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Optical Soliton Solutions of Fokas-Lenells Equation via (m + 1/G')- Expansion Method

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Title: Optical Soliton Solutions of Fokas-Lenells Equation via (m + 1/G')- Expansion Method

Authors: Bulut, Hasan, Khalid, Ban Jamal

Journal: Journal of advances in applied & computational mathematics

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Year: 2020

Volume: 7

Language: en

DOI: 10.15377/2409-5761.2020.07.3

Keywords: Optical soliton solutionsFokas-Lenells equation(m 1/G')- Expansion Method

Categories
Nonlinear Waves (3) Optical Solitons (1) Applied Mathematics (727) Partial Differential Equations (47) Mathematics (5170)

Abstract

In this research paper, we investigate some novel soliton solutions to the perturbed Fokas-Lenells equation by using the (m + 1/G') expansion method. Some new solutions are obtained and they are plotted in two and three dimensions. This technique appears as a suitable, applicable, and efficient method to search for the exact solutions of nonlinear partial differential equations in a wide range. All gained optical soliton solutions are substituted into the FokasLenells equation and they verify it. The constraint conditions are also given.

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