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In this work, the methodologies of the expand expmethods are used to investigate the solutions of Korteweg-de Vries (KdV) equation with dual power law nonlinearity. The obtained solutions consist of kink, anti-kink, logarithmic, trigonometric, hyperbolic and rational functions. Moreover, 3D and 2D graphics of some of these exact solutions have been plotted to visualize the underlying dynamics of proposed results.

international journal of computer mathematics

The investigation of exact solutions of Korteweg-de vries equation with dual power law nonlinearity using the exp                     a                   and exp (− Φ (ξ)) methods