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A Mathematical Computation of the Transition Flows between Pressurized and Non-Pressurized Conditions in Pipes

机译:管道中加压和非加压条件之间过渡流的数学计算

摘要

The flow condition in pipe has to be ascertained hydraulically in order to attain effective outlet for stormwater through sewers in a sewerage network in urban areas. The transition flows between pressurized and non-pressurized conditions are calculated under two boundary types, namely, inundation of the basin and when water level at the downstream end rising. To calculate the transition flows, two models are used that is, the slot model and a new proposed model which we name it the exact model. Slot model can deal with the pressurized flow as well as the non-pressurized one by assuming the slot on pipe. The exact model describes the flow in the pipe without considering the hypothetical slot. Obtained results from these models show that the exact model can be used transient flow in pipes and the occurrence of the transition flows which influences on the drainage performance. Thus, plans for sewer systems are approached, considering the total management in the basins.
机译:必须通过液压确定管道中的流动状况,以便通过市区下水道网络中的下水道获得有效的雨水出口。在两种边界类型下,计算了受压状态和非受压状态之间的过渡流,即盆地淹没和下游端水位上升时。为了计算过渡流,使用了两个模型,即插槽模型和新提议的模型,我们将其命名为精确模型。槽模型可以通过假定管道上的槽来处理增压流和非增压流。确切的模型描述了管道中的流量,而不考虑假设的缝隙。从这些模型获得的结果表明,可以使用精确的模型来计算管道中的瞬态流量和过渡流量的出现,这会对排水性能产生影响。因此,要考虑到流域的总体管理,制定下水道系统计划。

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