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Homogenizace toků nenewtonovských tekutin a silně nelineárních eliptických systémů / Homogenization of flows of non-Newtonian fluids and strongly nonlinear elliptic systemsKalousek, Martin January 2017 (has links)
The theory of homogenization allows to find for a given system of partial differential equations governing a model with a very complicated internal struc- ture a system governing a model without this structure, whose solution is in a certain sense an approximation of the solution of the original problem. In this thesis, methods of the theory of homogenization are applied to three sys- tems of partial differential equations. The first one governs a flow of a class of non-Newtonian fluid through a porous medium. The second system is utilized for modeling of a flow of a fluid through an electric field wherein the viscosity depends significantly on the intensity of the electric field. For the third system is considered an elliptic operator having growth and coercivity indicated by a general anisotropic inhomogeneous N-function. 1
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Application of Electrorheological Fluid for Conveying Realistic Haptic Feedback in Touch InterfacesMazursky, Alex James 03 May 2019 (has links)
No description available.
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