Solution property preserving reconstruction for finite volume scheme: a BVD+MOOD framework
Language
en
Article de revue
This item was published in
International Journal for Numerical Methods in Fluids. 2020-06, vol. 92, n° 6, p. 603-634
Wiley
English Abstract
The purpose of this work is to build a general framework to reconstruct the underlying fields within a Finite Volume (FV) scheme solving a hyperbolic system of PDEs (Partial Differential Equations). In an FV context, the ...Read more >
The purpose of this work is to build a general framework to reconstruct the underlying fields within a Finite Volume (FV) scheme solving a hyperbolic system of PDEs (Partial Differential Equations). In an FV context, the data are piece-wise constants per computational cell and the physical fields are reconstructed taking into account neighbor cell values. These reconstrucRead less <
English Keywords
Finite volume
multi-stage-BVD
THINC
positivity-preserving
MOOD
hyperbolic system of PDEs
multi-stage BVD
source
Origin
Hal imported