1) fixing fabric structure
体积控制
2) control volume
控制体积
1.
The moving boundary was dealt with by the control volume method,the mid-surface is discretized by FEM,and the gapwise direction is discretized by finite difference method.
基于Hele-Shaw流动的近似描述,采用有限元/有限差分混合法求解粉末注射成型充填过程,有限元法处理中面离散求解,厚度方向则使用有限差分法,运用控制体积法追踪运动边界,压力方程和能量方程顺序求解,实现了复杂型腔多种浇口充填过程温度场、压力场和速度场以及运动前沿的数值仿真分析,得到了较有价值的流场数值分析结果。
2.
Then divide the intervals into sub-intervals,named control volumes.
其主要思想是:第一步,将空间计算区域划分为一系列单元,称为谱体积,等分每个谱体积为一些子单元,称为控制体积(control volume)。
3.
The instant change of oil temperature in the control volume of the pump is solved in the paper by means of deviding the control volume based on the simplized figure of the pump and also using the energy conservation principal.
采用在泵体简化图上分块划分控制体积的方法，利用控制体积能量守恒定律，求解各控制体积油液温度的瞬时变化规律，定量分析CY型轴向柱塞泵的自冷却性能。
3) control volume
控制体，控制容积
4) control-volume method
控制体积法
1.
Quadrilateral control-volume method for flow and heat transfer simulation of injection molding;
注塑流动与传热分析的四边形单元控制体积法
5) control volume
控制体积法
1.
With the thickness fraction of materials introduced,control volume method was used to tracking the moving interface during polymers mold filling.
基于Hele Shaw流动模型,推导出顺序共注射成型充填过程的数值模型;并引入厚度分数,采用控制体积法来实现运动界面的追踪。
2.
A control volume approach is applied here to trace the moving boundaries, one for melt front,the other for gas melt interface.
在对移动边界的处理采用控制体积法对充模过程中的两类移动边界：熔体前沿、熔体—气体边界进行跟踪，从而实现气体辅助注射成型充模过程的数值模拟。
6) Control volume method
控制体积法
1.
Governing equations of the model are discretized by control volume method, and non-staggered grids and SIMPLE algorithm are introduced to simplify the program during the discretization.
采用控制体积法与SIMPLE算法对一般曲线坐标下控制方程进行离散和求解,建立了长江土脑子河段曲线二维动床模型。
2.
First,the initial state of fluid-filled flexible structure is obtained indirectly through incorporating control volume method and ALE method.
采用显式动力软件LS-DYNA,首先通过控制体积法与ALE有限元法相结合的方法间接得到了柔性储液结构的初始状态,然后,采用ALE有限元法实现了大型车载柔性储液结构三维动态仿真,研究其在制动工况下的动力行为。
3.
Governing equations are discretized by control volume method,and non-staggered grids and SIMPLE algorithm are introduced to simplify the program during the discretization.
对笛卡尔坐标系下控制方程进行坐标变换,采用控制体积法与SIMPLE算法对方程进行离散和求解,建立了一般曲线坐标系平面二维全沙模型。
补充资料：反馈控制(见控制系统)
反馈控制(见控制系统)
feedback control
于。。伙。]伙ongZ片}反馈控制(几edbaekcontrol)见拉制系统。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条