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Inhalt des Dokuments

Linear Elasticity

Contents:

This course sets the foundation for quantitative assessment of safe engineering constructions. The following points are treated:Necessary tensor notation, linear strain tensor and Saint-Venant’s dependencies, Cauchy stress tensor, constitutive law in linear theory of elasticity (isotropic homogeneous Hencky medium, generalized Hooke’s law), governing relationships in the linear theory of elasticity (in terms of displacements and forces), Saint-Venant’s problem (problem statement, torsion), three-dimensional problems

 

Target Audience:

This course addresses students of engineering sciences, physics, mechanical engineering, and similar university courses.

 

Dates:

The course is given as a block seminar in October and November by Prof. Roman Filipov and Dr. Ekaterina A. Podolskaya in a five-week period.

The first lecture is Wednesday, 17.10.2018, 10:00--12:00, room MA 642

  

Module descriptor:

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Course catalog:

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