM) to obtain new type of general exact solutions for nonlinear partial differential equations. GKJM is applied to time-fractional dispersive long wave equations. Seven types solutions of this equation are obtained and including trigonometric function and hyperbolic function. The obtained solutions represent kink wave, anti-kink wave, singular wave, and periodic wave.

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