研究了含刚性夹杂的平面弹性力学问题。
In this paper the plane elastic problems of rigid inclusions were considered.
研究含轴对称抛物线曲裂纹平面弹性问题。
The problem of an elastic plane having symmetric parabolic crack is discussed.
圆弧形刚性线夹杂的平面弹性问题的考虑。
The plane elastic problem of circular-arc rigid line inclusions is considered.
研究了十二次对称二维准晶的平面弹性问题。
The paper considers the plane elastic problems of dodecagonal system in two dimensional quasicrystals.
本文提出了求解平面弹性问题的应力边界元法。
In this paper the boundary element method based on stress for solving the elastic problems of the plane is proposed.
首先给出反平面弹性情况下，无限大域中多裂纹问题的复势函数。
Firstly, complex potential of multiple cracks problem of infinite region in antiplane elasticity was given.
此法以平面弹性力学的两个问题为基础，而此两问题的解是已知的。
The method is based on two problems of the plane elastic theory.
本文提出了基于有限元位移法，有限元法分析平面弹性材料的力学行为。
Based on the finite element displacement method, a finite element method on the analysis of mechanical behaviour of plane elastic materials is proposed in this paper.
平面弹性与板弯曲的相似性理论为构造薄板单元提供了一条有效的新途径。
A new effective way to formulate thin plate element can be realized by using the similarity theory between plane elasticity and plate bending.
本文提出一种七节点超参无穷元用于模拟半无限平面弹性地基的计算方法。
A seven-node superparametric infinite element model for simulating semiinfinite plane elastic foundation is presented and the fundamental principles and formulas of the model are described.
采用复变函数解法，研究地面荷载作用下浅埋圆形隧道围岩的平面弹性应力问题。
The complex variable method analytic solution of stress is given for the plane elastic stress problem of surrounding rock of shallow circular tunnel under ground load.
利用复变函数和奇异积分方程方法，求解反平面弹性中半平面边缘内分叉裂纹问题。
The edge internal branch crack problems for half-plane in antiplane elasticity are solved with complex potentials and singular integral equation approach.
推导了各向异性平面弹性体中矩形孔洞边缘的应力分布公式并给出了数值计算结果。
A general solution for stress distribution around rectangle holes in anisotropic elastic plates is presented.
利用复变函数和奇异积分方程方法，求解反平面弹性中半平面边缘内分叉裂纹问题。
By using of complex variable function and integral equation method, the antiplane multiple holes and cracks problem of half plane region is considered in this paper.
第五章研究了在集中力与无穷远均匀拉伸作用下含界面刚性线圆形夹杂平面弹性问题。
In the fifth chapter, the plane elastic problem of circular-arc rigid line inclusions is considered, which is subjected to remote general loads and.
分别探讨了几个因素对接触问题的影响，为数值求解平面弹性接触问题提供实验验证。
The effects of several factors on contact problems are discussed, and the experiment examination is provided for the numerical solution of elastic contact problems.
算例说明该数值方法对分析平面弹性介质中多孔洞多裂纹相互作用的问题既简单又有效。
Many test examples are included to illustrate that the method is very simple and effective for analyzing arbitrary multiple cracks and voids in a plane elastic media.
根据这个解，对正交异性体具有任意自相似指数的反平面弹性动力学问题给出了完全解。
On the basic of this solution, a complete solution for anti-plane elasticity dynamic problems with an arbitrary index of self-similarity in the orthotropic body is given.
基于这个解，文中导出了具有任意自相似指数的正交异性体反平面弹性动力学问题的一般解。
On the basis of this solution, a complete solution for the anti-plane elastic dynamical problem with an arbitrary index of self-similarity in the orthotropic body is given.
本文介绍了平面弹性连杆机构动态静力分析的键合图法。给出了平面弹性连杆机构的键合图模型。
This paper introduced a bond graph method for the dynamical static force analysis of planar elastic linkage, and presented a bond graph model of this linkage.
据此，将弯矩函数列式推广到具有加强条的薄板弯曲问题，给出了与平面弹性问题完全对应的余能原理。
A corresponding complementary energy theorem is also derived in such a form that it clearly demonstrates the duality analogy with the displacement formulation of a plane elasticity problem.
平面问题和扭转问题是弹性问题解法书中的标准内容。
The plane problems and the torsion problem are standard fare in solution oriented books on elasticity.
本文给出了一种求解具有均布质量、恒定输入转速的弹性平面连杆机构稳态响应的有限无法。
A finite element method is presented to determine the steady state elastic responses of planar mechanisms with distributed mass, operating at a prescribed input rotary speed.
通过一平面4r机构，综合分析了附加扭簧对弹性机构动力平衡的影响，并对影响的机理进行了分析。
The effect of additional springs on the dynamic balancing of flexible mechanisms is further illustrated through an example of 4r four-bar linkage.
采用复变方法，讨论了带周期裂缝的不同材料拼接的各向异性弹性平面第二基本问题。
In this paper the second fundamental problems in anisotropic elastic plane with periodic cracks are discussed by the complex variable methods.
采用平面应力弹性理论，对吊车车轮与轨道的接触区尺寸进行理论分析。
The contact zone width of crane wheel with track is analyzed by plane stress elastic theory.
维护边坡稳定的挡土墙设计，都是按弹性力学平面应变问题分析的。
The retaining wall for remaining stability of slope are all designed as plane strain problem in elastic theory.
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。
In the second chapter contact problem of a half-plane with periodic cracks under periodic rigid punch action is studied.
基于齐次扩容精细积分法，提出了求解复杂载荷作用下任意外形弹性拱平面弯曲的一种新方法。
Based on the extended homogeneous capacity precision integration method, a novel method was presented for solving plane bending problems of elastic arches with arbitrary profile.
以半圆形和矩形基坑弹性半平面应力解为基础，推导了基坑周围土体的竖向位移和水平向位移的计算公式。
Based on the elastic semi-plane stress solution of the semicircular excavation and rectangle excavation, deducing the soil displacement equation around the foundation pit.
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