Number of hours
- Lectures 24.0
- Projects 0
- Tutorials 40.0
- Internship 0
- Laboratory works 0
ECTS
ECTS 4.0
Goal(s)
Acquire basic knowledge in various numerical methods applied to material science
Contact Guillaume PARRYContent(s)
Numerical methods for differential equations. Numerical methods for ordinary differential equations : one step methods, multi steps methods, explicit and implicit methods, prediction correction methods. Notions of precision and stability are presented. Numerical methods to solve partial differential equations : finite difference method, finite volume method, finite element method.
Prerequisites
the course of mathematic
Knowledges : derivative of one variable function and of multiple variables functions, Taylor expansion of functions ; operations between matrices, matrix and vector ; linear system of equations and vectorial operators (gradient, divergence, curl).
Semester 7 - The exam is given in english only
1rst Session
Written 3h exam - Authorized documents : 50%
Project with Matlab : 50%
2nd Session
Written 2h exam - Authorized documents : 100%
Session 1
50% note projet - Projet sur Matlab
50% note examen - Examen écrit durée 3h - documents autorisés
Session 2
100% note examen - Examen écrit durée 2h - documents autorisés
This course brings 3.5 ECTS to students in UE 4 Applied Mathematics
Semester 7 - This course is given in english only