Analytical and numerical results on the attenuation and dispersion of an acoustic wave through a two-phase flow

Presents validation of the Eulerian approach for unsteady two-phase flows, whose behaviour depends on the coupling between the two phases, on the basis of the study of attentuation and dispersion of an acoustic wave propagating into a one dimensional two-phase flow. This approach and the correspondi...

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Veröffentlicht in:International journal of numerical methods for heat & fluid flow 1997-11, Vol.7 (7), p.722-736
Hauptverfasser: Basset, T, Daniel, E, Loraud, J.C
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container_title International journal of numerical methods for heat & fluid flow
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creator Basset, T
Daniel, E
Loraud, J.C
description Presents validation of the Eulerian approach for unsteady two-phase flows, whose behaviour depends on the coupling between the two phases, on the basis of the study of attentuation and dispersion of an acoustic wave propagating into a one dimensional two-phase flow. This approach and the corresponding numerical aspects are accurate enough for later applications in more complex geometries, where "vortex shedding" phenomena take place. Attenuation and dispersion of a pressure wave in a two-phase medium of rest was previously studied by Temkin and Dobbins. Present work is an extension of this theory to the case of a two-phase flow. This theoretical approach leads to a numerical solution of the problem. Compares the derived results with those obtained from a direct numerical simulation based on MacCormack scheme in a finite volume formulation. Verifies that analytical and numerical approaches are in good agreement.
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subjects Acoustics
Flow control
Mathematical analysis
Mathematical models
Multiphase flow
Numerical analysis
Studies
title Analytical and numerical results on the attenuation and dispersion of an acoustic wave through a two-phase flow
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