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Syllabus 2017-18 - 13512008 - Elasticity and strength of materials (Elasticidad y resistencia de materiales)
- Level 1: Tutorial support sessions, materials and exams in this language
- Level 2: Tutorial support sessions, materials, exams and seminars in this language
- Level 3: Tutorial support sessions, materials, exams, seminars and regular lectures in this language
DEGREE: | Grado en Ingeniería eléctrica (13512008) |
FACULTY: | SCHOOL OF ENGINEERING OF JAÉN |
DEGREE: | Grado en Ingeniería de organización industrial (13012005) |
FACULTY: | SCHOOL OF ENGINEERING OF JAÉN |
DEGREE: | Doble grado en Ingeniería eléctrica e Ingeniería electrónica industrial (13712010) |
FACULTY: | SCHOOL OF ENGINEERING OF JAÉN |
DEGREE: | Doble grado en Ingeniería eléctrica e Ingeniería mecánica (13612009) |
FACULTY: | SCHOOL OF ENGINEERING OF JAÉN |
DEGREE: | Grado en Ingeniería electrónica industrial (13112006) |
FACULTY: | SCHOOL OF ENGINEERING OF JAÉN |
DEGREE: | Doble grado en Ingeniería mecánica e Ingeniería de organización industrial (13812007) |
FACULTY: | SCHOOL OF ENGINEERING OF JAÉN |
DEGREE: | Grado en Ingeniería mecánica (13412006) |
FACULTY: | SCHOOL OF ENGINEERING OF JAÉN |
ACADEMIC YEAR: | 2017-18 |
COURSE: | Elasticity and strength of materials |
NAME: Elasticity and strength of materials | |||||
CODE: 13512008 (*) | ACADEMIC YEAR: 2017-18 | ||||
LANGUAGE: English | LEVEL: 2 | ||||
ECTS CREDITS: 6.0 | YEAR: 2 | SEMESTER: SC |
NAME: JIMÉNEZ GONZÁLEZ, JOSÉ IGNACIO | ||
DEPARTMENT: U121 - INGENIERÍA MECÁNICA Y MINERA | ||
FIELD OF STUDY: 605 - MECÁNICA DE MEDIOS CONTINUOS Y TEORÍA DE ESTRUCTUR | ||
OFFICE NO.: A3 - 028 | E-MAIL: jignacio@ujaen.es | P: 953213310 |
WEBSITE: http://www.fluidsujaen.es/author/jignacio/ | ||
ORCID: https://orcid.org/0000-0001-6669-9000 | ||
LANGUAGE: - | LEVEL: 2 | |
NAME: CARAZO ÁLVAREZ, JUAN DE DIOS | ||
DEPARTMENT: U121 - INGENIERÍA MECÁNICA Y MINERA | ||
FIELD OF STUDY: 605 - MECÁNICA DE MEDIOS CONTINUOS Y TEORÍA DE ESTRUCTUR | ||
OFFICE NO.: A3 - 027 | E-MAIL: jdcarazo@ujaen.es | P: 953212829 |
WEBSITE: http://www10.ujaen.es/conocenos/departamentos/ingmec/4818 | ||
ORCID: https://orcid.org/0000-0002-1532-2550 | ||
LANGUAGE: - | LEVEL: 2 |
Block A: THEORY OF ELASTICITY
LESSON I.- INTRODUCTION TO ELASTICITY
Introduction to the mechanics of
continuous media.
The elastic solid. Properties. .
Hypothesis and principles of elasticity.
LESSON II.- Stress
The stress concept.
Conditions of equilibrium.
Principal stresses. Invariant properties.
Plane Stress.
Graphic representation of stresses. Mohr's
circles.
LESSON III.-Strain.
Changes of volume and shape.
The strain concept.
The strain matrix. Properties.
Compatibility equations.
Plane Strain.
LESSON IV.- Stress- strain relationship.
The tensile test.
Lateral strain. Poisson's coefficient.
Stress-strain relationship. Hooke's law.
Lame's equations.
LESSON V.- The Energy approach of elasticity.
Strain energy.
Strain energy expressions.
Castigliano's theorem.
