After successful completion of the course, students are able to

(i) derive, from the three-dimensional elasticity theory, the equation for plates under pure membrane loadings, based on Airy’s stress function;

to (ii) derive stress resultants and corresponding equilibrium and elasticity relations for plates with small and moderately large generators, as well all for cylindrical shells.   to (iii) to apply plate and shell theories in the framework of computation examples.   In this sense, they are aware of different modeling concepts for engineering structures.

• Ebener Spannungszustand - Scheiben
• Airy'sche Spannungsfunktion
• Ausgewählte Scheibenprobleme
• Prinzip der virtuellen Leistungen - PvL
• Kirchhoff'sche Plattentheorie
• von Kármán'sche Plattentheorie
• Theorie von Zylinderschalen

Lecture at the blackboard; presentation of excerpts from the literature and of full-text lecture notes

Zuordnung im Masterstudium Bauingenieurwesen (Studienkennzahl: 066 505):
Modul 2 der Vertiefungsrichtungen Konstruktiver Ingenieurbau 1 und Konstruktiver Ingenieurbau 2;
Modul 3 der anderen Vertiefungsrichtungen

written home report and oral exam

oral exam dated are analogous to those for Strength of Materials

registration for the oral exam takes place via email to the secretariat