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Titlebook: Advanced Computing in Industrial Mathematics; 14th Annual Meeting Ivan Georgiev,Hristo Kostadinov,Elena Lilkova Conference proceedings 202

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Jürgen Richter-Gebert,Ulrich H. Kortenkampated/unsaturated porous media. The discretization is based on backward Euler time approximation and quasilinearization of the obtained elliptic equation. Then the linear diffusion-convection problem is approximated by exponential finite difference scheme [., .]. The performance of the proposed schem
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Jürgen Richter-Gebert,Ulrich H. Kortenkampflow, is taken as a cosine function of time. The problem is reduced to a single parabolic non-linear equation and is studied for the case of the Carreau model of viscosity. A priori estimates for the velocity function and its gradient are found, as well as for their differences with the correspondin
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Spezifikation von Benutzerwerkzeugen,alized Mixture Rule (GMR) and their phenomenological ground with the mathematical structure of equations Mori-Tanaka method of homogenization of a composite with spherical inclusions. Three variants of analytical expressions for the elastic moduli has been derived and studied for a material, which c
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Theoretische Entwicklung der Merkmalsliste,l uncertainties. Such a summation is the basis of a variety of models in mechanics, for example. This work discusses a recent interval algebraic model of such a summation and presents the quantified formulation of this model. Quantified descriptions of the different interval models allow their bette
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