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	Computations of the windage loses of a gearbox Bauer, Petr ; Broučková, Zuzana ; Kordík, Jozef ; Sedlář, M. The report contains the methodology for the computation of the windage losses of a gearbox and the first results of the CFD analysis of a simplified flow problem around a segment of rotating gear with casing using periodic boundary conditions and clean air as the working fluid. The report also contains a review of empirical formulae for windage losses estimation. Detailed record
	The acts of delinquency against the obligatory rules of the market economy and the circulation of goods in touch with foreign countries Douda, Jiří ; Moravec, Tomáš (advisor) ; Bauer, Patrik (referee) The bachelor thesis deals with exact intepretation of states of facts of selected economic acts of delinquency. The first chapter provides general intepretation of basic economic terms namely economic criminality, taxation and accounting. The second part describes the states of facts of economic acts of delinquency which follow - up to the chapter three, which concerns itself of criminal liability. In the last chapter, there is specific interpretation of two economic criminal acts including comparison with selected states of facts. Detailed record
	FEM solver for incompressible flow problems Bauer, Petr ; Klement, V. ; Žabka, V. We develop a FEM solver for flow problems based on incompressible Navier-Stokes equations. The discretization of the convective term is semi-implicit and the resulting linear systems are solved using multigrid techniques. The parallel implementations via OpenMP and NVidia CUDA are presented and their performance is compared. Detailed record
	FEM for flow and pollution transport in urban canopy Bauer, Petr ; Klement, V. ; Žabka, V. We develop a mathematical model of air flow and pollution transport in a simplified urban canopy based on incompressible Navier-Stokes equations for air flow and the advection-diffusion equation for concentration. The model is discretized by means of finite element method (FEM) and the resulting systems are solved using multigrid techniques. A numerical study of pollutant dispersion in a domain with two street canyons is presented. Detailed record
	Mathematical Modelling of Flow over Periodic Structures Bauer, Petr We examine the influence of roofs' shapes on the boundary layer of a simplified urban canopy by computing non-stationary Navier-Stokes flow over a periodic pattern. The solution is obtained by means of finite element method (FEM). The resulting linear system is solved by the multigrid method. We present computational studies of the problem. Detailed record
	Flow over a rough surface Bauer, Petr We attempt to model a 2D rough surface by computing non-stationary Navier-Stokes ow over a periodic pattern. The solution is obtained by means of _nite element method (FEM). We use non-conforming Crouzeix Raviart elements for velocity and piecewise con- stant elements for pressure. The resulting linear system is solved by multigrid method. We present computational studies of the problem. Detailed record
	Application of floristic mapping results in the Elbe Sandstones 1991-2007 Bauer, P. ; Härtel, Handrij ; Riebe, H. Floristic mapping of the Elbe Sandstones Protected Landscape Area (since 2000 including the Bohemian Switzerland National Park) proceeds since 1991, simultaneously with a similar project on the German side (in the Saxon Switzerland). The main contribution of this project consists in the methodical, scientific (e.g., new taxa in the territory of the Czech Republic) and applied level (e.g., basis for management and forest planning, designation of new protected areas). Detailed record
	Luronium natans, endangered species in Labské Pískovce PLA - results of field monitoring Čtvrtlíková, Martina ; Bauer, P. The ecology of rare, strongly enadangered species Luronium natans, found in the Czech Republic only in Labské Pískovce is assumed and the results of scuba monitoring between 2002–2007 are presented. Detailed record
	Numerická simulace mezní vrstvy atmosféry Bauer, Petr We develop a mathematical model based on Navier-Stokes equations for viscous incompressible flow and diffusion-convection equation describing pollution transport, and solve the model using finite element method (FEM). We use a simple algebraic model with turbulent viscosity. The FEM allows us to use different terrain shapes and study their influence. Essential part of the work is numerical analysis, which examines the properties of algorithms with respect to numerical parameters. We present the recent results of flow over a square gap. Detailed record
	Matematické modelování a numerické simulace přenosu škodlivin v mezní vrstvě atmosféry Bauer, P. ; Jaňour, Zbyněk Mathematical modell based on stationary Navier-Stokes equations for media flow and diffusion convexction equations has been developed and finite element methods has been adopted to solve the equations. The method has beed applied for instant, stady or periodically interupted sources of pollution. Detailed record

See also: similar author names
3	Bauer, Patrik
4	Bauer, Pavel
13	Bauer, Petr

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