Multi-component reactive transport in porous media
Mathematical modeling
Existence of global solutions of reactive transport systems with mass action kinetics
Efficient numerical treatment of reactive transport problems (PDE-ODE-DAE systems)
Complementarity problems arising from precipitation-dissolution reactions of minerals, semismooth Newton method Read more
Older research topics (before 2002):
Domain decomposition methods (CGBI/FETI) and construction of efficient interface-acting preconditioners, and its implementation in a parallel Navier-Stokes solver coupling FE and spectral local solvers Read more
Obtained Funds:
Efficient Numerical Methods for Large Partial Differential Complementary Systems arising in Multispecies Reactive Transport with Minerals in Porous Media,
together with Professor Dr. Peter Knabner, Professor Dr. Christian Kanzow (Würzburg),
DFG (KN 229/12-1), 2007 – 2010
Efficient Numerical Methods for Large Partial Differential Complementary Systems arising in Multispecies Reactive Transport with Minerals in Porous Media (Nachfolgeprojekt),
together with Professor Dr. Peter Knabner, Professor Dr. Christian Kanzow (Würzburg),
DFG (KN 229/12-2), 2010 – 2013
