844104 VO Strength of Materials 1

summer semester 2020 | Last update: 11.01.2021 Place course on memo list
844104
VO Strength of Materials 1
VO 3
4
weekly
each semester
German

Upon successful completion of both the courses and the tutorials of Strength of Materials 1 and 2 the students are able to describe the behavior of deformable solids, subjected to multi-axial stress- and strain states, to determine section forces, stresses and deformations of statically determinate and simple statically indeterminate structures. The latter skills are prerequisites for subjects like structural analysis, concrete construction, steel construction, timber construction and geotechnics.   

The course on “Strength of Materials 1“ provides an introduction to elasticity theory and linear beam theory. The theory of elasticity is aiming at the mathematical description of the behavior of elastic solids.  On the basis of the latter mathematical models for determining the stress- and strain state of straight and weakly curved beams are presented restricted to small displacements, small (infinitesimal) strains and linear elastic material behavior.

In the lectures mathematical models of elasticity theory and beam theory are derived at the blackboard step by step. Special emphasis is laid on the assumptions and simplifications underlying the respective theories and the resulting restrictions concerning applications of the mathematical models

written exam, consisting of two parts, focusing on theory and applications

H.A. Mang, G. Hofstetter: Festigkeitslehre, Springer Verlag, 2013 (4. ed.)

not applicable

 

see dates
Group 0
Date Time Location
Tue 2020-03-03
11.15 - 12.30 HSB 2 HSB 2 Barrier-free
Thu 2020-03-05
09.45 - 11.00 HSB 2 HSB 2 Barrier-free
Tue 2020-03-10
11.15 - 12.30 HSB 2 HSB 2 Barrier-free
Thu 2020-03-12
09.45 - 11.00 HSB 2 HSB 2 Barrier-free
Tue 2020-03-17
11.15 - 12.30 HSB 2 HSB 2 Barrier-free
Thu 2020-03-19
09.45 - 11.00 HSB 2 HSB 2 Barrier-free
Tue 2020-03-24
11.15 - 12.30 HSB 2 HSB 2 Barrier-free
Thu 2020-03-26
09.45 - 11.00 HSB 2 HSB 2 Barrier-free
Tue 2020-03-31
11.15 - 12.30 HSB 2 HSB 2 Barrier-free
Thu 2020-04-02
09.45 - 11.00 HSB 2 HSB 2 Barrier-free
Tue 2020-04-21
11.15 - 12.30 HSB 2 HSB 2 Barrier-free
Thu 2020-04-23
09.45 - 11.00 HSB 2 HSB 2 Barrier-free
Tue 2020-04-28
11.15 - 12.30 HSB 2 HSB 2 Barrier-free
Thu 2020-04-30
09.45 - 11.00 HSB 2 HSB 2 Barrier-free
Tue 2020-05-05
11.15 - 12.30 HSB 2 HSB 2 Barrier-free
Thu 2020-05-07
09.45 - 11.00 HSB 2 HSB 2 Barrier-free
Tue 2020-05-12
11.15 - 12.30 HSB 2 HSB 2 Barrier-free
Thu 2020-05-14
09.45 - 11.00 HSB 2 HSB 2 Barrier-free
Tue 2020-05-19
11.15 - 12.30 HSB 2 HSB 2 Barrier-free
Tue 2020-05-26
11.15 - 12.30 HSB 2 HSB 2 Barrier-free
Thu 2020-05-28
08.00 - 12.00 HSB 3 HSB 3 Barrier-free Prüfung
Tue 2020-06-02
11.15 - 12.30 HSB 2 HSB 2 Barrier-free
Thu 2020-06-04
09.45 - 11.00 HSB 2 HSB 2 Barrier-free
Tue 2020-06-09
11.15 - 12.30 HSB 2 HSB 2 Barrier-free
Tue 2020-06-16
11.15 - 12.30 HSB 2 HSB 2 Barrier-free
Thu 2020-06-18
09.45 - 11.00 HSB 2 HSB 2 Barrier-free
Tue 2020-06-23
11.15 - 12.30 HSB 2 HSB 2 Barrier-free
Thu 2020-06-25
09.45 - 11.00 HSB 2 HSB 2 Barrier-free
Fri 2020-07-03
08.00 - 12.00 HSB 3 HSB 3 Barrier-free Präsenzprüfung
Fri 2020-07-03
13.00 - 18.00 HSB 2 HSB 2 Barrier-free Präsenzprüfung
Thu 2020-07-30
08.00 - 12.00 HSB 3 HSB 3 Barrier-free Prüfung