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平面弹性问题     
相关语句
  plane elasticity problem
     Plane elasticity Problem in strip domain and Hamiltonian system
     条形域平面弹性问题与哈密尔顿体系
短句来源
     EXTRACTION OF HIGHER DERIVATIVES IN FEM FOR POISSON EQUATION AND THE PLANE ELASTICITY PROBLEM
     泊松方程及平面弹性问题有限元方法中求高阶导数的提取法
短句来源
     The elasticity theory of dislocation of cubic quasi crystal is developed, and analytical expressions of displacement and stress fields for screw dislocation in cubic quasi crystal are obtained by using governing equations of anti plane elasticity problem of the quasi crystal.
     本文发展了立方准晶的位错弹性理论 ,通过立方准晶的反平面弹性问题的控制方程 ,得到了其含有螺型位错时的位移场与应力场的解析表达式。
短句来源
     Displacement Function and Simplifying of Plane Elasticity Problem of Dodecagonal System in Two-dimensional Quasicrystals
     位移函数及十二次对称二维准晶平面弹性问题的简化(英文)
短句来源
     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.
     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。
短句来源
  plane elastic problem
     INVERSE ANALYSIS OF MATERIAL PARAMETERS ν12 AND G12 OF ORTHOTROPIC PLANE ELASTIC PROBLEM
     正交各向异性平面弹性问题物性值V_(12)和G_(12)的反分析
短句来源
     The plane elastic problem of circular-arc rigid line inclusions is considered.
     研究了圆弧形界面刚性线夹杂的平面弹性问题.
短句来源
     Several numerical examples about plane elastic problem are analyzed in this paper, which are R.
     论文分析了几个平面弹性问题 :R.
短句来源
     Several numerical examples on plane elastic problem are given in the paper.
     论文采用这种方法分析了平面弹性问题
短句来源
     This paper gives the boundary integral equations for an orthotropic plane elastic problem and the analytic formulas to evalute the coefficients during the discretization of the constant boundary elements.
     本文给出了正交各向异性平面弹性问题的边界元方程,导出了常单元离散化时求系数的解析式。
短句来源
更多       
  plane elasticity problems
     The More General Displacement Solutions for the Plane Elasticity Problems
     求平面弹性问题的更普遍的位移型解
短句来源
     In this paper, the author obtains the more general displacement solutions for the isotroplc plane elasticity problems.
     本文得到了平面弹性问题的更普遍的位移型解答.
短句来源
  plane elasticity
     USING DISPLACEMENT FUNCTION IN THE PROBLEMS OF PLANE ELASTICITY
     用位移函数解平面弹性问题
短句来源
     The elasticity theory of dislocation of cubic quasi crystal is developed, and analytical expressions of displacement and stress fields for screw dislocation in cubic quasi crystal are obtained by using governing equations of anti plane elasticity problem of the quasi crystal.
     本文发展了立方准晶的位错弹性理论 ,通过立方准晶的反平面弹性问题的控制方程 ,得到了其含有螺型位错时的位移场与应力场的解析表达式。
短句来源
     The More General Displacement Solutions for the Plane Elasticity Problems
     求平面弹性问题的更普遍的位移型解
短句来源
     Plane elasticity Problem in strip domain and Hamiltonian system
     条形域平面弹性问题与哈密尔顿体系
短句来源
     EXTRACTION OF HIGHER DERIVATIVES IN FEM FOR POISSON EQUATION AND THE PLANE ELASTICITY PROBLEM
     泊松方程及平面弹性问题有限元方法中求高阶导数的提取法
短句来源
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  plane elasticity problem
In this paper the plane elasticity problem for a functionally graded interfacial zone containing a crack between two dissimilar homogeneous materials has been considered.
      
Operator method for solving the plane elasticity problem for a strip with periodic cuts
      
For the domain D, in the orthogonal system of isometric coordinates u, v, we solve the plane elasticity problem.
      
We consider the plane elasticity problem on the interaction of two close identical holes under biaxial loading conditions at infinity.
      
The plane elasticity problem of the interaction between an edge dislocation and an elliptical inhomogeneity is solved, and the image glide-force on dislocation is computed.
      
更多          
  plane elastic problem
Solution of a plane elastic problem with given trajectories of the principal stresses
      
Strips with semi-elliptical notches or edge cracks on both sides are analyzed as a plane elastic problem.
      
