Base Knowledge
It is intended that students have knowledge about the stability of structures subjected to bending stresses. Know how to calculate tangential stresses (shear stress) due the bending. And calculate efforts and stresses due to oblique bending, eccentric loading, composite bending in three-dimensional structures.
Teaching Methodologies
In theoretical classes, a theoretical exposition of each subject is made, which is complemented by the presentation of application exercises. Theoretical-practical classes mainly focus on solving exercises.
Learning Results
The objective of this course is to provide students with practical and simple methods for calculating the most common typical elements in structures, using several approximate calculation processes.
This U. C. allow students to obtain displacement in structures subject to flexion as well as select the normalized I profile. It gives knowledge of oblique flexion, eccentric load, deflected flexion. Know how to analyze three-dimensional and buckling structures
Program
Stresses due to bending Normal stresses. Shear stresses. Case studies of the rectangular section, the circular section, and the thin web profiles. Combined stresses. Plasticity and rupture criteria. Criteria for maximum normal stress, maximum shear stress, maximum distortion energy and Mohr. Permissible stresses to static loads according to the Regulation of Steel Structures. Reference to the flexing of thin wall asymmetric profiles – torsion center. Bending deformation Elastic line. Differential equation of the elastic line. Determination of the elastic line. Deformation calculation using the area method and the conjugated beam method. Calculation of deformations by tables. Oblique bending Stresses. Neutral line Composite flexion with tension Tensions. Neutral line. Flexion combined with torsion Study of cases of rectangular cross-section and circular cross-section. Axial compression Stability. Sizing. Reference to composite flexion with compression. Analysis of three-dimensional structures with all types of loading. Buckling, Critical load for all types of supports.
Curricular Unit Teachers
Internship(s)
NAO
Bibliography
Gere, J., & Timoshenko, S. (1997). Mechanics of Materials (4th ed.). Boston: PWS Publishing Company.
Farinha, J.S., & Reis, A.C. (1992). Tabelas Técnicas. Setúbal: Edição P.O.B.
Hibbeler, R.C. (2006). Resistência dos Materiais (5ª ed.). São Paulo: Pearson Prentice Hall.
Beer, F.P., Johnston, E.R., & DeWolf, J.T. (2006). Resistência dos Materiais (4ª ed.). Porto Alegre: McGraw Hill.
Antunes, F. (2012). Mecânica Aplicada –Uma Abordagem Prática. Lidel.
Hibbeler, R.C. (2005). Estática – Mecânica para Engenharia (10ª ed.). São Paulo: Pearson Prentice Hall.