On hydrodynamics equations for conducting porous media
The author exposes a new nonlinear full model accounting for a conducting liquid moving through a conducting elastically deformable porous medium with admixtures. The model is derived from coupling Maxwell equations and the porous media equations. The irreversible approximation is constructed by adding irreversible terms which are invariant with respect to Galilei's transformations to the corresponding fluxes. Some properties of the model obtained are discussed.
scientific article; zbMATH DE number 1622424