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1.
Key Technologies of Automatic Quadrilateral Finite Element Mesh Qenerator;
四边形有限元网格生成方法关键技术
2.
A Finite Element Method of 5-parameters Quadrilateral for the Stationary Stokes Equations;
定常Stokes方程的五参数四边形有限元
3.
A New Linear Stress Hybrid Quadrilateral Finite Element and Its Three-dimensional Extension;
一个新型杂交应力四边形有限元及其三维推广
4.
Reseatch on a 2D Quadrilateral Mesh Generation Method;
一种四边形有限元网格生成方法的研究
5.
Study on the Algorithm of Quadrilateral Finite Element Mesh Generation;
关于四边形有限元网格生成算法的研究
6.
Narrow Quadrilateral Finite Element Method for Linear Parabolic Equations;
线性抛物型方程的窄四边形有限元逼近
7.
Error Estimate for a Quadratic Nonconforming Finite Element on Quadrilaterals
一种二次非协调四边形有限元的误差估计
8.
An Anisotropic Quadrilateral Finite Element Approximation to Bingham Fluid Problem
管道Bingham流问题的各向异性四边形有限元逼近
9.
Improvements of Quadrilateral Element with Drilling Dofs Using Hybrid Finite Element Methods;
带旋转自由度的四边形元的杂交有限元改进
10.
Eight-nodded curvilinear quadrilateral isoparametric shell element is used both in the FEM and in the BEM.
在有限元方法和边界元法中均采用了八结点曲面四边形等参单元。
11.
Isoparametric element of arbitrary quadrilateral plays an important role in finite element analysis.
等参数任意四边形单元在有限元分析中有着重要的作用。
12.
An Algebraic Multigrid Method of Quadratic Lagrangian Finite Element Equations under the Unstructured Quadrilateral Grids;
非结构四边形二次Lagrangian有限元方程的代数多重网格法
13.
Superconvergence for Least-Squares Mixed Finite Elements Over Quadrilaterals;
基于四边形剖分的最小二乘混合有限元的超收敛性研究
14.
A Full Quadrilateral Meshes Generation Algorithm and Its Application in Ship Finite Element Method;
一种全四边形网格生成算法及其在船舶有限元中的应用
15.
L~2 Error Estimates and Superconvergence of the Finite Volume Element Methods on Quadrilateral Meshes
四边形网上有限体积元法的L~2误差估计及超收敛
16.
Finite Element Analysis of the Anti-Plane Problem of a Doubly Periodic Parallelogram Array of Cracks
双周期平行四边形排列裂纹反平面问题的有限元分析
17.
Symmetry-preserving Finite Volume Element Scheme on Unstructured Quadrilateral Grids
非结构四边形网格下的一类保对称有限体元格式
18.
Formulation of2- D isoparametric quadrilateral element is done for finite element analysis.
为了进行有限元分析选用了平面四结点四边形等参数单元,作出了相应的公式推导。