Based on the dynamical differential equations for the velocityboundarylayer, dynamic integrate equation is drawn.
从边界层动态微分方程出发,按照速度边界层有关理论,推导出了边界层动态积分方程。
2
The dynamical respondent functions dependent of the time and the space for the velocityboundarylayer are different from the classical results.
在对边界层速度合理假设的基础上,求解了动态积分方程,给出了依时间和空间变化的边界层厚度响应函数。
3
Calculation formula of velocity distribution, boundarylayer thickness, friction force and loss of water head are given out, in accordance with the result from theory analysis of similitude solution.