6 ECTS; 1º Ano, 2º Semestre, 28,0 T + 28,0 TP + 5,0 OT + 2,0 O , Cód. 30198.
Lecturer
- Cristina Maria Mendes Andrade (2)
(1) Docente Responsável
(2) Docente que lecciona
Prerequisites
-Mathematical analysis
-Linear algebra
-Programming (optional)
Objectives
The students will acquire knowledge about mathematical models, calculation techniques and methods:
-analysis of a real situation, its interpretation and simplification
-design and mathematical modelling of real models
-analysis, interpretation and evaluation through simulation.
Program
1. Matrix algebra and linear equations systems
2. Non-linear equations
3. Polinomial interpolation
4. Numerical integration
5. Numerical methods for ordinary differential equations
6. Differential equations of partial derivatives
7. Introduction to mathematical modelling
Evaluation Methodology
Continuous assessment:
-2 projects (Matlab programming) 40%
-1 written test 60%
Final Assessment: written summative examination
- regular season
- make-up season
- examination period for employed students
Bibliography
- Faires, J. e Burden, R. (2011). Numerical analysis.. Boston, USA: Brooks/Cole, Cengage Learning
- Han, W. e Atkinson, K. (2003). Elementary numerical analysis. USA: John Wiley
- Heath, M. (2002). Scientific Computing: an Introductory survey. New York, USA: McGraw-Hill
- Heinz, S. (2011). Mathematical modelling. New York, USA: Springer
Teaching Method
Theoretical-practical lessons focused on the use of Matlab and supported by interactive class debates.
Software used in class
Matlab
