2008•Journal of Nanjing Institute of TechnologyRequires access

New Period Solution to Jacobi Elliptic Function for Boussinesq Equation

Yuan Yi-hua

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Abstract

Jacobi Elliptic functions were extended to four functions,which gave rise to a series of new exact period solutions to Boussinesq equation.In the limit case,the corresponding solitary wave solutions and the single triangle function solutions were derived,thereby replenishing and simplifying the previous research findings.

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Jacobi Elliptic functions were extended to four functions,which gave rise to a series of new exact period solutions to Boussinesq equation.In the limit case,the corresponding solitary wave solutions and the single triangle function solutions were derived,thereby replenishing and simplifying the previous research findings.

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Available abstract

Jacobi Elliptic functions were extended to four functions,which gave rise to a series of new exact period solutions to Boussinesq equation.In the limit case,the corresponding solitary wave solutions and the single triangle function solutions were derived,thereby replenishing and simplifying the previous research findings.

Key concepts: Elliptic function, Period (music), Jacobi elliptic functions, Mathematics, Limit (mathematics), Function (biology), Mathematical analysis, Elliptic integral

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