2011•Journal of China West Normal UniversityRequires access

New Exact Solutions for A Boussinesq Equations

Tan Dai-lun

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Abstract

By introducing and extending the(G'/G)-expansion method,the new exact general solutions are constructed for a variant Boussinesq equations.Twelve exact travelling wave solutions with parameters have been obtained, which cover the existing solutions.

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By introducing and extending the(G'/G)-expansion method,the new exact general solutions are constructed for a variant Boussinesq equations.Twelve exact travelling wave solutions with parameters have been obtained, which cover the existing solutions.

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Available abstract

By introducing and extending the(G'/G)-expansion method,the new exact general solutions are constructed for a variant Boussinesq equations.Twelve exact travelling wave solutions with parameters have been obtained, which cover the existing solutions.

Key concepts: Exact solutions in general relativity, Traveling wave, Cover (algebra), Boussinesq approximation (buoyancy), Mathematics, Mathematical analysis, Applied mathematics, Physics

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