Contact problem widely exists in diverse fields.
问题广泛存在于不同领域的联系。
Elastic contact problem is introduced in the first chapter.
第一章简要介绍了弹性体接触问题。
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。
The dynamic contact problem is a newsubject in the contact mechanics.
动接触问题是接触力学领域里的新课题。
Contact problem of two long cylinders is analysed using ANSYS software.
以点—面接触为例，运用ANSYS对两长圆柱体的接触问题进行分析。
It is difficult to solve the contact problem by usual finite element program.
直接应用通常的有限单元程序来解接触问题会遇到数值困难。
A solution for contact problem based on contact surface geometry is presented.
给出了一种基于接触面几何的接触问题解法。
The solution to the bead rim contact problem in FE calculation of tire was described.
介绍轮胎有限元计算中胎圈 轮辋接触问题的处理方法。
Therefore, simulation of its processes is quite complex. The contact problem is the key one.
在四层卷焊管成形过程的模拟中，最关键的是接触问题的处理。
The gear teeth engagement of gear transmission was being studied as a Non-Hertz elastic contact problem.
并采用赫兹接触理论和有限元方法分析渐开线齿轮的接触应力。
It is mostly developed to analyze a new and stable solution about contact problem-direct constraint procedure.
重点研究了一种新型的、稳定的接触问题的求解方法—直接约束法。
Contact problem of compound material plane with cracks under a rigid punch action is studied in the third chapter.
第三章研究了具任意形状裂纹复合材料平面在单压头作用下的接触问题。
In the second chapter contact problem of a half-plane with periodic cracks under periodic rigid punch action is studied.
第二章研究了具任意形状裂纹的各向同性弹性半平面在周期压头作用下的接触问题。
A general contact algorithm for parallel finite element simulation of dynamic contact problem is presented in this paper.
针对动态接触问题的有限元并行计算，提出了一种新的接触算法。
A new mixed variational formulation is presented for the elastic contact problem with application of least-square method.
采用最小二乘法对弹性接触问题提出了一种新的混合变分形式，对该变分问题解的存在唯一性进行了论证。
The FEM calculate method for contact problem, i. e. LAGRANGE multipliers, penalty methods and direct constrains were discussed.
同时探讨了接触问题的三种计算方法——拉格朗日乘子法、罚函数法和基于求解器的直接约束法；
A calculation method of contact problem of plastic gears based on three parameters model of viscoelasticity material is presented.
本文在粘弹性材料三参数模型的基础上建立了塑料齿轮接触问题的计算方法。
Contact problem of compound material plane with periodic cracks under periodic rigid punch action is studied in the fourth chapter.
第四章研究了具任意形状裂纹复合材料平面在周期压头作用下的接触问题。
Procedure for computing a reliable and efficient a-posteriori error estimate in finite element contact problem analysis is presented.
本文提供了一种可作为弹性接触问题有限元分析后处理过程的误差估计方法。
The contact problem between the landing cushion of the hovercraft and the vehicle deck is analysed with the help of FEM software MSC.
然后着重分析了车辆甲板和气垫船着陆垫接触作用的工况，采用非线性功能强大的MSC。
The nonlinear dynamic response of piping with gapped supports is analyzed by the finite element method for the dynamic contact problem.
用动力接触有限元法对带间隙支座的管系非线性动力响应进行分析。
Aiming at sheet space structure system, the finite element method in quantitative analysis about contact problem is studied in this thesis.
针对板片空间结构这一结构形式，研究了接触问题定量化分析的有限元方法。
A boundary element method based on an iterative technique for solving the three-dimensional elastic contact problem without sliding is presented.
本文提出了一种基于迭代技术的边界元法求解三维无滑动摩擦型弹性接触问题。
This model can be used to predict wear of rotor bushing, to solve contact problem, and to analyze wear characteristics of the micro-rotor system.
该模型可用于预测微转子轴衬的磨损与接触状况，分析微转子系统的磨损特性。
The double nonlinearity including both surface nonlinearity and constitutive nonlinearity will appear in elastoplastic contact problem with friction.
弹塑性接触问题属于一种表面非线性和材料非线性耦合的双非线性问题。
The gap element method is used to analyse two-dimensional elastoviscoplastic contact problem of circular tubes under explosive welding for the first time.
首次采用间隙元法求解金属圆管在爆炸焊接时的二维弹粘塑性大变形的接触问题，对圆管内包爆炸焊接的全过程作了详细分析。
On the base of finite element method about contact problem, building models of the flanged connection and the sleeve connection of aircraft is introduced.
在接触问题有限元法的基础上，介绍飞行器的盘式连接、径向螺钉套接接触模型的建立。
From the rolling contact problem of two viscoelastic cylinders with parallel axis, a series of normal-tangent contact coupled integration equation is obtained.
从两个平行轴粘弹性圆柱体的接触问题出发，可以得到一个法向接触和切向接触耦合的积分方程组。
Isodyne method is very suitible to deal with composite mechanics, fracture and contact problem, The paper described the theory and technique of Isodyne Method.
在复合材料力学、断裂力学和接触问题等领域有广泛的应用前景。
It is a compound contact problem of rolling bearings dynamic contact combined of multi-body contact, friction, sliding, material nonlinearity, geometric nonlinearity.
滚动轴承的动力学接触包含了多体接触、滑动、摩擦、几何非线性、材料非线性、边界非线性的复合接触问题。
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