摘要
空间弹塑性有摩擦问题是两种非线性相互耦合的边值待定问题 ,由于涉及到空间接触问题 ,切向滑动状态的确定就成为一个重要的方面 ,为获得高精度的结果 ,大量的计算工作是难免的· 规划法与迭代法是处理这类问题的两种重要的方法· 作者提出了将这两种方法相结合的规划_迭代算法 ,充分利用两种方法各自的长处来处理空间弹塑性接触问题· 数值结果表明了所提出算法的良好性态·
The solution of 3D elastic_plastic frictional contact problems belongs to the unspecified boundary problems where the interaction between two kinds of nonlinearities should occur. Considering the difficulties for the solution of 3D frictional contact problems, the key part is the determination of the tangential slip states at the contact points, and a great amount of computing work is needed for a high accuracy result. A new method based on a combination of programming and iteration methods, which are respectively known as two main kinds of methods for contact analysis, was put forward to deal with 3D elastic_plastic contact problems. Numerical results demonstrate the efficiency of the algorithm illustrated here.
出处
《应用数学和力学》
EI
CSCD
北大核心
2001年第7期673-681,共9页
Applied Mathematics and Mechanics
基金
国家重点基础研究专项经费资助 (G1990 32 8)
国家教育部骨干教师基金资助项目
关键词
三维有摩擦接触
弹塑性
规划法
迭代法
规划
迭代算法
有限元法
D frictional contact
elasto_plasticity
programming method
iteration method
the finite element method
