带诱导轮高速离心泵流动诱导振动数值分析

司乔瑞;余志顺;袁寿其;袁建平

振动与冲击 ›› 2013, Vol. 32 ›› Issue (20) : 102-106.

PDF(1574 KB)
PDF(1574 KB)
振动与冲击 ›› 2013, Vol. 32 ›› Issue (20) : 102-106.
论文

带诱导轮高速离心泵流动诱导振动数值分析

  • 司乔瑞 1,余志顺 2, 袁寿其 1,袁建平1
作者信息 +

Numerical study on flow induced vibration of high speed centrifugal pump with inducer

  • Si Qiao-rui 1 Yu Zhi-shun 2 Yuan Shou-qi 1 Yuan Jian-ping 1
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摘要

基于SST k-ω湍流模型封闭三维Navier-Stokes方程,对某带诱导轮高速离心泵内部流场进行了三维非定常数值计算,并借助计算机辅助工程(CAE)多物理场协同仿真平台ANSYS Workbench12.0,采用单向流固耦合方法对叶轮转子系统进行瞬态动力学计算,分析了带诱导轮高速离心泵的流动诱导振动特性。计算结果表明:流体载荷预应力对转子固有频率的影响不大,转子系统应力随流量增加而变大,且应力最大的位置在叶轮与泵轴结合处;诱导轮顶部的振动位移呈周期性变化,且波动在垂直方向大于水平方向,主频为诱导轮叶片通过频率(267Hz);轴承约束面处各向振动均衡,主频为轴频的3倍(379Hz)。

Abstract

Based on Navier-Stokes equations closed by SST k-ω turbulence model, the three-dimensional unsteady flow of a high speed centrifugal pump with inducer was numerically calculated. One-way fluid solid interaction method was utilized to process rotor system transient dynamic analysis by the help of ANSYS Workbench12.0, a computer aided engineering simulation platform. Flow induced vibration characteristic of this pump was analyzed subsequently. The result shows that initial stress from fluid has little influence on the intrinsic frequency of rotor system. Rotor stress increases with the pump flow, and the loads maximum position is located in the combination between pump shaft and the impeller. The displacement vibration at the top of the inducer changes periodic, and the fluctuation in the vertical direction is greater than the horizontal direction, whose frequency is the inducer blade passing frequency(267Hz). Bearing constraint surface vibration displays equilibrium, whose frequency is threefold of shaft frequency(379Hz).


关键词

高速离心泵 / 诱导轮 / 振动分析 / 流固耦合

Key words

high speed centrifugal pump / inducer / fluid solid interaction

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导出引用
司乔瑞;余志顺;袁寿其;袁建平. 带诱导轮高速离心泵流动诱导振动数值分析[J]. 振动与冲击, 2013, 32(20): 102-106
Si Qiao-rui Yu Zhi-shun Yuan Shou-qi Yuan Jian-ping . Numerical study on flow induced vibration of high speed centrifugal pump with inducer[J]. Journal of Vibration and Shock, 2013, 32(20): 102-106

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