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- In this thesis, the combination of photoelastic and numerical methods is used to study the two-dimensional elastic contact problems. 本文利用光弹性-数值组合解法对平面弹性接触问题进行了研究。
- Based on the difference between the corresponding limit of displacement from both side of contacted bodies, a local direct error estimator of BEM solution for 3D elastic contact problem is presented, and then a scheme of adaptive BEM is suggested. 在此基础上提出将接触体接触单元间与域内解连续的边界位移之差的某种度量作为三维弹性体接触问题边界元法的一种误差直接估计，并且提出了三维弹性体接触问题边界元法的一种自适应计算方案。
- A NEW METHOD FOR FRICTIONAL ELASTIC CONTACT PROBLEMS BY BEM 有摩擦弹性接触问题边界元分析的一种新方法
- A Direct Error Estimation of BEM for 3D Elastic Contact Problem 三维弹性接触问题边界元法的一种误差直接估计
- Solution of a Bivariate Integral Equation in Elastic Contact Problems 一个弹性接触问题上的二元积分方程的解法
- AN IMPROVED CALCULATING METHOD FOR BEM? SOLVING 2D ELASTIC CONTACT PROBLEMS 用边界元求解二维弹性接触问题的改进方法
- The Combined Photoelastic and Numerical Method for Solving the Two-dimensional Elastic Contact Problems 平面弹性接触问题的光弹性-数值组合解法
- A Boundary Element Separation Solution to the Elastic Contact Problems and the Optimal Penalty Factor 弹性接触问题边界元分离解法及最优罚因子
- An Accelerated Iterative Procedure with Constant Stiffness for the Analysis of Elastic Contact Problems 弹性接触问题的常刚度迭代方法及其加速
- A New Finite Element Analysis Method of the Sealing Structure with Axial Symmet ric Hyper Elastic Contact Problem 一种含超弹性接触问题的密封结构的有限元求解方法
- On the Generalized Inequalities in Elastic Contact Problem by the Use Simple Method 带摩擦的弹性接触问题广义变分不等原理的简化证明
- Elastic contact problems 弹性接触问题
- the elastic contact problem 弹性接触问题
- Taking contact problem of two elastic balls and two viscoelastic balls as example, convergence of the program is validated separately. 以弹性两圆球及粘弹性两圆球的接触问题作为算例，验证了该程序的收敛性；
- Also, charged contact problem with the contactor is relieved. 电路设计还避免了接触器触点带电闭合。
- Abstract: In this paper,the proving of the generalized variational function, of elastic and plastic contact problem is simplified by use of the vector analysis method. 文摘:用拉格朗日乘子法，利用向量分析的工具及巧妙的变换，对带摩擦约束的弹塑性接触问题的变分不等原理进行了严格的证明。
- In this paper,the proving of the generalized variational function，of elastic and plastic contact problem is simplified by use of the vector analysis method. 用拉格朗日乘子法，利用向量分析的工具及巧妙的变换，对带摩擦约束的弹塑性接触问题的变分不等原理进行了严格的证明。
- This work attempts to find a new homogenization method for the analysis of assemblage of elastic contact bodies. 研究工作目的是建立弹性接触颗粒状组成周期性结构材料力学分析的均匀化模型。
- The above-mentioned method is verified by Hertz classical contact problem. 选用经典的Hertz接触问题对上述方法进行验证。
- Based on the work presented in paper , a new homogenisation method for the analysis of assemblage of elastic contact bodies is proposed in this paper. 基于文献[1]的工作,给出弹性接触颗粒状组成周期性结构材料宏观力学均匀化分析新方法。
