We consider a convection-diffusion-reaction problem, and we analyze a stabilized mixed finite volume scheme where the scalar variable is approximated by piecewise constants. Error bounds are given, proving O(h^1/2) convergence in the L2-norm for the scalar variable.
Stability and error Analysis of Mixed Finite Volume Methods for Advection Dominated problems
BREZZI, FRANCO;MARINI, LUISA DONATELLA;
2006-01-01
Abstract
We consider a convection-diffusion-reaction problem, and we analyze a stabilized mixed finite volume scheme where the scalar variable is approximated by piecewise constants. Error bounds are given, proving O(h^1/2) convergence in the L2-norm for the scalar variable.File in questo prodotto:
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