| Abstract | (semestr ) |
|---|
| Basic assumptions and basic equations of theory of elasticity. Assumptions on deformation and stress distribution in beams. Tension and compression, pure bending, bending moments in two planes, combination of axial and bending stresses. Core of a cross section. Differential equation of elasticity curve. Shear stresses in flexural beams. Free torsion. Elastic-plastic and plastic state of cross-section. Stability of beams. 2D problems, walls and plates. |
| Content | |
|---|
Theory of elasticity starts with results from courses of Structural Mechanics and introduces an equivalent to generalized internal forces - stresses, which are valid in entire cross-section. Basic assumptions on bending and torsion are discussed. Essential problems of beams are solved.
|
| Literature | |
|---|
[1] Šejnoha, M., Bittnarová, J., Šejnoha, J.: The Theory of Elasticity 10, ČVUT Publ. House, 1998, ISBN 8001018709
[2] Procházka, P.: The Theory of Elasticity 20, ČVUT Publ. House, 1999, ISBN 8001019497
|
| Prerequisities | |
|---|
Course 101MT02 has to be completed before this subject can be clasified
Course 132ST02 has to be completed before this subject can be clasified
------
This subject has to be completed before course 132STA can be clasified
This subject has to be completed before course 133FSTC can be clasified
This subject has to be completed before course 134FSTT can be clasified
This subject has to be completed before course 134TS01 can be clasified
|
| Studijní plány | |
|---|
Předmět je zařazen do následujících studijních plánů:
- studijní plán Civil Engineering (BD2020), skupina Civil Engineering, 3rd semester (BD20200300), dop. semestr 3 (valid from 2020/21 to 2022/23 )
- studijní plán Civil Engineering (BD2023), skupina Civil Engineering, 3rd semester (BD20200300), dop. semestr 3 (valid from 2023/24 )
|
