Boundary Conditions For The Coupling Of Two-Phase Flow Models | Zendy

Jean-Marc Hérard | Zendy; Olivier Hurisse | Zendy

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Boundary Conditions For The Coupling Of Two-Phase Flow Models

Author(s) -

Jean-Marc Hérard,

Olivier Hurisse

Publication year - 2007

Publication title -

17th aiaa computational fluid dynamics conference

Language(s) - English

Resource type - Conference proceedings

DOI - 10.2514/6.2007-4458

Subject(s) - interface (matter) , coupling (piping) , flow (mathematics) , mechanics , boundary (topology) , boundary value problem , computer science , homogeneous , phase (matter) , relaxation (psychology) , physics , statistical physics , mathematics , mechanical engineering , mathematical analysis , engineering , quantum mechanics , psychology , social psychology , bubble , maximum bubble pressure method

International audienceWe examine in this paper an approach for the interfacial coupling of two distinct two-phase flow models, namely a two-fluid model and an homogeneous relaxation model. This is achieved by prescribing specific boundary conditions through the coupling interface between codes, using an interface "father" model. The main underlying ideas are given, together with associated properties. Details on the numerical fluxes are provided, and some numerical tests are discussed

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