Peter Knabner
Peter Knabner
Professor of Applied Mathematics, University of Erlangen
Verified email at am.uni-erlangen.de
Title
Cited by
Cited by
Year
Numerical methods for elliptic and parabolic partial differential equations
P Knabner, L Angermann
Springer Verlag, 2003
478*2003
Elliptic & parabolic equations
Z Wu, J Yin, C Wang
World Scientific, 2006
2562006
Numerik partieller Differentialgleichungen: eine anwendungsorientierte Einführung
P Knabner, L Angermann
Recherche, 2000
233*2000
Mixed finite elements for the Richards’ equation: linearization procedure
IS Pop, F Radu, P Knabner
Journal of computational and applied mathematics 168 (1-2), 365-373, 2004
1772004
Mathematische Modellierung
C Eck, H Garcke, P Knabner
Springer, 2008
1622008
Order of convergence estimates for an Euler implicit, mixed finite element discretization of Richards' equation
F Radu, IS Pop, P Knabner
SIAM journal on numerical analysis, 1452-1478, 2005
1202005
Lineare Algebra
P Knabner, W Barth
Springer Berlin Heidelberg, 2017
118*2017
Solute transport in porous media with equilibrium and non-equilibrium multiple-site adsorption: Travelling waves
P van Duijn, C. J. , Knabner
J. reine angewandte Math 415, 1-49, 1991
109*1991
Finite element approximation of the transport of reactive solutes in porous media. Part 1: error estimates for nonequilibrium adsorption processes
JW Barrett, P Knabner
SIAM journal on numerical analysis 34 (1), 201-227, 1997
104*1997
An analysis of crystal dissolution fronts in flows through porous media. Part 1: Compatible boundary conditions
P Knabner, CJ Van Duijn, S Hengst
Advances in water resources 18 (3), 171-185, 1995
1041995
Travelling waves in the transport of reactive solutes through porous media: Adsorption and binary ion exchange—Part 1
CJ Van Duijn, P Knabner
Transport in Porous Media 8 (2), 167-194, 1992
991992
The Modeling of Reactive Solute Transport with Sorption to Mobile and Immobile Sorbents Part I
P Knabner, I Kögel-Knabner, KU Totsche
Water Resources Research 32, 1611-1622, 1996
921996
A new numerical reduction scheme for fully coupled multicomponent transport‐reaction problems in porous media
S Kräutle, P Knabner
Water resources research 41 (9), 2005
892005
Computation of variably saturated subsurface flow by adaptive mixed hybrid finite element methods
M Bause, P Knabner
Advances in Water Resources 27 (6), 565-581, 2004
892004
Error estimates for a mixed finite element discretization of some degenerate parabolic equations
FA Radu, IS Pop, P Knabner
Numerische Mathematik 109 (2), 285-311, 2008
882008
Inverse estimation of the unsaturated soil hydraulic properties from column outflow experiments using free-form parameterizations
S Bitterlich, W Durner, SC Iden, P Knabner
Vadose Zone Journal 3 (3), 971-981, 2004
852004
Mathematische Modelle für Transport und Sorption gelöster Stoffe in porösen Medien
P Knabner
P. Lang, 1991
77*1991
Comparison of numerical methods for simulating strongly nonlinear and heterogeneous reactive transport problems—the MoMaS benchmark case
J Carrayrou, J Hoffmann, P Knabner, S Kräutle, C De Dieuleveult, J Erhel, ...
Computational Geosciences 14 (3), 483-502, 2010
762010
A reduction scheme for coupled multicomponent transport-reaction problems in porous media: Generalization to problems with heterogeneous equilibrium reactions
S Kräutle, P Knabner
Water Resources Research 43, 2007
762007
Finite element approximation of the transport of reactive solutes in porous media. Part II: Error estimates for equilibrium adsorption processes
JW Barrett, P Knabner
SIAM journal on numerical analysis, 455-479, 1997
731997
The system can't perform the operation now. Try again later.
Articles 1–20