Generalized Hooke’s Law for elastic solids. Isotropic – anisotropic – homogenous – non-homogenous materials. The Saint-Venant principle. The exact theory of stress analysis for straight and curved beams under tension, torsion and bending. Beams on elastic foundations. Simple problems of 2-D elasticity (prismatic wall elements under hydrostatic pressure, thick-walled cylinders under internal and external uniform pressure, stress concentration at the boundary of perforations in plates under plane stress). Simple problems of beams on elastic foundation, 2-D and 3-D elasticity (thick-walled spheres under internal and external uniform pressure, torsion theory of circular beams). Theory and simple applications of thin plates and shells. |
ADVANCED MECHANICS OF MATERIALS
SEMESTER | 9th |
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eclass | https://eclass.upatras.gr/modules/document/?course=CIV1550 |
Details | https://www.civil.upatras.gr/index.php/odhgos/ |
Instructor | SFAKIANAKIS MANOLIS |
LANGUAGE OF INSTRUCTION and EXAMINATIONS | Greek |
Credits ECTS | 5 |
Teaching Hours | 3 |
Erasmus+ | No |
Code | CIV_8270Α |
By the end of this course the students will have develop the following abilities:
1. They know the basic concepts of mechanics of deformable solids (theory of elasticity). 2. They can formulate solutions for classic elasticity problems.
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