The semi-infinite plate which is rigidly stiffened at a part on the boundary and with a crack originating from an end of the stiffened edge is analyzed as a mixed boundary value problem in a plane elastic problem.
      
A semi-infinite plate with an oblique edge crack is analyzed as a thin plate bending problem and a plane elastic problem.
      
A plane elastic problem for an orthotropic infinite strip with mixed boundary conditions is investigated.
      
更多          
  plane elasticity problems
The more general displacement solutions for the plane elasticity problems
      
In this paper, the author obtains the more general displacement solutions for the isotropic plane elasticity problems.
      
Equivalent boundary integral equations with indirect variables for plane elasticity problems
      
The exact form of the exterior problem for plane elasticity problems was produced and fully proved by the variational principle.
      
The universal algorithm based on complex hypersingular integral equation to solve plane elasticity problems
      
更多          
  plane elasticity
In this paper the plane elasticity problem for a functionally graded interfacial zone containing a crack between two dissimilar homogeneous materials has been considered.
      
Operator method for solving the plane elasticity problem for a strip with periodic cuts
      
For the domain D, in the orthogonal system of isometric coordinates u, v, we solve the plane elasticity problem.
      
We consider the plane elasticity problem on the interaction of two close identical holes under biaxial loading conditions at infinity.
      
On the numerical solution of integral equations for some main problems in plane elasticity
      
更多          
  其他


The theory of equivalence is one of theoies employing discreeting form to solve problems of elastic continuous medium. In this study a loaded continuous body is substituted by a fictitious structure of bars. The parameters of geometric characteristics of any bar of the fictitious structure can be determined by using the equivalent condition of the deformation energy between the real continuous body and the fictitious structure of bars.In this paper, the method of transposition of load from rectangular elements...

The theory of equivalence is one of theoies employing discreeting form to solve problems of elastic continuous medium. In this study a loaded continuous body is substituted by a fictitious structure of bars. The parameters of geometric characteristics of any bar of the fictitious structure can be determined by using the equivalent condition of the deformation energy between the real continuous body and the fictitious structure of bars.In this paper, the method of transposition of load from rectangular elements in plain elastic problem toward the nodes of fictitious structures is presented. The characteristic parameters of some models of equivalence are derived, too.Finally, the advantage of this method is illustrated with an example.

等值理论是又一种用离散方式来求解弹性连续体问题的理论,在研究中将一个受荷连续体用假想的杆件结构来代替,利用真实连续体与假想杆件结构之间变形能相等的条件,求出假想杆件结构杆件的几何特征参数。文中给出了平面弹性问题中矩形单元上的荷载如何向结点移置,并且推导了几种等值模式的特征模数。最后举例说明了该方法的优点。

In this paper the stability of the harmonic materials under large deformation is considered, the stability of the first, second and third boundary value problems is studied, and the method of finding the eigenvalues of plane elasticity is obtained.

本文研究了和谐材料在大弹性变形下的稳定问题,并考虑了第一第二第三边值问题的稳定问题,获得了平面弹性问题的特征值的求法。

In this paper,starting from the basic equation of a plane thermoelastic problemand based on-the displacement method,the derivation of boundary integral equationsand the discretization are briefly mentioned.The formulae which can be useddirectly to evaluate boundary stresses from the displacements and traction on theboundaries are derived.Numerical examples are performed for the calculation ofthermal stress in the circular region,the concentric circular region and the circularregion with an eccentric circular...

In this paper,starting from the basic equation of a plane thermoelastic problemand based on-the displacement method,the derivation of boundary integral equationsand the discretization are briefly mentioned.The formulae which can be useddirectly to evaluate boundary stresses from the displacements and traction on theboundaries are derived.Numerical examples are performed for the calculation ofthermal stress in the circular region,the concentric circular region and the circularregion with an eccentric circular hole,separately.The results obtained are ingood agreement with the theoretical solutions and experimental results.It showsthat the boundary element method is quite valid for the solution of plane ther-moelastic problems.This paper can be applied to problems of plane elasticity with body force.

本文利用位移法由平面热弹性问题的基本方程出发,简要地叙述了边界积分方程的建立及离散化手法,导出了由边界上的位移和表面力直接计算边界应力的公式。作为数值计算例,计算了圆形区域,同心圆区域和具有偏心圆孔的圆形区域的热应力。计算结果与解析解或实验结果进行了比较,两者相当吻合。计算表明,边界元法对求解平面热弹性问题十分有效.本文也适用于有体积力的平面弹性问题.

 
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