Article ID Journal Published Year Pages File Type
522750 Journal of Computational Physics 2006 18 Pages PDF
Abstract

A Mach-uniform finite volume scheme for solving the unsteady Euler equations on staggered unstructured triangular grids that uses linear reconstruction is described. The scheme is applied to three benchmark problems and is found to be considerably more accurate than a similar scheme based on piecewise constant reconstruction.

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Related Topics
Physical Sciences and Engineering Computer Science Computer Science Applications
Preview
A superlinearly convergent Mach-uniform finite volume method for the Euler equations on staggered unstructured grids
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