Title of article
Optical Solitons and Rogue wave solutions of NLSE with variables coefficients and modulation instability analysis
Author/Authors
Aslan ، Ebru Cavlak Department of Mathematics - Science Faculty - Firat Universit , Inc ، Mustafa Department of Computer Engineering - Biruni University
From page
905
To page
913
Abstract
In this work, we investigate soliton solutions of the generalized variable coefficients nonlinear Schrödinger equation. The Jacobi elliptic ansatz method is applied to obtain the optical soliton solutions. The necessary conditions that warrant the presence of these solutions are determined. We consider the Lie symmetry analysis of governing equation. Also, the stability of this equation is analyzed by the modulation instability.
Keywords
NLSE , Modified Jacobi elliptic functions , Optical soliton , Rogue wave , The exp , function approach
Journal title
Computational Methods for Differential Equations
Journal title
Computational Methods for Differential Equations
Record number
2729486
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