Klein-Gordon-Schrdinger方程组的精确解

The Exact Solutions of the Klein-Gordon-Schrdinger Equations

根据齐次平衡原理,利用包络变换和直接拟设法研究Klein-Gordon-Schrdinger方程组的精确解;借助数学软件Maple,得到了亮孤立波解和暗孤立波解,并对解作出数值模拟图像.

In this thesis,according to the homogeneous balance principle,by using specially envelope transform and direct ansatz method,with the help of mathematical software Maple,we solve Klein-Gordon-Schrodinger Equations to obtain bright solitary wave and dark solitary wave solution,and present their numerical simulations.