New Exact Solutions for a Class of High-order Dispersive Cubic-quintic Nonlinear Schrodinger Equation


  •  Ying Huang    
  •  Peng Liu    

Abstract

In the paper, the exact solutions to the cubic-quintic nonlinear Schrodinger equation with third and fourth-order dispersion terms is considered. The improved homogeneous balance method is used for constructing a series of new exact envelop wave solutions, including envelop solitary wave solutions, envelop periodic wave solutions and an envelop rational solution.


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