Structural Analysis
Kód | Zakončení | Kredity | Rozsah | Jazyk výuky |
---|---|---|---|---|
132STA | Z,ZK | 5 | 2P+2C | anglicky |
- Vztahy:
- Předmět 132STA lze klasifikovat až po úspěšné klasifikaci předmětu 132TELA
- Předmět 132STA lze klasifikovat až po úspěšné klasifikaci předmětu 132SM3E
- Garant předmětu:
- Jan Zeman
- Přednášející:
- Jan Zeman
- Cvičící:
- Jan Zeman
- Předmět zajišťuje:
- katedra mechaniky
- Anotace:
-
Extreme effects of live load, influence lines. Matrix form of the direct stiffness method and its computer implementation for trusses and frames. Two-dimensional elasticity and its finite element treatment. Governing equations of thin plates and their finite element treatment.
- Požadavky:
-
132TELA, 132SM3E, students should have mastered the force and slope deflection methods for statically indeterminate planar frames, and trusses, and elementary elasticity, stresses and strains in beams, Hooke s law. 13 credits in structural mechanics and elasticity is a reasonable minimum to enter the course.
- Osnova přednášek:
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1. Course organization; Influence lines: basic principles
2. Influence lines: applications to extreme and moving loads
3. Influence lines: qualitative diagrams, indeterminate structures
4. Matrix form of Direct Stiffness Method (DSM) for truss structures
5. Matrix form of DSM for beam structures
6. Matrix form of DSM for frame structures; Principle of Virtual Work (PVW)
7. Two-dimensional elasticity: Governing equations
8. Two-dimensional elasticity: Rectangular finite element via PVW
10. Bending of thin plates: Governing equations
11. Bending of thin plates: Boundary conditions and PVW
12. Bending of thin plates: Rectangular finite element
13. Information on the final exam; Reserve / Formulation of flat shell element
- Osnova cvičení:
-
1. Recap on internal force diagrams; Influence lines I
2. Influence lines II
3. Influence lines III
4. Matrix DSM for truss structures: MATLAB implementation
5. Matrix DSM for beam structures: MATLAB implementation
6. Matrix DSM for frame structures: MATLAB implementation,
7. FE method for 2D elasticity: Strategy of MATLAB implementation
8. Mid-term review test
9. FE method for 2D elasticity: MATLAB implementation
10. FE method for thin plates: Strategy of MATLAB implementation
11. FE method for thin plates: MATLAB implementation
12. Reserve / FE method for flat shell elements
- Cíle studia:
-
The ability for a qualified use of structural analysis computer codes based on the FEM method, solving for the extreme effects of live load and application of basic criteria of material strength in terms of principal stresses.
- Studijní materiály:
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1. R. C. Hibbeler: Structural Analysis in SI Units, 10th Edition, Pearson, 2019URL
2. P. I. Kattan, MATLAB Guide to Finite Elements An Interactive Approach, Springer, 2003
3- E. Oñate, Structural Analysis with the Finite Element Method. Linear Statics Volume 2: Beams, Plates and Shells, Springer, 2013
- Poznámka:
- Další informace:
- Course Moodle space will be available at https://moodle-vyuka.cvut.cz
- Rozvrh na zimní semestr 2024/2025:
-
06:00–08:0008:00–10:0010:00–12:0012:00–14:0014:00–16:0016:00–18:0018:00–20:0020:00–22:0022:00–24:00
Po Út St Čt Pá - Rozvrh na letní semestr 2024/2025:
- Rozvrh není připraven
- Předmět je součástí následujících studijních plánů:
-
- Civil Engineering (povinný předmět)
- Civil Engineering (povinný předmět)