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Variable separation solutions and new solitary wave structures to the (1+1)-dimensional Ito system
journal contributionposted on 2006-01-01, 00:00 authored by C Z Xu, Baogang HeBaogang He, J F Zhang
A variable separation approach is proposed and extended to the (1+1)-dimensional physics system. The variable separation solution of (1+1)-dimensional Ito system is obtained. Some special types of solutions such as non-propagating solitary wave solution, propagating solitary wave solution and looped soliton solution are found by selecting the arbitrary function appropriately. © 2006 Chin. Phys. Soc. and IOP Publishing Ltd.
Pagination1 - 7
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Science & TechnologyPhysical SciencesPhysics, MultidisciplinaryPhysics(1+1)-dimensional Ito systemvariable separation approachnew solitary wave structuresNONLINEAR SCHRODINGER-EQUATION(2+1)-DIMENSIONAL KDV EQUATIONLOCALIZED COHERENT STRUCTURESNOVIKOV-VESELOV EQUATIONSIMILARITY REDUCTIONSBOUSSINESQ EQUATIONEXPANSION METHODSOLITONSEXCITATIONSMODELS