New exact solutions of(2+1)Hirota-Maccari equation
The exact solutions of(2+1)-dimensional Hirota-Maccari equations are constructed.The(2+1)dimensional Hirota-Maccari equation is transformed into an ordinary differential equation by traveling wave transformation,and then the expression of the solution is determined by balancing the highest derivative term and nonlinear term.A series of exact solutions with parameters are constructed by F-expansion method,including trigonometric and hyperbolic function solutions.The results show that the F-expansion method is applicable and effective to construct the exact solutions of nonlinear partial differential e-quations.
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