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平面弹性     
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  plane elasticity
     The transformation of the typical hybrid stress element of plane elasticity, Pian-Sumihara element, into a plate bending element is studied.
     把典型的平面弹性杂交应力元-Pian-Sumihara 元-转化为板弯曲单元,从而初步探讨了将平面弹性杂交元转化为板弯曲单元的方法。
短句来源
     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
短句来源
     By using plane elasticity complex variable method, the mathematical model can be established on boundary value problem of analytic functions.
     运用平面弹性复变方法把满足已知边界条件的弹性平衡问题转化为解析函数边值问题,再通过引入Sherman变换,把边值问题转化为Cauchy核的奇异积分方程组.
短句来源
     ON FUNDAMENTAL PROBLEMS OF PLANE ELASTICITY WITH PERIODIC STRESSES
     关于周期应力平面弹性基本问题
短句来源
     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
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  planar elasticity
     ON LOCKING-FREE FINITE ELEMENT SCHEMES FOR THE PURE DISPLACEMENT BOUNDARY VALUE PROBLEM IN THE PLANAR ELASTICITY
     关于纯位移边界条件的平面弹性问题Locking-Free有限元格式
短句来源
     CONSTRAINED NONCONFORMING ROTATED Q_1 ELEMENT FOR STOKES FLOW AND PLANAR ELASTICITY
     带约束非协调旋转Q_1元在Stokes和平面弹性问题的应用
短句来源
     Moreover, we apply the CNR element to the nearly incompressible planar elasticity problem, and obtain uniformly optimal error estimates in both energy and L2 norm, which is independent of the Lame constant λ.
     同时应用CNR元求解几乎不可压平面弹性问题,在能量范数与L~2范数意义下得到了与Lame数λ无关的最优误差估计。
短句来源
     we point out that one of two elements is a locking-free element and can be applied to the planar elasticity problem under rectangular grid;
     特别指出的是,其中一个单元在矩形网格下,还是一个Locking-free元,可用于平面弹性问题。 另外,本文通过引入变网格思想又将该单元用于非定常Stokes问题得到了最优误差估计。
短句来源
     Second, we study the planar elasticity problem with the pure displacement boundary value problem by nonconforming anisotropic Crouzeix-Raviart triangular element.
     其次,在各向异性网格下研究了纯位移平面弹性问题的非协调Crouzeix-Raviart三角形有限元逼近。
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  plane elastic
     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
     AN INVERSION METHOD ON PLANE ELASTIC WAVE WITH TRANSFER OPERATOR
     平面弹性波传递算子反演方法
短句来源
     Application of Coupling Method of Finite Element and Infinite Element With (r_i/r)~w Type Decay in Analysis of Semic-Infinite Plane Elastic foundation
     按(~ri/r)~α衰减的无界元与有限元耦合方法分析半无限平面弹性地基
短句来源
     A Boundary Element Method Based on Stress for Plane Elastic Problems
     应力边界元法解平面弹性问题
短句来源
     Displacement Calculation of Plane Elastic Foundation with Rigid Substratum
     具有刚性下卧层的平面弹性地基的位移计算
短句来源
更多       
  elastic plane
     Solution of Crack Problem of an Elastic Plane under Antisymmetrical Load with Fourier Integral Transformation Method
     平面弹性中反对称载荷时裂纹问题的Fourier积分变换解法
短句来源
     Boundary Integral Formula for the Elastic Plane Problem of Exterior Circular Domain
     圆外平面弹性问题的边界积分公式
短句来源
     The problem of anisotropic elastic plane with arbitrary incline cracks was investigated by the plane elastic complex variable method, and was reduced to solve the boundary value problem for analytic function. After constructing appropriate integral transformations, the boundary value problems were transformed into singular integral equations. By using Lobotto-Chebyshev quadrature formulas, the singular integral equations were solved numerically.
     本文应用平面弹性复变方法,将无限各向异性平面中的任意斜裂纹问题归结为求解一组解析函数边值问题,通过构造适当的积分变换将边值问题转化为奇异积分方程,进而应用Lobotto-Chebyshev数值求积公式,求出该奇异积分方程的数值解,并得到了应力强度因子的近似表达式,最后,给出了一些实例的数值结果,对特例的数值结果与精确结果进行比较,吻合的很好。
短句来源
     ON THE MIXED BOUNDARY VALUE PROBLEMS IN AN INFINITE ELASTIC PLANE WITH PERIODIC HOLES OR CRACKS
     双周期平面弹性混合问题
短句来源
     ON THE FUNDAMENTAL PROBLEMS IN AN INFINITE ELASTIC PLANE BONDED BY TWO DIFFERENT MATERIALS WITH CRACKS ON THE WELDING CURVE
     复合材料焊接线出现裂缝的平面弹性基本问题
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  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
      
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  planar elasticity
A locking-free anisotropic nonconforming rectangular finite element approximation for the planar elasticity problem
      
This paper deals with a new nonconforming anisotropic rectangular finite element approximation for the planar elasticity problem with pure displacement boundary condition.
      
Finally, we show that corresponding relationships between fluid mechanics and electromagnetism are valid to the theory of planar elasticity and plate bending.
      
A residue based reliable and efficient error estimator is established for finite element solutions of mixed boundary value problems in linear, planar elasticity.
      
Representations of ?, biharmonic vector fields, and the equilibrium equation of planar elasticity
      
更多          
  plane elastic
Plane elastic problems of different media with cracks on the interface
      
The present study concentrates on the development of three-dimensional perturbations created in a model experiment, both mechanically and by means of plane elastic plates, for various Reynolds numbers.
      
The stability of an unbounded plane elastic plate in gas moving on one side of the plate and at rest on the other is analyzed.
      
Results of a computer simulation of an impedance absorber for longitudinal plane elastic waves incident on a free boundary of a rigid body are presented.
      
The method and results of measuring the shear elastic modulus of a rubberlike polymer by the deformation of a plane elastic layer are described.
      
更多          
  elastic plane
The equilibrium problem for the infinite elastic plane consisting of two different media with many cracks on the interface is discussed.
      
Solving elastic plane problems involving the effect of Lorentz forces on conductors carrying a uniform current
      
Green's functions for a two-phase infinite magneto-electro-elastic plane
      
On the fundamental problem for an infinite elastic plane bonded by different anisotropic materials with cracks
      
In this paper, the first fundamental problem for an infinite elastic plane bonded by different anisotropic materials with cracks of arbitrary shape is discussed.
      
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