1.
A domain decomposition method for finite element solution of scattering problems of the quasi-periodic structures
一种分析准周期结构散射问题的有限元区域分解算法
2.
The Splitting Extrapolation Method of Mixed Finite Element Based on Domain Decomposition;
基于区域分解的混合有限元分裂外推
3.
Domain map finite element method for open boundary electromagnetic field problem
求解开域电磁场问题的区域映射有限元法
4.
Research on the Algorithm of Finite Element Riangle Mesh Generation in Planar Area;
平面区域有限元三角网格剖分算法研究
5.
A Collocation Finite Element Method for Elliptic Problems in Irregular Domain;
不规则区域上椭圆问题的配置有限元法
6.
A Collocation Finite Element Method for Parabolic Problems in Irregular Domains;
不规则区域上抛物问题的配置有限元法
7.
An integration scheme for discontinuities in the extended finite element method
扩展有限元中非连续区域的一种积分方案
8.
Finite element analysis of thermal stress in transition section of coke tower
焦炭塔过渡段区域的热应力有限元分析
9.
Domain Decomposition Method of Mixed Finite Element Method on Biharmonic Equation
重调和方程的混合有限元的区域分解算法
10.
Analysis of Finite Element Method for the Heat Equation on a Long Stripe
无限长条形区域上热传导方程的有限元方法分析
11.
numerical weather prediction for limited area
有限区域数值天气预报
12.
limited area fine-mesh model
有限区域细网格模式
13.
A STUDY ON FINITE ELEMENT METHOD AND SUBSTRUCTURE-SUBDOMAIN TECHNIQUE FOR DYNAMIC ANALYSIS OF COUPLED FLUID-SOLID INTERACTION PROBLEMS
流固耦合振动分析的有限元与子结构—子区域方法研究
14.
The two-scale finite element computation for thermoelastic problem in periodic perforated domain
周期孔洞区域中热力耦合问题的双尺度有限元计算
15.
The finite elements analysis of the influence of friction force between rail and wheel of high speed lorry on the load bearing region of rail
高速货车车轮摩擦力对钢轨承载区域影响的有限元分析
16.
Splitting Extrapolation Method for Solving Second Order Partial Differential Equations with Curved Boundary by Using Domain Decomposition and Double-quadratic Isoparametric Finite Element;
曲边界区域上二阶偏微分方程的基于区域分解和双二次等参有限元的分裂外推法
17.
Region Configuration and Conformation of Finite Element Permutation and Finite Element Circle Permutation;
有限元排列与有限元环排列的区结构和构象
18.
the confinement of an infection to a limited area.
感染被限制在有限的区域中。