A discontinuous Galerkin finite element method for multiphase viscous flow

Journal article

Abstract:: Multiphase viscous flow is usually modelled by a coupled system of differential equations comprising hyperbolic partial differential equations describing the evolution of the volume fraction of each phase, and elliptic partial differential equations describing quasi–static force balances. A discontinuous Galerkin finite element method is derived for this system of equations by appealing to conservation of flux and stress of each phase across element boundaries. One and two dimensional ex...
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Department:

Computer Science

Role:

Author

Publisher:: Society for Industrial and Applied Mathematics Publisher's website
Journal:: SIAM Journal on Scientific Computing
Acceptance date:: 2015-05-06
EISSN:: 1095-7197
ISSN:: 1064-8275

Language:: English
Keywords:: Stokes flow

hyperbolic PDEs

discontinuous Galerkin finite element

multiphase flow
Subjects:: Fluid mechanics

Numerical analysis
UUID:: uuid:148d029d-5c7a-4acb-a9c4-c6c9f4b3aee4
Deposit date:: 2015-05-07

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