| 1. | Equivalent boundary integral equations with direct variables for plane elasticity problems
平面弹性外问题的等价的直接变量边界积分方程 |
| 2. | Equivalent boundary integral equations with indirect variables for plane elasticity problems
平面弹性力学问题等价的间接变量边界积分方程 |
| 3. | 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。 |
| 4. | Using this method , the coupled fields for an elastic elliptical inhomogeneity with a screw dislocation under infinite longitudinal shear is examined
这种分析方法，为求解复杂多连通域的平面弹性与热弹性问题提供了一条有效途径。 |
| 5. | A meshless shapefunction was constructed by fixed reproducing kernel approximation , and solved the 2 - d elastic mechanics problem by means of combining collocation
利用固定重构核近似建立无网格形函数，并结合配点法求解平面弹性力学问题。 |
| 6. | The effects of several factors on contact problems are discussed , and the experiment examination is provided for the numerical solution of elastic contact problems
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。 |
| 7. | It is well known that the construction of plate bending element is essentially more difficult than that of plane elasticity for the reason that the former has to meet the requirement of c1 continuity
由于c ~ 1连续性要求，薄板、薄壳的有限元构造比之平面弹性存在本质上的困难。 |
| 8. | A thorough study is exerted in this paper on the general method of transformation from plane elasticity displacement element , which is characterized by its simple formulation and sound reliability , to plate bending element
本文充分研究了将平面弹性位移法单元转化为板弯曲单元的一般方法。平面弹性单变量位移元具有列式简单、可靠性好的优点。 |
| 9. | Since the similarity between plane elasticity and plate bending is a special case of the static - geometric analogy , this paper , therefore , studies the new formulation based on the static - geometric analogy in a broad sense
平面弹性和板弯曲的相似性是壳体静力?几何比拟的特例，所以在总的意义下本文就是研究基于板壳静力?几何比拟理论的新型板壳单元列式。 |
| 10. | By combining the displacement function of two - end fastened strip in finite strip method ( fsm ) with that of rectangular element in finite element method ( fem ) , the compound finite strip - element method is used to solve plane problems with mechanics of elasticity
摘要将有限条带法( fsm )中两端固定条和有限单元法( fem )中矩形单元的位移函数相迭加，运用混合条元法来求解平面弹性力学问题。 |
