Diffusion in random velocity fields with applications to contaminant transport in groundwater
AbstractThe process of diffusion in a random velocity field is the mathematical object underlying currently used stochastic models of transport in…
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(talk) Basic results in Numerical Linear Algebra (I) The solving of linear systems by direct methods
AuthorsTitus Pinţa (student at the Babes-Bolyai University, Faculty of Mathematics and Computer Science) Talk given atTiberiu Popoviciu Institute Seminar Date…
Turbulence scenarios in determinist chaos
Abstract AuthorsA. Georgescu C. Vamoş N. SuciuA. Georgescu C. Vamoş Institutul de Calcul N. Suciu Institutul de Calcul KeywordsReferencesPDFPDF…
Balance equations for the vector fields defined on orientable manifolds
Abstract AuthorsC. Vamoş Tiberiu Popoviciu Institutue of Numerical Analysis A. Georgescu Faculty of Science, University of Pitești N. Suciu…
Balance equations for a finite number of particles
AbstractIn this article an abstract discrete system is considered, consisting of an arbitrary, finite numer of particles modelled as mathematical…
Balance equations for physical systems with corpuscular structure
AbstractThe usual method in nonequilibrium statistical mechanics allows the derivation of the balance equations only for the collision invariants (mass,…
Critical parameters governing the mobility and fate of pesticides in soil/aquifer systems
Abstract AuthorsH. Vereecken U. Jaekel C. Mouvet C. Moreau P. Burauel M. Dust D. J. Kim D. Jacques J.…
Hydrodynamic equations for one-dimensional systems of inelastic particles
AbstractUsing a different method, the balance equations of mass, momentum, and kinetic energy are derived for an arbitrary one-dimensional system…
On the Misra-Prigogine-Courbage theory of irreversibility
AbstractStochastic processes and dynamical systems in measure spaces are defined as classes of random variables in the Doob sense. Markov…
Transport processes in porous media. 2. Numerical modeling
AbstractThe paper proposes a numerical model for transport in heterogeneous porous media, built on the background of the continuous modeling…