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Propagation of traveling wave solutions for nonlinear evolution equation through the implementation of the extended modi ed direct algebraic method
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作者 David Yaro Aly Seadawy LU Dian-chen 《Applied Mathematics(A Journal of Chinese Universities)》 SCIE CSCD 2020年第1期84-100,共17页
In this work,di erent kinds of traveling wave solutions and uncategorized soliton wave solutions are obtained in a three dimensional(3-D)nonlinear evolution equations(NEEs)through the implementation of the modi ed ext... In this work,di erent kinds of traveling wave solutions and uncategorized soliton wave solutions are obtained in a three dimensional(3-D)nonlinear evolution equations(NEEs)through the implementation of the modi ed extended direct algebraic method.Bright-singular and dark-singular combo solitons,Jacobi's elliptic functions,Weierstrass elliptic functions,constant wave solutions and so on are attained beside their existing conditions.Physical interpretation of the solutions to the 3-D modi ed KdV-Zakharov-Kuznetsov equation are also given. 展开更多
关键词 Novel soliton and solitary solutions for the 3-D mKdV-ZK equation Modi ed extended direct algebraic method Jacobi elliptic functions Physical explanations of the results
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