A Simple Method to Obtain Exact Soliton Solutions for a Nonlinear Equation in a Loss Fibre System

A Simple Method to Obtain Exact Soliton Solutions for a Nonlinear Equation in a Loss Fibre

System

YANGXiao－Xue;WUYing;等

【期刊名称】《理论物理通讯：英文版》 【年(卷),期】2002(037)005

【摘要】We show that the nonlinear equation governing wave propagation in a loss fibre system considered by Nakkerian in J.Phys.A34(2001) 5111 can be brought into the standard nonlinear schroedinger equation by a simple transformation. 【总页数】2页(P.615-616)

【关键词】非线性光学;孤子解;光纤通信 【作者】YANGXiao－Xue;WUYing;等 【

作

者

单

位

】

DepartmentofPhysicsandNationalKeyLaboratoryforLaserTechnique,HuazhongUniversityofScienceandTechnology,Wuhan430074,China;WuhanInstituteofPhysicsandMathematics,theChineseAcademyo 【正文语种】英文 【中图分类】O437 【相关文献】

1.A Simple Method to Obtain Exact Soliton Solutions for a Nonlinear Equation in a Loss Fibre System [J], YANG Xiao-Xue; WU Ying

2.Exact Solutions of Nonlinear Evolution Equations in Mathematical Physics Using the Modified Simple Equation Method [J], E.M.E.Zayed; S.A.Hoda Ibrahim

3.Deriving the New Traveling Wave Solutions for the Nonlinear Dispersive Equation, KdV-ZK Equation and Complex Coupled KdV System Using Extended Simplest Equation Method [J], Mohammed K.Elboree

4.Complex Tanh-Function Expansion Method and Exact Solutions to Two Systems of Nonlinear Wave Equations [J], ZHANG Jin-Liang; WANG Ming-Liang

5.THE IMPROVED FOURIER SPLITTING METHOD AND DECAY ESTIMATES OF THE GLOBAL SOLUTIONS OF THE CAUCHY PROBLEMS FOR NONLINEAR SYSTEMS OF FLUID DYNAMICS EQUATIONS [J], Linghai Zhang

以上内容为文献基本信息，获取文献全文请下载