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Kinematic wave solution of circular channel flow for urban drainage

机译:城市排水中圆形通道水流的运动波解

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摘要

In urban drainage, the circular channel is often used. The kinematic wave theory has been applied to approximate the unsteady flow in sewer by many computer packages for drainage design, e.g. HEC, SWMM and MOUSE among others. In the application of kinematic wave theory, one of key things is the derivation of kinematic wave parameters. This paper considered (a) circular channel with constant Manning roughness coefficient, and (b) circular channel with variable Manning roughness coefficient. For case (b), an equation that can describe the variation of Manning roughness coefficient with flow depth is presented. The examination of the "old" kinematic wave parameters shows that they do not give good agreement to the "true" relationships between discharge and flow area. "New" kinematic wave parameters that give better agreements are recommended to replace the old parameters. Similarly, the time of travel formulas that are based on the new parameters are recommended to replace the formulas that are based on the old parameters, and are used for estimating the time of travel in circular channel subject to a uniform lateral inflow and a constant upstream inflow.
机译:在城市排水中,经常使用圆形通道。运动波理论已被许多用于排水设计的计算机软件包应用于近似下水道中的非恒定流量。 HEC,SWMM和MOUSE等。在运动波理论的应用中,关键之一是运动波参数的推导。本文考虑了(a)具有恒定Manning粗糙度系数的圆形通道,以及(b)具有可变Manning粗糙度系数的圆形通道。对于情况(b),提出了一个可以描述曼宁粗糙度系数随流动深度变化的方程。对“旧的”运动波参数的检查表明,它们与流量和流量面积之间的“真实”关系没有很好的一致性。建议使用能提供更好一致性的“新”运动波参数来代替旧参数。同样,建议使用基于新参数的行进时间公式来代替基于旧参数的行进时间公式,该公式用于估算圆形通道在横向流量均匀且上游恒定的情况下的行进时间流入。

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