双立式泵进气旋涡发生的数值模拟研究

Ali F. Kadhim, H. A. Thamiry
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引用次数: 1

摘要

泵站在我们的现代生活中被广泛使用。水泵泵槽处出现涡流,导致空气进入进气管道,是水泵设计中常见的问题。这种现象,包括表面和地下涡旋,可能会导致泵结构的损坏,高功耗和泵性能的损失。在某些要求中,使用多个吸入管来获得所需的流量。由于这种布置,会影响吸气管的性能。本文利用计算流体动力学(CFD)软件Fluent,研究了双泵流型周围涡的发生。该CFD模型基于有限体积法求解navier - stocke方程组。研究了5种不同浸没深度(S)和5种不同吸力速度(v)下的双吸力管道模型,湍流选择SST k-ω湍流模型。结果表明:当入水深度(S)等于或大于进气管钟口直径(D)的1.5倍时,空气进入旋涡不出现;当入水深度(S)等于1.25D,钟口处的弗劳德数等于或大于1.028时,表面旋涡明显出现,当(S/D=1)和弗劳德数等于或大于0.77时,表面旋涡明显出现。当吸力管中心到侧壁(C)的距离等于2倍钟径时,不出现近附壁涡。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical Simulation to Investigate the Occurrence of Vortices at Double Vertical Pumps Intakes
The pumping station is widely used in our modern life. The occurrence of the vortex at pumpsump, which is causing air entering pipe intake, is a common problem in the design of pumps. Thisphenomenon, including surface and sub-surface vortex, may lead to damage to the pumping structure, highpower consumption, and loss in pump performance. In some requirements, the multiple suction pipes areusing to get the required flow. Due to this arrangement, the performance of the suction pipes will influence.This paper is aimed to investigate the occurrence of vortices around the flow pattern of two pumps by usingComputational Fluid Dynamic (CFD) code Fluent. This CFD model is based on solving Navier-Stockequations by finite volume method. The model of double suction pipes was investigated under five differentsubmergence depth (S) and five different suction velocities (v). The SST k-ω turbulence model was selectedfor the turbulence. The results showed that the air entering vortex does not appear when the submergencedepth (S) is equal or greater than 1.5 times from the diameter of the bellmouth for intake pipe (D). Thesurface vortex appeared obviously when the submergence depth (S) equals to 1.25D and the Froude numberat the bell is equal to or greater than 1.028, and appeared clearly when the (S/D=1) and Froude number isequal to or more than 0.77. The nearer attached wall vortex does not appear when the space from the centerof the suction pipe to the sidewall (C) equals 2 times of bell diameter.
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