THEORY OF TWO-DIMENSIONAL STRUCTURES
Stampa
Enrollment year
2014/2015
Academic year
2018/2019
Regulations
DM270
Academic discipline
ICAR/08 (CONSTRUCTION SCIENCE)
Department
DEPARTMENT OF CIVIL ENGINEERING AND ARCHITECTURE
Course
Curriculum
PERCORSO COMUNE
Year of study
Period
1st semester (01/10/2018 - 18/01/2019)
ECTS
6
Lesson hours
52 lesson hours
Language
Italian
Activity type
WRITTEN AND ORAL TEST
Teacher
CINQUINI CARLO (titolare) - 6 ECTS
Prerequisites
The knowledge of the elements developed in the first level homologous courses is required.
Learning outcomes
A deep knowledge of solid mechanics and structural mechanics, referred to two-dimensional problems, is the general aim. These subjects, completed in following courses from the application viewpoint, are characterising an engineer interested in structural problems.
Course contents
Continuum Mechanics
General formulations. Plane states. Polar coordinates formulations.
Structural Mechanics
Basic elements of beam theory. Theory of plates. Bending plates, formulations and methods of solutions. Plate stability. Theory of shells, revolution shells.
Limit analysis, basic concepts. Beams in bending. Continuum mechanics formulation. Plates in bending.
Teaching methods
lectures
Reccomended or required readings
Lecture notes
Cinquini C.. Appunti di Teoria delle strutture Bidimensionali. Schonenfeld&Ziegler, Milano (two volumes).
Corradi Dell’Acqua L .. Meccanica della Strutture, vol. I, II, III. . McGraw-Hill, Milano.
Baldacci R.. Scienza delle Costruzioni, Vol. I, II. UTET, Torino.
Baker E.H. ,Kovalewsky L., Rish F.L. . Structural Analysis of Shells. McGraw Hill.
Massonet C., Save M.. Calcolo a Rottura delle Strutture. Zanichelli, Bologna.
Baldacci R., Ceradini G., Giangreco E. . Plasticità. Tamburini Ed., Milano.
Assessment methods
Oral examination, where the knowledge of basic concepts is primarily required
Further information
Sustainable development goals - Agenda 2030