Subject: Theory of elasticity and applications (17.GG414 )
Enabling students to analyse complex problems using construction methods. Theory of elasticity. The character of the course is such as to place the significance of lectures on tensor approach to deformation equilibrium equations and constitutive equations.
Acquired knowledge should be used in professional courses for the analysis of complex stress conditions, stress concentration and theory on plates and shells. Theoretical bases for the formulation of finite element equations.
Stress analysis. Equilibrium equations presented via stresses. Transformation of stress tensor: basic directions. Octahedral, spherical and deviation part of stress tensor. Planar stress condition. Deformation tensor. Volume dilatation. General Hook`s law. Compatibility equations. Solutions for certain concrete problems. Theory of elasticity. Karman`s theory of plates.
Lectures. Auditory practice. Consultations. At lectures, theoretical part of the course content is supplemented by characteristic examples. At practice, additional exercises are completed in order to expand the course content. Regularly, in previously stated terms every week, consultations are held. On completing the first module (stresses), students take the written examination which is eliminatory. Oral part of the examination is obligatory.
| Authors | Title | Year | Publisher | Language |
|---|---|---|---|---|
| 2000 | English |
| Course activity | Pre-examination | Obligations | Number of points |
|---|---|---|---|
| Test | Yes | Yes | 10.00 |
| Test | Yes | Yes | 10.00 |
| Test | Yes | Yes | 10.00 |
| Written part of the exam - tasks and theory | No | Yes | 70.00 |
Prof. Novaković Branislava
Full Professor
Lectures
Prof. Novaković Branislava
Full Professor
Practical classes
Faculty of Technical Sciences
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© 2024. Faculty of Technical Sciences.