CODE  66283 

ACADEMIC YEAR  2023/2024 
CREDITS 

SCIENTIFIC DISCIPLINARY SECTOR  ICAR/08 
LANGUAGE  Italian 
TEACHING LOCATION 

SEMESTER  1° Semester 
PREREQUISITES 
Propedeuticità in ingresso
Per sostenere l'esame di questo insegnamento è necessario aver sostenuto i seguenti esami:

MODULES  Questo insegnamento è un modulo di: 
TEACHING MATERIALS  AULAWEB 
OVERVIEW
The course introduces the basic principles and methodological aspects of theoretical and applied mechanics, by adopting the tools of mathematical physics. The linear models for the static, kinematic and elastic behaviour of solids and structures are introduced to establish the fundamentals of the structural design. The student develops the engineering confidence and the operational skills to deal with elastic problems of increasing difficulty.
AIMS AND CONTENT
LEARNING OUTCOMES
The course provides the fundamental knowledge of Solid Mechanics and Structural Mechanics: Statics and kinematics of rigid bodies, Linear elastic problem for deformable onedimensional beams, Linear elastic problem for deformable threedimensional solids, De Saint Venant problem, Stability of the static equilibrium.
AIMS AND LEARNING OUTCOMES
OBJECTIVES. Understanding of the theoretical foundations of mechanics (kinematic compatibility, quasi‐static force equilibrium, laws of virtual works and energy conservation). Acquisition of the mathematical tools employed in the formulation of the physical models describing the mechanical behaviour of structural elements and complex structures (discrete models of rigid bodies, continuous models of mono‐ and tri‐ dimensional deformable beams, continuous and discrete models of planar frames). Development of the engineering awareness required for the formulation of structural analysis problems of increasing complexity, and attainment of sufficient proficiency in the practical application of the related solution techniques, focused on the structural design in the elastic field through the allowable stress method.
LEARNING OUTCOMES. Upon successful completion of the course, the student will have gained the engineering awareness and operational skills for (a) the formulation and solution of elastic problems for planar frames of deformable beams in the presence of external forces, ground displacements and thermal effects, with focus on the kinematic (generalized displacement and deformation variables) and static unknowns (generalized stress variables); (b) the formulation and solution of the elastic problem for three dimensional deformable prismatic solids, with focus on the kinematic (strain tensor) and static unknowns (stress tensor); (c) the structural design through the allowable stress method.
TEACHING METHODS
The teaching activities are carried out in the form of theoretical lessons, accompanied by illustration of application examples and, on specific request of the students, by guided exercises to the solution of typical problems and casestudies. Classes could be held online, on the Teams platform, if necessary for emergency reasons.
SYLLABUS/CONTENT
PART I (10 hours): physical mathematical models of rigid bodies, quasi‐static forces, bilateral holonomic time‐independent constraints, static problem and kinematic problem for rigid bodies. PART II (20 hours): one‐dimensional continuum model of deformable beams (Euler‐Bernoulli and Timoshenko models); static problem, kinematic problem and linear elastic constitutive law for deformable beams; elastic problem and law of virtual works for deformable beams; force method and displacement method for the solution of planar frames of deformable beams. PART III (10 hours): three‐dimensional continuum model of deformable solids (Cauchy model); static problem, kinematic problem and linear elastic constitutive law for the deformable solids; elastic problem for deformable solids. PART IV (20 hours): three‐dimensional continuum model of deformable prismatic solids (De Saint Venant model); elastic problem for the deformable prismatic solids and semi‐inverse method of solution; elementary problems of uniform extension, uniform and non‐uniform flexion, torsion. COMPLEMENTARY: structural design according to the method of allowable stresses; stability of equilibrium.
RECOMMENDED READING/BIBLIOGRAPHY
 Casini, Vasta  Scienza delle Costruzioni (4a Ed.)  Città Studi Edizioni (2019) ISBN:8825174276
 Luongo, Paolone  Meccanica delle strutture (sistemi rigidi ad elasticità concentrata)  CEA (1997) ISBN: 8808083179
 Luongo, Paolone  Scienza delle costruzioni (Volume 1: Il continuo di Cauchy)  CEA (2004) ISBN: 8808087212
 Luongo, Paolone  Scienza delle Costruzioni (Volume 2: Il problema di De Saint Venant)  CEA (2005) ISBN: 8808087395
 Viola  Esercitazioni di Scienza delle Costruzioni (Volume 1: Strutture isostatiche e geometria delle masse)  Pitagora Editrice (2023) ISBN: 9788893853682
 Viola  Esercitazioni di Scienza delle Costruzioni (Volume 2: Strutture iperstatiche e verifiche di resistenza)  Pitagora Editrice (2023) ISBN: 9788893853699
 Taliercio, Perego  Fundamentals of structural mechanics  Società Editrice Esculapio (2023) ISBN: 8893852896
TEACHERS AND EXAM BOARD
Ricevimento: Every Tuesday afternoon at 5.00pm. Further information can be found in the Aulaweb page of the course for the current year.
Exam Board
GIOVANNA VITTORI (President)
ANDREA BACIGALUPO
PAOLO BLONDEAUX
LUIGI CARASSALE
LUIGI GAMBAROTTA
MARCO MAZZUOLI
GIUSEPPE PICCARDO
RODOLFO REPETTO
DANIELE SIVORI
NICOLETTA TAMBRONI
FEDERICA TUBINO
MARCO LEPIDI (President Substitute)
LESSONS
LESSONS START
Class schedule
The timetable for this course is available here: Portale EasyAcademy
EXAMS
EXAM DESCRIPTION
The final exam involves the sequential execution of (A) a WRITTEN TEST, possibly replaceable by two partial written tests and (B) an ORAL TEST, which can be accessed only after passing the written test. Exams could be held online, on the Teams platform, if necessary for emergency reasons.
ASSESSMENT METHODS
The final exam involves the sequential execution of (A) a WRITTEN TEST, possibly replaceable by two partial written tests, aimed at ascertaining the application skills acquired by the student in solving exercises related to (i) Elastic problem in determined systems of beams, (ii) Elastic problem in indetermined systems of beams, (iii) Tension fields in the De Saint Venant solid and allowable stress design; (B) an ORAL TEST, which can be accessed only after passing the written test, aimed at ascertaining the theoretical and methodological knowledge acquired by the student, by answering some questions on all the topics of the course program. Registered students can find more information by consulting the "Guide to the Exam" or the "Instructions for the online exams" for the current year, downloadable from the Aulaweb page of the course.
Exam schedule
Data  Ora  Luogo  Degree type  Note 

08/01/2024  14:00  GENOVA  Scritto  
12/01/2024  08:30  GENOVA  Orale  
22/01/2024  14:00  GENOVA  Scritto  
26/01/2024  08:30  GENOVA  Orale  
05/02/2024  14:00  GENOVA  Scritto  
07/02/2024  08:30  GENOVA  Orale  
10/06/2024  14:00  GENOVA  Scritto  
14/06/2024  08:30  GENOVA  Orale  
01/07/2024  14:00  GENOVA  Scritto  
03/07/2024  08:30  GENOVA  Orale  
09/09/2024  14:00  GENOVA  Scritto  
11/09/2024  08:30  GENOVA  Orale 