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Elliptic function propagating wave for Maccari system

Huang Wen-Hua Liu Yu-Lu

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Elliptic function propagating wave for Maccari system

Huang Wen-Hua, Liu Yu-Lu
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  • Based on the exact solution by multi-linear variable separation approach and introducing Jacobi elliptic functions in the variable separation functions, two types of doubly periodic propagating wave patterns for the Maccari system are derived. When the moduli of elliptic functions are set different, these periodic waves show different features with interesting properties. Especially, in the limiting case, the elliptic function waves may degenerate to dromion and peakon excitations. Graphical investigation of the interaction of elliptic function waves shows it to be inelastic.
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  • Abstract views:  7165
  • PDF Downloads:  1178
  • Cited By: 0
Publishing process
  • Received Date:  15 June 2006
  • Accepted Date:  24 June 2006
  • Published Online:  20 September 2007

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