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| INGE0006-1 | Systems Dynamics
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| Duration : | 14h Th, 10h Pr |
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| Credits/ECTS : |
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| Holder(s) : | Marie‑France Destain |
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| Language : | French language |
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| Course contents : |
- Introduction to Matlab
- The mathematical concept of a system
- Linear time-invariant (LTI) systems, examples of physical and biological LTI, construction of first-order and second-order models, numerical resolution of differential equations
- Analysis of LTI systems using the Laplace transform, transfer function, poles and residues
- Frequency response of LTI, Bode diagrams
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| Course objective : | After completing the course the student is expected to
- describe SLP physical and biological systems by appropriate models
- analyse their dynamic behaviour by using Matlab
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| Prerequisites : | General mathematics |
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| Organization : | Lectures : 14h Practical Works : 10h |
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| Written notes : |
- Destain M.-F., 2004, Notes de cours, Web-Ct
- Vohnout K., 2003, Mathematical modeling for system analysis in agricultural research, Elsevier
- Oppenheim A., Willsky A., 1997, Signals & Systems, Prentice Hall International Editions, 957 p.
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| Assessment : | Written examination (100%) |
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| Contacts : | Destain, Marie-France (Professeur) Mécanique et Construction 081 62 21 64
mfdestain@ulg.ac.be |
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