|Type||Lecture (1 SWS) + Exercise (1 SWS)|
|Audience||Bachelor BIW, CIW |
Master BIW, CIW, PSE
The course which is taught in English provides the students with the mathematical foundations to model and analyse dynamic systems. It covers the following topics:
- Modeling and simulation of dynamic distributed parameter systems: Fundamental equations, initial and boundary conditions, solution of partial differential equation systems by spatial discretization and orthogonal collocation.
- Differential algebraic equation systems: Origin of DAE systems, index of a DAE system, numerical solution.
- Model simplification and model reduction.
The students can formulate PDE models of processing systems and can discretize the models and apply suitable numerical algorithms for their solution. They know the specific problems related to the solution of DAE models, can compute the index of a DAE system and perform index reduction. They can simplify dynamic models tailored to the purpose of the model.
|Exam||Written (120 min) / Oral (30 min) + Graded Homework|
|Preliminaries||Mathematik 1, Mathematik 2, Einführung in die Programmierung. |
Knowledge of the course "Prozessdynamik und Regelung / Introduction to Process Dynamics and Control"
|Literature||The slides of the course and any additional materials such as literature lists and website recommendations will be published in the virtual workrooms in Moodle provided for this purpose. Details will be announced at the beginning of the course.|
Only the information found in the LSF and the most recent edition of the Modulhandbuch der Fakultät
Bio – und Chemieingenieurwesen is binding. The content on this page may not reflect the most up-to-date information.