Based on the mass conservation law and momentum equations of incompressible fluid , the general equation for fluid flow in marching solution is established and the marching solution for flaid flow in manifolds is presented 摘要以不可压流体的连续方程和动量方程为基础,将分支管流速作为未知量,建立推进算法的基本方程和计算方法。
Based on the mass conservation law and momentum equations of incompressible fluid in manifolds , the three examples of style manifolds with different pipe diameter show the difference between the marching solution method and the standard solution method 摘要在并联管组水动力学基本方程的基础上,分别采用水动力推进算法和水动力标准算法,对3种不同的分支管面积的型集箱进行计算,比较两种算法的计算结果差异。