Original title: Numerické řešení rovnic konvekce-difúze pomocí stabilizačních a adaptivních metod
Translated title: Numerical solution of convection-diffusion equations using stabilization and adaptive methods
Authors: Lamač, Jan ; Dolejší, Vít (referee) ; Knobloch, Petr (advisor)
Document type: Master’s theses
Year: 2008
Language: cze
Abstract: The subject of the present Master Thesis is a comparison of numerical solution of convection-diffusion equations aproaches using stabilization and adaptive methods. Firstly the basic aspects and thoughts of employed numerical method - Galerkin finite element method - are summarized. Consequently the most common kinds of stabilization methods for spurious oscillations diminishing are defined (esp. SUPG method). Next section is devoted to a posteriori error estimations and adaptive refinement of triangulation which could help to diminish the spurious oscillations too. All mentioned methods and techniques are implemented and finally tested on the sample examples.

Institution: Charles University Faculties (theses) (web)
Document availability information: Available in the Charles University Digital Repository.
Original record: http://hdl.handle.net/20.500.11956/17279

Permalink: http://www.nusl.cz/ntk/nusl-293909


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Universities and colleges > Public universities > Charles University > Charles University Faculties (theses)
Academic theses (ETDs) > Master’s theses