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SOLIDS AND STRUCTURAL MECHANICS

Degree course Science of architecture
Curriculum Curriculum unico
Learnings Orientamento unico
Academic Year 2019/2020

Module: SOLIDS AND STRUCTURAL MECHANICS PART 1

Degree course Science of architecture
Curriculum Curriculum unico
Learnings Orientamento unico
Academic Year 2019/2020
ECTS 4
Scientific Disciplinary Sector ICAR/08
Year Third year
Time unit
Class hours 40
Educational activity Formative educational activities

Single group

Professor PAOLO FUSCHI
Objectives The Course is aimed at providing to the Students an understanding of the physical-mechanical behavior of solids and structural elements refining their intuition on the analysis of existing or new structures. The main topics are: continuous solids, stress and strain analysis, strength criteria, technical theories able to provide analytical models for the calculation of statically determined and undetermined structural elements. Particular attention is given to the structural elements made of masonry viewed as no-tension-materials. The proposed learning process contemplates the introduction of theoretical concepts always with reference to real problems related to a real structural design process.
Programme Introduction: general concepts, buildings, structures, structural elements, structural elements analysis, course and lesson plan. Analysis of Continuum: stress and strain concepts, tests on materials, stress-strain relationships, generalized Hooke’s law. The Saint Venant principle, the technical theory of the beam, simple statically undetermined problems. Simple loads on beams: axial force, pure bending, bending in homogeneous and nonhomogeneous materials, bending of members made of several materials, simple shear, shear in bending, torsion, unsymmetric bending, buckling and Eulerian critical load. Not simple loads on beams: bending in presence of axial force; neutral axis, position of neutral axes and central core, no tension materials. Masonry structures: general consideration and remarks, the arches, the vaults, the verification and the design. Deformation in structural elements: introductory concepts, strain analysis under axial force, strain analysis under bending, examples (cantilever beam, simple supported beam). Kinematic method, the elastic, the multi-span beams, the continuum beams, the virtual work principle, the unit force method. Undetermined structures: the force method, single span beams, practical examples, the virtual work principle as a solving method, Statically undetermined plane structures. Methods of verification: the ultimate-limit-state method.
Books F. P. Beer, E. R. Johnston, J.T. DeWolf, D.F. Mazurek. Mechanics of Materials, McGraw-Hill Education, 7th Edition, 2014.
E.P. Popov. Engineering mechanics of solids, Prentice Hall 2nd Edition, 1998.
J.R. Barber, A.Klarbring. Solid Mechanics and its Applications, Springer Series, 1990-2016.
Solved Exercises -- http://www.pau.unirc.it/scheda_persona.php?id=612.
Traditional teaching method Yes
Distance teaching method No
Mandatory attendance No
Written examination evaluation No
Oral examination evaluation No
Aptitude test evaluation No
Project evaluation No
Internship evaluation No
Evaluation in itinere Yes
Practice Test No

Further information

Description Document
esercizi svolti C1 (esercitazioni) Document
esercizi svolti C2_1-5 (esercitazioni) Document
esercizi svolti C2_6-10 (esercitazioni) Document
esercizi svolti CC (esercitazioni) Document
esercizi svolti CIN_1-3 (esercitazioni) Document
esercizi svolti CIN_4-7 (esercitazioni) Document
esercizi svolti CIN_8-10 (esercitazioni) Document
esercizi svolti DEVIAFLEX (esercitazioni) Document
esercizi svolti GA (esercitazioni) Document
esercizi svolti IPER 1-3 (esercitazioni) Document
esercizi svolti IPER 10-12 (esercitazioni) Document
esercizi svolti IPER 4-6 (esercitazioni) Document
esercizi svolti IPER 7-9 (esercitazioni) Document
esercizi svolti MdFU (esercitazioni) Document
esercizi svolti TR (esercitazioni) Document
Course program (programma) Document
Programma Corso (programma) Document
Scheda di Trasparenza (varie) Document
No news posted
No class timetable posted
Codice insegnamento online non pubblicato

