The Application of Modified F-expansion Method Solving the Maccari’s System

The present article investigates the use of a modified F-expansion method in finding the exact traveling wave solution of two-component nonlinear partial differential equations (NLPDEs). More specifically, this method is used to construct new solutions to the nonlinear Maccari’s system (1+2)-dimensional. The solutions obtained can exactly generate soliton solutions, triangular periodic wave solutions, exponential and rational solutions unther some certain condition. In addition, some fig-uses of partial solutions for direct-viewing analysis are suggested.