Closed form solutions for coupled nonlinear Maccari system

The exploration of closed form solutions for nonlinear partial differential equations (NLPDEs) is being an attractive subject in the different branches of mathematical and physical sciences. In this paper, we have applied extended Exp-function method to calculate closed form solutions for NLPDEs; such as the nonlinear Maccari system which is very significant in engineering and mathematical physics. Plentiful closed form solutions with arbitrary parameters are successfully obtained by this method. It is shown that the obtained solutions are more general and fresh and can be helpful to analyze the NLPDEs in mathematical physics and engineering problems.