General Data | ||||
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Academic program | Formation ECAM LaSalle Ingénieur spécialité Mécanique et Génie Electrique (ENGINEERING PROGRAM) | :
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Type d'EC | Classes (LIIEEng04ESimNumMethods) | |||
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Status :
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Period :
Semester 4 |
Education language :
English |
Learning Outcomes |
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To solve mathematical problems numerically through computer programming: 1. Describe a mathematical problem 2. Develop numerical methods for solving the equations 3. Implement an appropriate numerical algorithm using Octave 4. Calculate numerical solutions 5. Estimate numerical calculations errors 6. Provide graphical illustrations |
Content |
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Introduction to numerical simulations, mathematical formulations and computer programming. Description of classical numerical methods (discretization, Bisection method, Newton's method, Euler's method, Gaussian elimination, curve fitting, numerical integration, numerical differentiation, finite elements) Implementing appropriate numerical algorithm using Octave. Numerical approximation and error estimation. Graphical representation. |
Pre-requisites / co-requisites |
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Mathematics 1, 2 and 3 Computer programming Simulations and Numerical Calculations 1 |
Bibliography |
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Jeffrey R. Chasnov, Introduction to Numerical Methods, 2012 Timmy Siauw, Alexandre M. Bayen, An Introduction to MATLAB Programming and Numerical Methods for Engineers, 2014 ECAM Bibliography |
Assessment(s) | |||
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N° | Nature | Coefficient | Observable objectives |
1 | Continuous Assessments and Class attendance | 0,30 | Involvement, motivations and coding capacities |
2 | Practical work | 0,1 | |
3 | Final Project (Report + Codes) | 0,6 | Project |