Bifurcations of traveling wave solutions and exact solutions to generalized Zakh

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Bifurcations of traveling wave solutions and exact solutions to generalized Zakharov equation and Ginzburg-Landau equation水利论文 QL1H6W5`6VUy

+gJ&I+~8K [0Abstract:This paper studies the dynamic behaviors of some exact traveling wave solutions to the generalized Zakharov equation and the Ginzburg-Landau equation.The effects of the behaviors on the parameters of the systems are also studied by using a dynamical system method..Six exact explicit parametric representations of the traveling wave solutions to the two equations are given.水利论文 F4J2Hq'\

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9GjL'jH7?0戴振祥[1]徐园芬[2]水利论文^o,M-_{5bl cA

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Author:

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Ly~@K.I R%G(E0Zhen-xiang DAI[1] Yuan-fen XU[2]

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V)I6w%^!c k2RI0School of Information and Art, Ningbo Institute of Education, Ningbo 315010,Zhejiang Province, P. R. ChinaJunior College, Zhejiang Wanli University, Ningbo 315101,Zhejiang Province, P. R. China水利论文u_k/a2DZ

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Applied Mathematics and Mechanics水利论文oXTQJS

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2011, 32(12)

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Keywords:

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GXYTo0planar dynamical system水利论文"| ^G J f}Og

~t.{4n Hq5CT0periodic wave solution水利论文xc{ n&B.vu9bN

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nonlinear wave equation水利论文8yYp9OF

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Ginzburg-Landau Zakharov equation generalized exact solutions traveling wave solutions dynamic behaviors dynamical system studies paper two水利论文r6[.sa$Il ^

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the Natural Science Foundation of Ningbo City of China水利论文;`)|bL \H y*@

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