计算力学学报Issue(4)：473-478,6.DOI:10.7511/jslx201304003
基于哈密顿动力系统新变分原理的保辛算法之三：数值算例
The symplectic algorithms for Hamiltonian dynamic systems based on a new variational principle part III：the numerical examples
摘要
Abstract
In References [1 ,2] ,four types of numerical algorithms were constructed for solving the Ham-iltonian dynamic systems and the symplectic property of the algorithms was proven .In this paper ,the de-tailed numerical performance of these four types of methods is discussed ,including the linear stability , the precision and the efficiency .关键词
保辛/哈密顿系统/变分原理/作用量Key words
symplectic/Hamiltonian system/variational principle/action分类
数理科学引用本文复制引用
高强,彭海军,张洪武,钟万勰..基于哈密顿动力系统新变分原理的保辛算法之三：数值算例[J].计算力学学报,2013,(4):473-478,6.基金项目
国家自然科学基金（11272076，10721062）；973项目 （）
