- 3EU6ELA6

Goal(s)

• Implementation of the constitutive model of linear, thermoelastic, isotropic materials
• Analysis of the models' results with the aim of dimensioning mechanical structures
• Analysis of experimental measurements in regard of analytical models' previsions

Responsible(s)

Barthelemy HARTHONG

Content(s)

This course introduces the student to the vital concepts of the analysis of the behaviour of mechanical structures under quasi-static loads.
It provides the analytical tools and essential models required for structural design.
Continuum mechanics concepts associated to solids are presented: equilibrium equations, stress, strain, constitutive law for linear, isotropic, thermoelastic solids.
The concept of yield criterion and the simplest resolution methods of analytical problems are addressed.
Practical works focus on (1) the use of numerical methods to solve analytical problems, and (2) experimental analysis of beams under bending, twisting, a thick tube under pressure, and a plate with a hole under compression.

Basics of Mechanics

Test

First session
CC assessment :
Elasticity : 2x 50% practical reports
ET assessment: supervised written exam of 2h
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Second session
ET : grade of second session replaces the one of the first session.
Retaking CC assessment is not possible

Calendar

The course exists in the following branches:

• Curriculum - Master's Degree in Engineering ME - Semester 6
• Curriculum - Master's Degree in Engineering IEN - Semester 6
• Curriculum - Master's Degree in Engineering HOE - Semester 6
• Curriculum - - Semester 6

Additional Information

Course ID : 3EU6ELA6
Course language(s):

You can find this course among all other courses.

Bibliography

Théorie de l'élasticité, Timoshenko et Goodier, ainsi que tout ouvrage sur le sujet dont le texte est compréhensible.
(exists in English: Theory of Elasticity)