2012AIP conference proceedingsRequires access

Y-dependent perturbation analysis of wave growth for 2D volume of fluid model

Stamatis Kalogerakos, Mustapha Gourma, Chris Thompson

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Abstract

The wave growth analysis is one of various methodologies used to validate 1D multiphase flow codes [1], and it has also been used as a first stage validation of two-dimensional volume of fluid (VOF) CFD simulations of pipeline multiphase flow [2]. A mathematical perturbation analysis to first order was carried out and shown to be in good agreement with simulation results [2]. In this paper a more in-depth perturbation analysis is carried out, taking into account the y-dependency of perturbation parameters and re-evaluating the surface tension term.

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What this paper is about

The wave growth analysis is one of various methodologies used to validate 1D multiphase flow codes [1], and it has also been used as a first stage validation of two-dimensional volume of fluid (VOF) CFD simulations of pipeline multiphase flow [2]. A mathematical perturbation analysis to first order was carried out and shown to be in good agreement with simulation results [2]. In this paper a more in-depth perturbation analysis is carried out, taking into account the y-dependency of perturbation parameters and re-evaluating the surface tension term.

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Available abstract

The wave growth analysis is one of various methodologies used to validate 1D multiphase flow codes [1], and it has also been used as a first stage validation of two-dimensional volume of fluid (VOF) CFD simulations of pipeline multiphase flow [2]. A mathematical perturbation analysis to first order was carried out and shown to be in good agreement with simulation results [2]. In this paper a more in-depth perturbation analysis is carried out, taking into account the y-dependency of perturbation parameters and re-evaluating the surface tension term.

Key concepts: Volume of fluid method, Perturbation (astronomy), Multiphase flow, Mechanics, Surface tension, Computational fluid dynamics, Fluid dynamics, Computer science

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