course: Computational Engineering 1: Fluiddynamics in electrical-engineering
- teaching methods:
- lecture with tutorials
- computer based presentation, black board and chalk
- responsible person:
- Priv.-Doz. Dr. Jürgen Geiser
- Priv.-Doz. Dr. Jürgen Geiser (ETIT)
- offered in:
- summer term
dates in summer term
- lecture: Monday the 21.09.2020 from 09:00 to 16.00 o'clock in Online
- lecture: Tuesday the 22.09.2020 from 09:00 to 16.00 o'clock in Online
- lecture: Wednesday the 23.09.2020 from 09:00 to 16.00 o'clock in Online
- lecture: Thursday the 24.09.2020 from 09:00 to 16.00 o'clock in Online
- lecture: Friday the 25.09.2020 from 09:00 to 16.00 o'clock in Online
All statements pertaining to examination modalities (for the summer/winter term of 2020) are given with reservations. Changes due to new requirements from the university will be announced as soon as possible.
Termin wird vom Dozenten bekannt gegeben
|Form of exam:||written|
|Registration for exam:||Directly with the lecturer|
- Derivation of the modelling equations for fluid- and electrodynamics.
- Introduction into numerical methods related to multiscale modells (multiscalen-methods and special discretization-methods, e.g., FDTD-methods).
- Consolidation into special multiscale solvers, e.g., HMM (Heterogeneous Multiscale Method), EFM (Equation-Free Method), MISM (Multiscale Iterative Splitting Method).
- Examples in the field of transport-reactions- and Maxwell-equations (e.g., particle-transport in the electromagnetic field).
- Programming exercises in MATLAB.
- Modelling of electromagnetic- and transport-problems (transport-reaction- and Maxwell-equations).
- Preparing the theoretical principles for solving the underlying partial differential equations with different spatial- and time-scales (multiscale theory).
- Communicating the numerical solver methods for efficient and robust simulation algorithms.
- Communicating of so called multiscale solvers, e.g.,HMM (Heterogeneous Multiscale Methods, which allow to calculate and transfer between microscopic (fine) and macroscopic (coarse) models (or grids).
- Introducing into commercial software-packages(MATLAB) for solving the underlying differential equations.
Content of the modules Mathematik 1-3
The lecture is given as online-block-lecture with the video-conference-software zoom. The examinations can be passed at Tuesday 29.09.2020 as a presence examination at Ruhr-University of Bochum in the rooms ID 04/471 and ID 04/459. In the course a script is used. While the number of participants is limited, please register as soon as possible till 11.09.2020 at the secretary Elke Konhaeuser (email@example.com).
- Dates in summer term 2020:
- Monday 21.09.2020, 09:00-16.00, Online lectures with zoom,
- Tuesday 22.09.2020, 09:00-16.00, Online lectures with zoom,
- Wednesday 23.09.2020, 09:00-16.00, Online lectures with zoom,
- Thursday 24.09.2020, 09:00-16.00, Online lectures with zoom,
- Friday 25.09.2020, 09:00-16.00, Online lectures with zoom,
- Tuesday 29.09.2020, 09:00-10.00, Presence examination in the rooms ID 04/471 and ID 04/459.
The practical exercises are given in MATLAB in the afternoon online lectures.
The course is awarded with the eLearning Label of the RUB for the summer-semester 2016, 2017 and 2018. Further the lecturer is awarded with the 18th elearning-prize of the "in-class and out-of-class" concept in the summer-semester 2016.