Theory of structures, Stress and Strain, Constitutive equations, elastic equilibrium problem and resistance criteria, De Saint Venant problem, Elastic stability.
Course Content - Part C
Theory of structures
Stress and Strain
Constitutive equations, elastic equilibrium problem and resistance criteria
De Saint Venant problem
Elastic stability
Euler’s formula, “omega” method
L. Gambarotta, L. Nunziante, A. Tralli, Scienza delle costruzioni, McGraw-Hill, Milano, 2003.
M. Capurso, Lezioni di Scienza delle Costruzioni, Pitagora Editrice, Bologna, 1998.
O. Belluzzi, Scienza delle Costruzioni, Vol. I, Zanichelli editore, Bologna, 1996.
L. Gambarotta, L. Nunziante, A. Tralli, Scienza delle costruzioni, McGraw-Hill, Milano,
2003.
M. Capurso, Lezioni di Scienza delle Costruzioni, Pitagora Editrice, Bologna, 1998.
O. Belluzzi, Scienza delle Costruzioni, Vol. I, Zanichelli editore, Bologna, 1996.
Learning Objectives - Part C
The main objectives of this course will be to teach students to understand the mechanical behaviour of the solids and to prepare them to use some techniques of the calculus of structures in their own project
Learning Objectives - Part D
the contents will be defined with the colleagues of the scientific sector 08, before the start of the course (due in feb. 2014)
Prerequisites - Part C
Mathematics and static knowledge
Prerequisites - Part D
STATICS
Teaching Methods - Part D
the contents will be defined with the colleagues of the scientific sector 08, before the start of the course (due in feb. 2014)
Further information - Part D
the contents will be defined with the colleagues of the scientific sector 08, before the start of the course (due in feb. 2014)
Type of Assessment - Part C
Write and oral exam
Type of Assessment - Part D
oral and written test
Course program - Part A
Theory of structures
Differential equation of beams for axial, flexural and shear deformations. Virtual work theorem.
Stress and Strain
Properties of stress and infinitesimal strain tensors.
Constitutive equations, elastic equilibrium problem and resistance criteria
De Saint Venant problem
Axial force, pure bending, eccentric axial force, torsion, shear.
Elastic stability
Euler’s formula, “omega” method.
Course program - Part C
Theory of structures
Differential equation of beams for axial, flexural and shear deformations. Virtual work theorem.
Stress and Strain
Properties of stress and infinitesimal strain tensors.
Constitutive equations, elastic equilibrium problem and resistance criteria
De Saint Venant problem
Axial force, pure bending, eccentric axial force, torsion, shear.
Elastic stability
Euler’s formula, “omega” method.
Course program - Part D
the contents will be defined with the colleagues of the scientific sector 08, before the start of the course (due in feb. 2014)