| 1. | For an incompressible fluid in steady flow, the equation takes the following form .
对于不可压缩流体作稳恒流动的连续性方程有如下形式。 |
| 2. | This relationship will eventually be substituted into the equation of continuity for moisture, which is now derived .
这个关系式最终要代到下面要推导的水连续性方程中去。 |
| 3. | It is the fundamental reason that the continuity function faults
这也就是连续性方程不正确的根本原因。 |
| 4. | Material continuity equation
物质连续性方程 |
| 5. | We establish equations based on the darcy theory and incompressible - flow continuity - equation
根据darcy定律和不可压缩流体连续性方程建立树脂流动控制方程。 |
| 6. | The continuum equation and kinematics differential equation composed the dynamic model of mixed traffic flow
连续性方程和运动微分方程构成了混合交通流的动力学模型。 |
| 7. | From the matrix form of schr ? dinger equation , the extended schr ? dinger equations are proposed , which satisfy the continuity equation
进一步我们得到推广的薛定谔方程，并证实它满足连续性方程。 |
| 8. | A continuous equation , three momentum equations are set up for each phase , and the algebraic equation with sum of volume rate amount to one is set up in this model
该模型针对每一相都建立了一个连续性方程、三个动量方程，并建立了一个体积率和等于1的代数方程。 |
| 9. | Considering the overtaking flow , this paper built the continuum equation of mixed traffic flow , set up the kinematics differential equation by means of differential calculus
摘要引入超车换道流量，建立了混合交通流的连续性方程；通过对交通流参数的微分变换，建立了混合交通流的运动微分方程。 |
| 10. | The one dimensional continuity equations of n - on - p planar pn junction are solved at different boundary conditions . generalized solutions of photocarrier concentration are given in this paper
摘要对一维情况下平面pn结的连续性方程进行了求解，给出了不同边界条件下光生载流子浓度的一般形式解，并对结果进行了分析讨论。 |
