[PDF][PDF] Numerical Simulation of the Jaulentmiodek Equation byHe's Homotopy Perturbation Method
A Yildirim, A Kelleci - World Applied Sciences Journal, 2009 - Citeseer
World Applied Sciences Journal, 2009•Citeseer
The Jaulent-Miodek (JM) equation, with some initial conditions, is solved numerically by
homotopy perturbation method. This method is useful for obtaining numerical solutions with
high degree of accuracy. The homotopy perturbation solution for the JM equation converges
to its exact solution. In order to show the efficiency of this method, exhaustive numerical
examples are presented.
homotopy perturbation method. This method is useful for obtaining numerical solutions with
high degree of accuracy. The homotopy perturbation solution for the JM equation converges
to its exact solution. In order to show the efficiency of this method, exhaustive numerical
examples are presented.
Abstract
The Jaulent-Miodek (JM) equation, with some initial conditions, is solved numerically by homotopy perturbation method. This method is useful for obtaining numerical solutions with high degree of accuracy. The homotopy perturbation solution for the JM equation converges to its exact solution. In order to show the efficiency of this method, exhaustive numerical examples are presented.
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