Evaluation of two-dimensional ZK-MEW equation using the Exp-function method
In this paper, J.H. Hes Exp-function method is used to obtain a generalized soliton solution with some free parameters of the ZakharovKuznetsov-Modified Equal-Width (ZK-MEW) equation. Suitable choice of parameters in the generalized solution leads to Mustafa Incs solution [M. Inc, New exact solutions for the ZK-MEW equation by using symbolic computation, Applied Mathematics and Computation 189 (1) (2007) 508513]. The results show that Hes method is very powerful and convenient.
two-dimensional zk-mew equation exp-function method soliton