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- Wilson非协调有限元Wilson nonconforming finite element
- 把窄边类Wilson非协调元和五参数窄边四边形非协调元应用于定常Stokes方程,研究了试探函数不要求满足不可压条件的协调有限元解法和非协调有限元解法。Applying the narrow quasi-Wilson element and five parameters quadrilateral element to the stationary Stokes equation, we derive a finite element method which eliminates the div v ?
- Wilson非协调元的研究与改进INVESTIGATION AND IMPROVEMENT OF WILSON NONCONFORMING ELEMENT
- 位移障碍下变分不等式问题的各向异性非协调有限元方法Anisotropic Nonconforming Finite Element Approximation to Variational Inequality Problems with Displacement Obstacle
- 非协调有限元nonconforming finite element
- 证明了两阶椭圆边值问题的cascadic多重网格方法 ,对于P1非协调元、Carey非协调元、Wilson非协调元均可以达到最优 .The cascadic multigrid method for the second order elliptic problem is considered, which is discretized by P1 nonconforming element, or Carey element, or Wilson element, is accurate and has the optimal complexity.
- 位移障碍下四阶变分不等式问题的非协调有限元一般误差估计式GENERAL ERROR ESTIMATES OF THE NONCONFORMING FINITE ELEMENTS FOR A FOURTH ORDER VARIATIONAL INEQUALITY WITH DISPLACEMENT OBSTACLE
- Trefftz有限元Trefftz finite element
- 非协调连续统理论theory of incompatilbe continua
- 三雏有限元模型Three-dimensional finite element model(FEM)
- 全船有限元分析whole-ship FEM analysis
- 溃坝流动的有限元数值模拟Numerical Simulation of Dam Breaking with Finite Element Method
- 二元合金非等温凝固枝晶生长的数值模拟Numerical simulation of dendrite growth for binary alloy during non-isothermal solidification
- 复合地基单元体的有限元分析Numerical Study of Reinforcement Principle Besed on D-M Method
- 二元合金非等温凝固枝晶生长的相场法模拟Numerical Simulation of Non-isothermal Dendritic Growth of Binary Alloy Using Phase-field Method
- 中板精轧阶段温度场的有限元分析Numerical Simulation of Temperature Field in the Finish Rolling of Plate
- 近距离地铁施工的有限元数值模拟Numerical simulation for constructions of metro tunnels with short distance between them
- 半球凸模成形的有限元数值模拟研究Numerical Simulation Research of Hemispheroidal Punch Forming
- 三维涡流场基于有限元法的电磁位对The group of electromagnetic potential based on FEM in the three-dimensional eddy current field
- 双层堤基管涌动态发展的有限元模拟Numerical simulation of dynamic development of piping in two-stratum dike foundations