CALTAGIRONE, Jean-Paul; VINCENT, Stéphane

doi:10.4236/ojfd.2015.52019

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CALTAGIRONE, Jean-Paul

VINCENT, Stéphane
Laboratoire de Modélisation et Simulation Multi Echelle [MSME]

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Open Journal of fluid Dynamics. 2015-06p. 171-182

Scientific Research

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A new scalar projection method presented for simulating incompressible flows with variable density is proposed. It reverses conventional projection algorithm by computing first the irrotational component of the velocity and then the pressure. The first phase of the projection is purely kine-matics. The predicted velocity field is subjected to a discrete Hodge-Helmholtz decomposition. The second phase of upgrade of pressure from the density uses Stokes' theorem to explicitly compute the pressure. If all or part of the boundary conditions is then fixed on the divergence free physical field, the system required to be solved for the scalar potential of velocity becomes a Poisson equation with constant coefficients fitted with Dirichlet conditions.< Réduire

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Incompressible Flows

Hodge-Helmholtz Decomposition

Navier-Stokes Equation

Projection Methods

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A Kinematics Scalar Projection Method (KSP) for Incompressible Flows with Variable Density

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