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 (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. |