Search for dissertations about: "approximate boundary conditions"
Showing result 1 - 5 of 32 swedish dissertations containing the words approximate boundary conditions.
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1. Approximate boundary conditions for waves in thin layers
Abstract : .... READ MORE
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2. Wave Splitting and Effective Boundary Conditions for Structural Elements
Abstract : The subject of this thesis is twofold. The first part concerns the wave splitting of structural elements. The second part concerns approximate boundary conditions for fluid-loaded thin plates. Wave splitting is a mathematical tool for the formulation of scattering problems in the time domain that aims at solving inverse problems, e. READ MORE
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3. Boundary Conditions for Spectral Simulations of Atmospheric Boundary Layers
Abstract : An atmospheric boundary layer (ABL) is generally a very high Reynolds number boundary layer over a fully rough surface that is influenced by different external forces. Numerical simulations of ABLs are typically demanding, particularly due to the high Reynolds numbers. READ MORE
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4. Boundary values of plurisubharmonic functions and related topics
Abstract : This thesis consists of three papers concerning problems related to plurisubharmonic functions on bounded hyperconvex domains, in particular boundary values of such functions. The papers summarized in this thesis are:* Paper I Urban Cegrell and Berit Kemppe, Monge-Ampère boundary measures, Ann. Polon. Math. READ MORE
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5. Solution to boundary-contact problems of elasticity in mathematical models of the printing-plate contact system for flexographic printing
Abstract : Boundary-contact problems (BCPs) are studied within the frames ofclassical mathematical theory of elasticity and plasticityelaborated by Landau, Kupradze, Timoshenko, Goodier, Fichera andmany others on the basis of analysis of two- and three-dimensionalboundary value problems for linear partial differential equations.A great attention is traditionally paid both to theoreticalinvestigations using variational methods and boundary singularintegral equations (Muskhelishvili) and construction of solutionsin the form that admit efficient numerical evaluation (Kupradze). READ MORE