Unit
- Course
- Mechanical engineering
- Study-unit Code
- A005748
- Curriculum
- Mechanical design
- Teacher
- Emanuela Speranzini
- Teachers
-
- Emanuela Speranzini
- Giulio Castori (Codocenza)
- Hours
- 32 ore - Emanuela Speranzini
- 16 ore (Codocenza) - Giulio Castori
- CFU
- 6
- Course Regulation
- Coorte 2025
- Offered
- 2025/26
- Learning activities
- Affine/integrativa
- Area
- Attività formative affini o integrative
- Academic discipline
- ICAR/08
- Type of study-unit
- Obbligatorio (Required)
- Type of learning activities
- Attività formativa monodisciplinare
- Language of instruction
- ITALIAN
- Contents
- 1. Static Recalls and Insights 2. Calculation of inflected beam displacements using Mohr teroremas. Rotations and inflections. 8. Structural robustness and methodologies for its achievement. Fragile materials: structural glass. 3. Resolution of symmetric and hemisymmetric structures. 4. The stability of the elastic balance. Concentrated elasticity structures. Structures with diffuse elasticity. The critical load. 5. Resolution of indeterminate statically structures by the method of forces, subjected to thermal variations (uniform and butterfly), elastic and inelastic compliance. 6. Elastic line equation, for statically determinate and indeterminate beams. 7. Laboratory activities for mechanical tests on structural structures and materials.
- Reference texts
- Recommended books Erasmo Viola - Esercitazioni di Scienza delle costruzioni - vol 1° 1993 Pitagora Editrice Bologna Erasmo Viola - Esercitazioni di Scienza delle costruzioni - vol 2° 1985 Pitagora Editrice Bologna – R. Camiciotti, A. Cecchi - Esercizi di Scienza delle Costruzioni vol I Edizione Morelli Firenze. Riccardo Baldacci - Scienza delle costruzioni: Fondamenti di meccanica dei solidi - vol 1° 1970 UTET Riccardo Baldacci - Scienza delle costruzioni: Fondamenti di meccanica delle strutture - vol 2° 1976 UTET Michele Capurso - Lezioni di Scienza delle costruzioni - 1971 Pitagora editrice James M. Gere, Stephen P. Timoshenko Mechanics of Materials (Inglese), 1999, o edizioni successive. Andrew Pytel, Jaan Kiusalaas, Engineering Mechanics: Statics, 1998. The teaching material (shown during the lessons) will be available on the UNISTUDIUM- unipg.
- Educational objectives
- The main learning outcomes envisaged include the ability of the students to solve hyperstatic structures subject to any load conditions including temperature variations and vertical compliace; problems of concentrated elasticity beam stability and with diffuse elasticity. Acquisition of basic knowledge to deal with the study of simple experimental systems, in the context of the analysis of tension and deformation and problems o mechanical behavior of materials.
- Prerequisites
- In order to be able to understand the concepts described within the Course, Students must have successfully passed the "Foundation of Structural Mechanics" exam.
- Teaching methods
- methods The course is organized as follows: - lectures on all subject of the course; - laboratory activity on materials and structures.
- Other information
- Disabled students and/or with DSA, can contact the teacher of this course directly because she is the contact professor for disability and DSA in Engineering Department.
- Learning verification modality
- The oral examination requires solving one structure statically indetermine and a question on one of the other topics covered in the course.
- Extended program
- The course integrates with the previous courses in structural mechanics. In particular, reconnecting with the concepts of statics of the inflected beam, the following topics will be developed, mainly in the application field: 1. Static Recalls and Insights 2. Calculation of inflected beam displacements using Mohr teroremas. Rotations and inflections. 3. Resolution of symmetric and hemisymmetric structures. 4. The stability of the elastic balance. Concentrated elasticity structures. Structures with diffuse elasticity. The critical load. 5. Resolution of indeterminate statically structures by the method of forces, subjected to thermal variations (uniform and butterfly), elastic and inelastic compliance. 6. Elastic line equation, for statically determinate and indeterminate beams. 7. Laboratory activities for mechanical tests on structural structures and materials. 8. Structural robustness and methodologies for its achievement. Fragile materials: structural glass.