Module: SOLIDS AND STRUCTURAL MECHANICS PART 2

Degree course Science of architecture
Curriculum Curriculum unico
Learnings Orientamento unico
Academic Year 2019/2020
ECTS 4
Scientific Disciplinary Sector ICAR/08
Year Third year
Time unit
Class hours 40
Educational activity Related and integrative training activities

Single group

Professor PAOLO FUSCHI
Objectives The Course is aimed at providing to the Students an understanding of the physical-mechanical behavior of solids and structural elements refining their intuition on the analysis of existing or new structures. The main topics are: continuous solids, stress and strain analysis, strength criteria, technical theories able to provide analytical models for the calculation of statically determined and undetermined structural elements. Particular attention is given to the structural elements made of masonry viewed as no-tension-materials. The proposed learning process contemplates the introduction of theoretical concepts always with reference to real problems related to a real structural design process.
Programme Introduction: general concepts, buildings, structures, structural elements, structural elements analysis, course and lesson plan. Analysis of Continuum: stress and strain concepts, tests on materials, stress-strain relationships, generalized Hooke’s law. The Saint Venant principle, the technical theory of the beam, simple statically undetermined problems. Simple loads on beams: axial force, pure bending, bending in homogeneous and nonhomogeneous materials, bending of members made of several materials, simple shear, shear in bending, torsion, unsymmetric bending, buckling and Eulerian critical load. Not simple loads on beams: bending in presence of axial force; neutral axis, position of neutral axes and central core, no tension materials. Masonry structures: general consideration and remarks, the arches, the vaults, the verification and the design. Deformation in structural elements: introductory concepts, strain analysis under axial force, strain analysis under bending, examples (cantilever beam, simple supported beam). Kinematic method, the elastic, the multi-span beams, the continuum beams, the virtual work principle, the unit force method. Undetermined structures: the force method, single span beams, practical examples, the virtual work principle as a solving method, Statically undetermined plane structures. Methods of verification: the ultimate-limit-state method.
Books
F. P. Beer, E. R. Johnston, J.T. DeWolf, D.F. Mazurek. Mechanics of Materials, McGraw-Hill Education, 7th Edition, 2014.
E.P. Popov. Engineering mechanics of solids, Prentice Hall 2nd Edition, 1998.
J.R. Barber, A.Klarbring. Solid Mechanics and its Applications, Springer Series, 1990-2016.
Solved Exercises -- http://www.pau.unirc.it/scheda_persona.php?id=612
Traditional teaching method Yes
Distance teaching method No
Mandatory attendance No
Written examination evaluation No
Oral examination evaluation No
Aptitude test evaluation No
Project evaluation No
Internship evaluation No
Evaluation in itinere Yes
Practice Test No

Further information

Description Document
esercizi svolti C1 (esercitazioni) Document
esercizi svolti C2_1-5 (esercitazioni) Document
esercizi svolti C2_6-10 (esercitazioni) Document
esercizi svolti CC (esercitazioni) Document
esercizi svolti CIN_1-3 (esercitazioni) Document
esercizi svolti CIN_4-7 (esercitazioni) Document
esercizi svolti CIN_8-10 (esercitazioni) Document
esercizi svolti DEVIAFLEX (esercitazioni) Document
esercizi svolti GA (esercitazioni) Document
esercizi svolti IPER 1-3 (esercitazioni) Document
esercizi svolti IPER 10-12 (esercitazioni) Document
esercizi svolti IPER 4-6 (esercitazioni) Document
esercizi svolti IPER 7-9 (esercitazioni) Document
esercizi svolti MdFU (esercitazioni) Document
esercizi svolti TR (esercitazioni) Document
Course program (programma) Document
Programma Corso (programma) Document
Scheda di Trasparenza (varie) Document
No news posted
No class timetable posted
Codice insegnamento online non pubblicato
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