Teaching objectives: The proposed program allows students to enhance their knowledge in structural analysis, and acquire matrix and iterative methods for solving hyperstatic systems.
Recommended prior knowledge: Notions of applied mathematics, Strength of materials.
Content of the course:
Chapter 1: Introduction to structural analysis (2 weeks)
Chapter 2: Differential relations, calculation of deflections and rotations, internal potential theory, castigliano's theorem, Menabrea's statement (3 weeks)
Chapter 3: Force method (2 weeks)
(Notion of internal superabundant connection, methods of simplifying calculation: method of the elastic center, case where the stress is a generalized displacement, case of temperature variations)
Chapter 4: Displacement method (2 weeks)
Chapter 5: Iterative Methods (2 weeks)
Chapter 6: Continuous beams on elastic supports (2 weeks)
Chapter 7: Design of arched structures (2 weeks)
Assessment method: Continuous assessment: 40%; Examination: 60%.
References:
1. Résistance des matériaux appliquée, tome1, M.ALBIGES,CITBTP.
2. Résistance des matériaux, tome1,J. COURBON,Dunod.
3. Résistance des matériaux, V.FEODOSSIEV, MIR-Moscou
4. Structures analysis, A.GHALI, NEVILLE, BROWN, Spon -Press.
5. Problèmes de résistance des matériaux, MIROLIOUBOV, MIR-Moscou.
6. Analyse des structures, ARAM SAMIKIAN,Gaetan Morin.
7. Résistance des matériaux, KERGUIGNAS, Dunod.
8. Leçons sur la résistance des matériaux, tome3, E. DREFFUSS.
9. Problèmes de résistance des matériaux, tome1 et 2, GIET, Dunod.
10. Eléments de la résistance des matériaux, J. COURBON, Dunod.
- Teacher: abdelhakim KACI