Yielding criteria. von Mises's stress.
LESSON VI.- Thin-walled Vessels
Thin-walled Vessels.
Cylindrical and Spherical vessels
subjected to internal pressure.
Cylindrical open liquid tanks.
Cylindrical pipes subjected to pressure.
Block B: Strength of Materials
LESSON VII.- Basic Concepts of Strength of Materials.
Structural members.
Cross Section stresses. Definitions.
General principles of strength of
materials.
External and cross section equilibrium.
Types of supports. Support reactions.
Isostatic and hyperstatic bars.
LESSON VIII.- Tension and Compression.
Stress by uniaxial tension or compression.
Axial force laws and diagrams.
Deformation due to axial force.
Tension or compression produced by own
weight of members
Strain energy related to axial force.
LESSON IX.- General Theory of Bending.
Simple Bending. Navier's law.
Relationship between shear force and
bending moment.
Bending moment and shear force laws and
diagrams.
The ten elemental beams analysis.
Stress produced by shear force.
Collignon's theorem.
Principal stresses and von Mises's stress
in bending.
LESSON X.- Deflection produced by bending.
Differential equation of the bend line.
The double integration method.
Mohr's theorems in bending.
Strain energy related to simple bending.
Deflection produced by shear force.
LESSON XI.- Biaxial Bending with and without axial force.
Biaxial bending. Neutral axis.
Deflection produced by biaxial bending.
Bending with axial force or eccentric
tension/compression. Pressure centre.
Neutral Axis and Kernel in biaxial bending
with axial force.
LESSON XII.- Buckling.
Stability of Columns.
Euler´s formula.
Buckling Critical Load according to end
conditions.
LESSON XIII.- Torsion.
Pure Torsion. Circular shaft subjected to
torsion.
Determination of torque.
Strain energy related to torque.
Practices
Practice 1: Mechanical behaviour of different materials.
Stress-Strain curves.
Practice 2: Electric Extensometry: Tension/Compression.
Torsion and Bending.
Practice 3: Bending. Determination of the Bend line.
Principle of superposition in bending.
Practice 4: Biaxial bending with axial force.
Practice 5: Buckling. Critical load according to end
conditions.
During the lectures, the different sections included in the course's syllabus will be developed. Student participation may take place at any time and doubts will be solved at the time. During lectures the problems of the course included in the collections of problems will be solved in a participatory way and discussion of results and resolution methods will be exposed. Practices will be held in the laboratory of the area of mechanics of continuous media and theory of structures. Lab session will be divided in two parts: first, there will be a theoretical introduction along with some exhibition, where the teacher will explain the tasks to be performed using lab equipment; then, student must work on their own and collect data to ellaborate a final report, to be submitted after a few days.
Students with special educational needs should contact the Student Attention Service (Servicio de Atención y Ayudas al Estudiante) in order to receive the appropriate academic support
At the final exam, the score of both theoretical and operating
contents of course must be greater than zero in each of part, to
pass the exam.
In particular, the theoretical contents' weigth in the final
exam is 30%, while the remaining 70% concerns operational exercices
(problems)
Additionally, the student is required to pass independently
both final exam and lab sessions, in order to pass the course.
- Elasticidad. Edition: 3ª ed. Author: Ortiz Berrocal, Luis. Publisher: Madrid, etc.: McGraw-Hill Interamericana de España, D. L. 2004 (Library)
- Resistencia de materiales. Edition: 3ª ed. Author: Ortiz Berrocal, Luis. Publisher: Madrid [etc.] : McGraw-Hill, D. L. 2010 (Library)
- Resistencia de materiales. Edition: 4ª ed. Author: Vázquez, Manuel. Publisher: Madrid : Noela, 2008 (Library)
- Problemas resueltos de resistencia de materiales. Edition: 4ª ed. Author: Rodríguez-Avial Azcunaga, Fernando. Publisher: Madrid: Bellisco, 1999 (Library)
- Resistencia de materiales. Edition: -. Author: Rodríguez-Avial Azcunaga, Fernando. Publisher: Madrid: Bellisco, D.L. 1990-1993 (Library)