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The aim of the lecture is the introduction to the theory of mathematical modelling of fluid mechanics and the motion of bodies in the viscous fluids. The tools: classicakl and Fourier analysis, especially the theory of function spaces based on Littlewood-Paley theory, theory of linear viscous stationary models of hydromehanics (Stokes, Oseen), steady Navier-Stokes equation s, the modelling of motion of bodies in the fluids and numerical analysis.
Last update: G_M (07.05.2014)
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Exam Last update: Knobloch Petr, prof. Mgr., Dr., DSc. (31.10.2019)
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Recent journal papers on currently discussed topics. Last update: T_MUUK (27.04.2016)
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The exam is oral.
The requirements for the exam correspond to the syllabus of the subject in the extent that was presented at the lecture. Last update: Knobloch Petr, prof. Mgr., Dr., DSc. (31.10.2019)
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The aim of the lecture is the introduction to the theory of mathematical modelling of fluid mechanics and the motion of bodies in the viscous fluids. The tools: classicakl and Fourier analysis, especially the theory of function spaces based on Littlewood-Paley theory, theory of linear viscous stationary models of hydromehanics (Stokes, Oseen), steady Navier-Stokes equation s, the modelling of motion of bodies in the fluids and numerical analysis. Last update: G_M (07.05.2014)
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Theory of partial differential equations, basics of the linear functional analysis, basics of the finite element method. Last update: Knobloch Petr, prof. Mgr., Dr., DSc. (31.10.2019)
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