| 1. | Rectangular finite element method with moving grid for parabolic problem
突聋预后相关因素的分析 |
| 2. | Concepts behind soa and how to move grid applications to soa model
Soa幕后的概念，以及如何将网格应用程序迁移到soa模型 |
| 3. | Moving grid - strategy and multi - block grids technology were used in the calculation
流动计算采用了多块分区运动网格技术。 |
| 4. | Rectangular crouzeix - raviart anisotropic finite element method for nonstationary stokes problem with moving grids
型各向异性非协调元变网格方法 |
| 5. | Moving grid finite element method along characteristics for semiconductor device of heat conduction
热传导型半导体瞬态问题特征变网格有限元法及其分析 |
| 6. | The moving grids are attached to the wing and are generated at every time step in the calculation for the unsteady viscous flows
在计算非定常流动时采用贴体运动网格，每一个时间步长生成一次。 |
| 7. | By means of dual - time stepping method and moving grids technique , we solved the 3 - d unsteady euler ' equations for helicopter rotor in forward flight , and obtained the near - field hsi noise
为了多桨旋翼旋转、变距等复合运动的准确描述，采用了多块分区运动网格技术。 |
| 8. | In the third chapter , by using the five nodals element ' s special property and combining the moving grid techniques , nonstationary stokes problem are studied
另一方面利用五节点单元的特殊性质，并应用变网格有限元技术，我们在第三章研究了发展型stokes方程的各向异性误差估计。 |
| 9. | In this dissertation , the main contents axe the anisotropic nonconfonning finite element methods with moving grid for nonstationary stokes problem and the high accuracy analysis of nonconfonning finite element methods for poisson equations
本文的主要内容是讨论发展型stokes方程变网格各向异性非协调有限元分析和poisson方程非协调有限元的超逼近性质和整体超收敛性质。 |
| 10. | The main aspects of this dissertation are as follows : 1 . employing the moving grid technique , a 3 - d moving grid based on the transfinite interpolation is developed . this grid has better adaptation than the deforming grid for flapping wing
本文的主要工作表现在以下几个方面： 1 、引入运动网格技术，发展了一套基于广义无限插值理论的适合扑翼计算的三维运动网格，提高了网格对扑动机翼的适应性。 |
