摘要
基于KdV方程的较低级的两个守恒量——动量和质心,重新研究了近可积KdV物理系统中扰动对单孤子解的影响,导出了单孤子参数演化的一般方程,最后对耗散效应作了讨论.
Based-on the two lower conserved quantities of KdV equation, momentum
and mass-center, the influence of perturbation on single-soliton solution in nearly integrable KdV physical systems was re-investigated. The evolution equations for the single-soliton parameters were obtained and the dissipative perturbation effects were discussed.
出处
《江西科学》
1991年第3期129-133,共5页
Jiangxi Science
关键词
KDV方程
物理系统
扰动
单弧子解
Nearly integrable KdV physical systems, Single-soliton solution, Conserved quantity, Dissipative effect
