| Código |
15291
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| Ano |
1
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| Semestre |
S1
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| Créditos ECTS |
6
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| Carga Horária |
PL(15H)/T(45H)
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| Área Científica |
Mecânica e Estruturas
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Learning outcomes |
Proficiency in
a) Linear elastic analysis of statically indeterminate frame structures by the displacement method;
b) Linear elastic analysis of statically indeterminate frame structures by the “Hardy Cross” Method
Understanding
a) Software for structure analysis
b) Finite Element Method
Recognizing
a) Non-linear analysis
b) 2D and 3D plate and shell structures
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Syllabus |
1. Introduction.
2. Models of frame structures.
3. Analysis of statically indeterminate structures utilizing the Displacement method.
4. Trusses, Frames, and Mixed structures.
5. Software for computer analysis of frames.
6. Analysis of statically indeterminate structures utilizing the “Cross” method.
7. Introduction to the Finite Element Method.
8. Initiation to second order analysis of frame structures.
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Teaching Methodologies and Assessment Criteria |
1.Teaching methodology:
The syllabus is presented in two types of classes: theoretical and practical. The students can consult the teachers for individual clarification of doubts and visit the Structural Laboratories to contact with research works.
2. Evaluation criteria:
CEA=0,05×AUL+0,10×TOR+0,10×PO1+0,15×PO2+0,60×TES
CF=CEA if TES>CEX
CF=0,05×AUL+0,10×TOR+0,10×PO1+0,15×PO2+0,60×CEX, if CEX>TES
CF = Final grade (0-20). (Approval if CF>=10 points)
CEA = Classification of teaching and learning (0-20)
CEX = Classification of exam (0-20)
AUL = Classification of participation in the practical lectures (0-20)
TOR = Classification of individual homework (0-20)
PO1 = Classification of oral exam 1 (0-20)
PO2 = Classification of oral exam 2 (0-20)
TES = Classification of the written test (0-20)
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Main Bibliography |
• Ghali, A., Neville, A. and Brown, T. G., “Structural Analysis – A Unified Classical and Matrix Approach”, 2009
• Hibbeler, R. C. – “Structural Analysis” – 3rd Edition – Prentice Hall – London 1995
• Au, T. & Christiano, P. – “Structural Analysis” – Prentice Hall – London 1987
• Tavares, A. Segadães – “Análise Matricial de Estruturas” – LNEC – Lisboa 1973
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| Language |
Portuguese. Tutorial support is available in English.
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