2012Journal of Qiqihar UniversityRequires access

New exact solutions for coupled Konopelchenko-Dubrovsky equations

Zhengde Dai

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Abstract

The algebraic method,based on the symbolic computation,has been applied to study new traveling wave solutions for coupled Konopelchenko-Dubrovsky equations by means of epsilon package in Maple.More new explicit travelling wave solutions are obtained,which contain Jacobi ellipse function solutions,hyperbola function solutions and triangular periodic solutions.This article used F-expansion method to get the new periodic wave solutions and solitary wave solutions.

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What this paper is about

The algebraic method,based on the symbolic computation,has been applied to study new traveling wave solutions for coupled Konopelchenko-Dubrovsky equations by means of epsilon package in Maple.More new explicit travelling wave solutions are obtained,which contain Jacobi ellipse function solutions,hyperbola function solutions and triangular periodic solutions.This article used F-expansion method to get the new periodic wave solutions and solitary wave solutions.

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Available abstract

The algebraic method,based on the symbolic computation,has been applied to study new traveling wave solutions for coupled Konopelchenko-Dubrovsky equations by means of epsilon package in Maple.More new explicit travelling wave solutions are obtained,which contain Jacobi ellipse function solutions,hyperbola function solutions and triangular periodic solutions.This article used F-expansion method to get the new periodic wave solutions and solitary wave solutions.

Key concepts: Hyperbola, Ellipse, Traveling wave, Symbolic computation, Maple, Mathematics, Computation, Mathematical analysis

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