ASPCS
 
Back to Volume
Paper: High-Order Finite-Volume Methods on Locally-Structured Grids
Volume: 406, Numerical Modeling of Space Plasma Flows: ASTRONUM - 2008
Page: 207
Authors: Colella, P.; Dorr, M.; Hittinger, J.; McCorquodale, P.W.; Martin, D.F.
Abstract: We describe recent developments in high-order (greater than second-order) accurate finite-volume discretizations of partial differential equations (PDE) in divergence form. We will address a number of algorithmic issues that arise in these methods, including the choice of limiters for hyperbolic problems that preserve high-order accuracy; defining quadrature rules for fluxes on mapped grids that are freestream-preserving; and high-order interpolation of ghost cell values at block or refinement boundaries.
Back to Volume