A discontinuous Galerkin front tracking method for two-phase flows with surface tension
Description:
A Discontinuous Galerkin method for solving hyperbolic systems of conservation laws involving interfaces is presented. The interfaces are represented by a collection of element boundaries and their position is updated using an arbitrary Lagrangian-Eulerian method. The motion of the interfaces and the numerical fluxes are obtained by solving a Riemann problem. As the interface is propagated, a simple and effective remeshing technique based on distance functions regenerates the grid to preserve i…
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Date:
December 28, 2008
Creator:
Nguyen, V. T.; Peraire, J.; Cheong, K. B. & Persson, P. O.
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UNT Libraries Government Documents Department