New Expansion Scheme to Solitary Wave Solutions for a Model of Wave-Wave Interactions in Plasma

Abstract

In this article, a new expansion technique is executed for travelling wave solutions of Generalized Zakharov System (GZS) as a model of wave-wave interaction in plasma. New Solitary and periodic wave solutions with arbitrary parameters are obtained and expressed in terms of the hyperbolic, trigonometric, and rational functions. Some of the acquisition solutions are graphically sketched.