Exact solutions of (2+1)-dimensional Schrodinger's hyperbolic equation using different techniques

Abstract

In this paper, we derive new optical soliton solutions to (2 + 1)-dimensional Schrodinger's hyperbolic equation using extended direct algebraic method and new extended hyperbolic function method. New acquired solutions have the form of bright, dark, combined dark-bright, singular, and combined bright-singular solitons solutions. These solutions reveal that our techniques are straightforward and dynamic. The solutions are also demonstrated through 3-d and 2-d plots to make clear the physical structures for such kind of model. The obtained results illustrate the power of the present method to determine soliton solution of nonlinear evolution equations.