Chiral solitons of (2+1)-dimensional stochastic chiral nonlinear Schrödinger equation
Saima Arshed, Nauman Raza, Ahmad Javid, Hacı Mehmet Başkonuş
Abstract
This paper studies [Formula: see text]-dimensional stochastic chiral nonlinear Schrödinger equation dynamically. A number of novel solutions such as periodic, singular, dark and bright solitons solutions are retrieved. The extraction of these solutions is helped by three efficient and robust integration tools such as the Kudryashov’s R function method, Jacobi elliptic function method (JEFM) and the modified auxiliary equations (MAE) method. The parametric constraints for the existence of such solutions are also listed. Moreover, 3D plots of few obtained solutions are presented in this paper.
Topics & Concepts
Elliptic functionNonlinear systemParametric statisticsFunction (biology)MathematicsNonlinear Schrödinger equationApplied mathematicsMathematical physicsSchrödinger equationMathematical analysisPhysicsQuantum mechanicsEvolutionary biologyStatisticsBiologyNonlinear Waves and SolitonsNonlinear Photonic SystemsFractional Differential Equations Solutions