Flow And Transport In Porous Media - Proceedings Of The Summer School

Saturated groundwater flow modelling (case study); unsaturated groundwater flow modelling (general); unsaturated groundwater flow modelling (case study); nonlinear diffusion - convection equations; similarity solutions for the porous media equation, B.H. Gilding; finite elements for nonlinear degenerate parabolic equations; finite elements for saturated-unsaturated flow problems; modelling and theoretical aspects of chemical reactions in porous media; moving boundaries; numerical methods for chemical reactions, P. Knabner; coupled water-, heat- and solute transport; deriving Darcy's law by homogenization; the double-porosity model for fractured rocks; diffusion, convection, adsorption and reaction; transport of solutes with mobile and immobile water, U. Hornung; formulation of fresh and salt groundwater movement - a numerical method for the interface computation; the stationary interface between fresh and salt groundwater - a two phase free boundary problem; Dupuit approximation for the flow - study of a doubly degenerate diffusion equation; the non-existence of the fresh-salt interface - similarity solutions for the nonlinear diffusion equations; the Muskat problem, C.J. van Duijn.