2008•Journal of Heze UniversityRequires access

Exact Solutions of the First Variable Coefficient Kdv Equation

Rui Cao

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Abstract

Accrding to homogeneous balance method,we use a new disturbance equation as solution and construct exact solutions of Kdv equation with first variable coefficients.And we obtain many new exact solutions which include periodic solutions and rational solutions.

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Accrding to homogeneous balance method,we use a new disturbance equation as solution and construct exact solutions of Kdv equation with first variable coefficients.And we obtain many new exact solutions which include periodic solutions and rational solutions.

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Available abstract

Accrding to homogeneous balance method,we use a new disturbance equation as solution and construct exact solutions of Kdv equation with first variable coefficients.And we obtain many new exact solutions which include periodic solutions and rational solutions.

Key concepts: Korteweg–de Vries equation, Exact solutions in general relativity, Mathematics, Variable (mathematics), Homogeneous, Variable coefficient, Mathematical analysis, Applied mathematics

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