2005Unpublished venueRequires access

Exact solutions for compound KdV equation

Yueming Wang

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Abstract

According to the homogeneous balance principle (HBP) and by using the F-expansion method,some double-periodic wave solutions for compound KdV equation,were obtained in form of Jacobi elliptical function.Solitary wave solutions and periodic solutions in form of trigonometrical function could be obtained in their limiting condition.

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What this paper is about

According to the homogeneous balance principle (HBP) and by using the F-expansion method,some double-periodic wave solutions for compound KdV equation,were obtained in form of Jacobi elliptical function.Solitary wave solutions and periodic solutions in form of trigonometrical function could be obtained in their limiting condition.

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Available abstract

According to the homogeneous balance principle (HBP) and by using the F-expansion method,some double-periodic wave solutions for compound KdV equation,were obtained in form of Jacobi elliptical function.Solitary wave solutions and periodic solutions in form of trigonometrical function could be obtained in their limiting condition.

Key concepts: Korteweg–de Vries equation, Mathematics, Mathematical analysis, Limiting, Homogeneous, Periodic wave, Function (biology), Balance (ability)

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