Vibration Excitation Forces Due to Two-Phase Flow in Piping Elements

Author:

Riverin J.-L.1,Pettigrew M. J.21

Affiliation:

1. BWC∕AECL∕NSERC Chair of Fluid-Structure Interaction, Department of Mechanical Engineering, École Polytechnique Montréal, QC, Canada, H3C 3A7

2. Fellow ASME

Abstract

Severe vibrations were observed in a small piping system comprising two elbows and straight sections configured in the form of a U and subjected to air-water internal two-phase flow. An experimental study was undertaken to investigate the governing vibration excitation mechanism. Vibration response, excitation forces, and fluctuating properties of two-phase flow were measured over a wide range of flow conditions. The results show that the observed vibrations are due to a resonance phenomenon between periodic momentum flux fluctuations of two-phase flow and the first modes of the piping system. The excitation forces consist of a combination of narrow-band and periodic components, with a predominant frequency that increases proportionally to flow velocity. For a given void fraction, the force spectra for various flow velocities and elbow geometries show little scatter on a plot of a normalized power spectral density as a function of a dimensionless frequency. The predominant frequencies of excitation agree with recent results on the characteristics of periodic structures in two-phase flow.

Publisher

ASME International

Subject

Mechanical Engineering,Mechanics of Materials,Safety, Risk, Reliability and Quality

Reference13 articles.

1. Two-Phase Flow-Induced Vibration: An Overview;Pettigrew;ASME J. Pressure Vessel Technol.

2. Flow-induced Vibration in Two-Phase Flow;Chen;ASME J. Pressure Vessel Technol.

3. Hara, F. 1980, “Two-Phase Flow-Induced Parametric Vibrations in Structural Systems—Pipes and Nuclear Fuel Pins,” Report of the Institute of Industrial Science, University of Tokyo, 28, pp. 1–43.

4. Fluidelastic Instability of Flexible Tubes Subjected to Two-Phase Internal Flow;Monette;J. Fluids Struct.

5. On the Dynamics of Curved Pipes Transporting Fluid. Part I: Inextensible Theory;Misra;J. Fluids Struct.

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