Dispersive solitary wave and soliton solutions of the gernalized third order nonlinear Schrödinger dynamical equation by modified analytical method

Abstract

In this article, Generalized Riccati mapping method is analysed to drive the several sorts of solitons such as dark and bright solitons, periodic solitons, trigonometric function and solitary waves solutions of generalized non-linear Schrödinger equation of third order. This dynamical model has significance application in various fields such as it is utilized in optical fibers to model pulses of ultra-short. We also present graphical presentation of various types of solution in 3 dimensional, 2 dimensional and counter plot to make understand the physical phenomena’s. The computing exertion and attained results confirm the influence and effectiveness of current methods. Keywords: Generalized third order NLSE, Riccati mapping method, Optical soliton pulses, Periodic solutions