Methods of Model Order Reduction (MOR)
Registration
The course MOR will take place in SoSe 2024 as face-to-face sessions, supported by digital elements via Microsoft Office 365 / Teams. To take part in the course you have to join the "Methods of Model Order Reduction" team using the team code duwe51f.
Instructions for using Microsoft Teams .
- In MS Teams, click "Join a team or create a team".
- Then enter the team code duwe51f under "Join a team with a code" and then click "Join team".
Lecture
Instructor: | PD Dr.-Ing. habil. Ortwin Farle | |
Location: | On appointment. | |
Time: | On appointment. Please contact Prof. Dr. Romanus Dyczij-Edlinger. | |
Extent: | 15 weeks per 2 weekly hours. |
Tutorial
Location: | Online Veranstaltung mit Microsoft Teams | |
Time: | On appointment. Please contact Prof. Dr. Romanus Dyczij-Edlinger. | |
Extent: | 15 weeks per 1 weekly hour. |
Documents: | Download lecture notes* Download exercise sheets* | |
Correlation to curriculum: | Extension to Master Systems Engineering Extension to Master Mechatronik Deepening lecture Master COMET | |
Admission requirements: | None. | |
Evaluation / Examination: | Oral exam Here you will find the underlying grading scheme . | |
Effort: | Lecture Homework Total | 45 h 75 h 120 h |
Module grade: | Oral exam | 100 % |
Educational objective
- Students are familiar with the common model order reduction methods.
- To be able to expediently choose from different model order reduction methods.
- To know how to implement the methods in a numerically robust way.
- To be aware of the effects of model order reduction methods on important system properties.
Topics
- Balanced Truncation.
- Krylov subspace methods.
- Multi‐point methods: rational Krylov methods, proper orthogonal decomposition, reduced basis method.
- Parametric model order reduction.
- Preservation of important system properties, i.e. reciprocity, passivity, causality etc.
Further information
- Language of instruction: Englisch
- A. C. Antoulas. Approximation of Large-Scale Dynamical Systems. SIAM 2005
- L. N. Trefethen, D. Bau III. Numerical Linear Algebra. SIAM 1997
- G. E. Dullerud, F. Paganini. A Course in Robust Control Theory. Springer 2000
- L. Debnath, P. Mikusinski: Introduction to Hilbert Spaces, 3rd edition. Elsevier 2005.
Chair of Theoretical Electrical Engineering
Saarland University
Campus C6 3, 11th floor
Box 15 11 50
66041 Saarbrucken
Chair of Theoretical Electrical Engineering
Saarland University
Campus C6 3, 11th floor (site plan)
66123 Saarbrücken (directions)
Prof. Dr. Romanus Dyczij-Edlinger edlinger(at)lte.uni-saarland.de Phone: +49 681 302-2441 Consultation by appointment. |
Sarah Braun sekretariat(at)lte.uni-saarland.de Phone.: +49 681 302-2551 Fax: +49 681 302-3157 Office hours Mo 08:00 a.m. — 01:00 p.m. Tue only reachable by phone Wed 08:00 a.m. — 01:00 p.m. Thu closed Fri 08:00 a.m. — 01:00 p.m. |