TY  - GEN
N2  -   Aim of this work is the examination of numerical methods for the   solution of large systems of PDE's. The equations under   consideration arise from chemically reacting flows.   A focal point is the analysis of a finite element   discretization with stabilized finite elements of degree   two. Aspects of error estimation, solution techniques and mesh   adaptivity are discussed with regard to the Navier-Stokes   equations. Using a well established Navier-Stokes benchmark flow the   discussed methods are verified.    To cope with the huge systems arising from reactive flow problems a   parallel multigrid method on locally refined meshes is presented.    Finally, we will perform a simulation of a methane burner in a   complex three dimensional geometry. We will use a detailed reaction   mechanism with 39 chemical species.
UR  - https://archiv.ub.uni-heidelberg.de/volltextserver/5743/
A1  - Richter, Thomas
ID  - heidok5743
KW  - parallel 
KW  -  multigrid 
KW  -  reactive flows 
KW  -  adaptive finite elements
AV  - public
Y1  - 2005///
TI  - Parallel Multigrid Method for Adaptive Finite Elements with Application to 3D Flow Problems
ER  -