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Strength of Materials I

Code:

CVD017

Sigla:

RMI

Áreas Científicas
Classificação	Área Científica
OFICIAL	Mecânica e Estruturas

Ocorrência: 2021/2022 - 1S

Ativa?	Yes
Unidade Responsável:	Mecânica e Estruturas
Curso/CE Responsável:	Undergraduate in Civil Engineering

Ciclos de Estudo/Cursos

Sigla	Nº de Estudantes	Plano de Estudos	Anos Curriculares	Créditos UCN	Créditos ECTS	Horas de Contacto	Horas Totais
CIVD	16	Study Plan	2	-	6	67,5	162

Língua de trabalho

Portuguese

Objetivos

It is intended that the students acquire basic skills and knowledge in the field of Mechanics of Materials: (i) know the definition and physical meaning of the internal stress matrix components and the strain matrix components, as well as Hooke’s law; (ii) know the physical meaning of Young modulus and Poission coefficient; (iii) evaluate strain and tension matrixes from results obtained with strain rosettes; (iv) evaluate stresses, strains and displacements in tridimensional frame structures built by prismatic frames (homogeneous and heterogeneous) under axial forces and torsion. In particular, it is intended that students develop the ability to adapt to new situations and properly analyze the results.

Resultados de aprendizagem e competências

Those related to the attainment of the disclosed objectives.

Modo de trabalho

Presencial

Programa

INTRODUCTION TO THE ELASTICITY THEORY. Stress vector. Stress tensor. Cauchy formula. Equilibrium equations. Eigenvalues and eigendirections. Coordinate transformations. Examples of stress states. Strain matrix. The hypothesis of small displacements. Infinitesimal strain matrix and infinitesimal rotation matrix. Examples of strain states. Stress-strain relationships. Physical meaning of the elastic constants. Match of the main eigendirections of stress and strain matrixes. Plane stress and strains states. The Saint-Venant principle.  BARS UNDER TENSILE AND COMPRESSION FORCES. Saint-Venant problem. Tensile test. Heterogeneous cross-sections. Material assembling (series and parallel). Temperature variations. Static indeterminate structures. Principle of virtual work. Unit Load Method. TORSION OF BARS. Bars with circular cross section. Bars with ring sections. Tubular bars with thin walls. Rectangular section. Thin-walled sections.

Bibliografia Obrigatória

Rui Neves; Resistência de Materiais I, ESTB/IPS, 2013

Bibliografia Complementar

Dinar Camotim; Apontamentos de Tracção e Compressão, IST, 2009
Ferdinand Beer; Russell Johnston; John DeWolf ; Resistência dos Materiais, McGraw-Hill, 2006
Vitor Dias da Silva ; Mecânica e Resistência dos Materiais, ZUARI, 1999
Álvaro Azevedo; Mecânica dos Sólidos, FEUP, 1996
Artur Portela; Arlindo Silva ; Mecânica dos Materiais, Plátano, 1996
Carlos Moura Branco ; Mecânica dos Materiais, . Fundação Calouste Gulbenkian, 1998

Métodos de ensino e atividades de aprendizagem

Theoretical lessons are used to expose the new concepts and some straight forward examples are shown, stimulating critical thinking of the students. Practical lessons are used to apply the concepts to increasing complex exercises, some of them solved by the students independently.

Tipo de avaliação

Distributed evaluation with final exam

Componentes de Avaliação

Designation	Peso (%)
Exame	100,00
Total:	100,00

Componentes de Ocupação

Designation	Tempo (Horas)
Estudo autónomo	112,00
Frequência das aulas	52,50
Total:	164,50

Obtenção de frequência

Not applicable.

Fórmula de cálculo da classificação final

Assessment during the semester: 0.5xTest 1+0.5xTest 2
1st/ 2nd call: 100% Exam
Extraordinary call: 100% Exam
Intercalar call: 100% Exam