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FB18 Electrical Engineering and Information Technology · Offered in SoSe 2026
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Grundlagen der Finiten Elemente Methode: gewichtete Residuen, Projektionsmethode, Variationsformulierung, schwache Formulierung; Finite Elemente (Definition, Klassifizierung, Komplex der Whitney Elementen erster Ordnung, Elemente höherer Ordnung), Konvergenz und Genauigkeit. Implementierung: Datenstrukturen, Matrizenassemblierung, Lösung der Gleichungssysteme, Postprocessing. Anwendungen der Finiten Elemente Methode: Probleme aus der Elektrostatik, Magnetostatik, stationäre Strömungsfelder, Magnetoquasistatik, Elektroquasistatik, Wellenausbreitung.
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