Course unit
Finite element practical courses
Last updated: 22/02/2024
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Course Director(s):
KERMOUCHE Guillaume
Key words:
Finite Element method
Integral formulation
Mechanics
Numerical integration
Matlab
ABAQUS
Diffusion
Waves
Isoparametric FE
coupled problems
Number of teaching hours
23
Fields of study
Computer Science, Information Systems
Urban planning, Environment
Mathematics
Mechanical Engineering
Teaching language
French
Intended learning outcomes
| On completion of the unit, the student will be capable of: |
Classification level |
Priority |
| Understanding the basics of finite element methods |
2. Understand |
Essential |
| Formulating finite element problems in different sectors of physics |
3. Apply |
Essential |
| Programming a finite element code from A to Z for single dimensional cases |
7. Create |
Important |
| Developing complex modelling in mechanics and thermics in an industrial FE code |
3. Apply |
Important |
Learning assessment methods
|
Percentage ratio of individual assessment
|
Percentage ratio of group assessment
|
|
Written exam:
|
40
|
%
|
Project submission:
|
0
|
%
|
|
Individual oral exam:
|
0
|
%
|
Group presentation:
|
0
|
%
|
|
Individual presentation:
|
0
|
%
|
Group practical exercise:
|
30
|
%
|
|
Individual practical exercise:
|
30
|
%
|
Group report:
|
0
|
%
|
|
Individual report:
|
0
|
%
|
|
|
|
|
Other(s): 0 %
|
Programme and content
| Type of teaching activity |
Content, sequencing and organisation |
| Practical courses |
Practical finite elements with Matlab: 14h |
| Practical courses |
Modelling Finite Elements in mechanics and thermics with ABAQUS : 9h |