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Governing equations were discrete with two order upstream scheme. 计算过程中采用二阶迎风格式离散控制方程。
Let us summarize the governing equations for a fluid, previously deduced. 现在让我们将上面推导出来的流体运动基本方程组归并在一起。
New Effects: Crossflow, Lateral Dilation, 3D Separation. Governing Equations. 32新的效应：交叉流动，侧向扩张，三维分离，统御方程式。
New Effects: Crossflow, Lateral Dilation,3 D Separation. Governing Equations. 新的效应：交叉流动，侧向扩张，三维分离，统御方程式。
Governing equations in thermo-electromagnetic elastic problems were given. 给出了电磁热效应止裂技术耦合场理论的基本控制方程。
In the analysis of very complex systems, the governing equations for the system components form a large set of simultaneous equations. 在非常复杂的系统的分析中，系统组件的控制方程是由一个大的联立方程形成的。
First, the governing equations of the cylindrical shells are linearized by using the load incremental approach. 首先使用载荷增量法将两种圆柱形壳体的非线性微分方程线性化。
It is studied that the RTM resin flow process and the governing equations of resin flow is build up. 本文对树脂流动过程的特点进行了研究,建立了树脂流动控制方程。
Base on the assumption of compressible skeleton, grain and water, the saturated governing equations are deduced. 摘要基于介质骨架、固体颗粒以及水是可压缩的这一假设，推导出饱和的渗流应力耦合控制方程组。
The governing equations are the usual Navier-Stockes equations for the unsteady flow. 推导了控制方程在特定坐标系空间的表达,给出了适当的边界条件。
The meshless method is employed to discretize and solve the governing equations. 利用无网格法离散和求解了热固耦合场的控制方程。
The cell-centered finite volume scheme is applied to discretize the governing equations in space. 另外，时间推进方法可以减少设计过程中对于经验参数的依赖。
The governing equations are based on the classical laminated shell theory, and including hygrothermal effects. 壳体控制方程基于经典层合壳理论，并包括湿热效应。
This paper addresses the Resin Transfer Molding (RTM) process.The governing equations of resin flow are presented. 介绍了RTM工艺过程及特点,给出了树脂渗流控制方程。
So we should implement the method of weighted residuals to derive the governing equations of the NMM. 本文研究了如何从加权残数法出发建立拉普拉斯方程数值流形方法的求解方程。
The governing equations of resin flow are presented on the base of Darcy＇s law. 在达西定律的基础上建立了树脂流动过程控制方程。
To solve the set of governing equations, initial conditions have to be properly represented and set up using the latest information. 要求解气象方程组,首先要集合最新资料把初始状况正确地建立起来。
For the purpose of simulating aerodynamically determined body motion, the governing equations of rigid body dynamics are coupled in the overall solution algorithm. 本文还研究了刚体动力学方程与流动方程的耦合求解方法，用于模拟由气动力决定的物体运动轨迹。
The governing equations are discredited by using Galerkin method, and the matrix for elastoplastic constitutive model is also deduced. 采用加权残值法对耦合方程组进行有限元离散，并推导相应的弹塑性矩阵。
Gas governing equations are two dimensional axisymmetric N-S equations in Eulerian coordinates, which were solved by implicit LU-SGS method. 气相控制方程为欧拉坐标系中的二维轴对称N-S方程,求解方法为隐式LU-SGS方法。