摘要
精细时程积分法是求解结构动力学方程的有效方法之一。基于精细积分法的基本原理产生了很多方法。对这些方法进行了分类和总结，分为非齐次项变换类、积分方法变换类及方法耦合类。为进一步的算法分析工作奠定了基础。
Precise time integration method is one of the effective methods for dynamic equation. Based on the scheme, many methods have been put forward. In this paper, these schemes are classified into three categories： transformed nonhomogeneous vector, transformed integration method and coupled schemes. Numerical methods presented here will be of use to further research work.
出处
《建筑技术开发》
2006年第11期4-5,7,共3页
Building Technology Development
关键词
动力学方程
精细积分法
发展
Dynamic equation
Precise time integration method
Development
