Seminar Course - Fundamentals of Wave Simulation - Solving Hyperbolic Systems of PDEs (IN2183, IN2107)
Course 0000000665 in WS 2020/1
General Data
| Course Type | seminar |
|---|---|
| Semester Weekly Hours | 2 SWS |
| Organisational Unit | Informatics 5 - Chair of Scientific Computing (Prof. Bungartz) |
| Lecturers |
Lukas Krenz Sebastian Wolf Responsible/Coordination: Michael Georg Bader |
| Dates |
Thu, 08:00–10:00, Interims I 101 and 3 singular or moved dates |
Assignment to Modules
-
IN2183: CSE Seminar Scientific Computing / CSE Seminar Course Scientific Computing
This module is included in the following catalogs:- Further Modules from Other Disciplines
Further Information
Courses are together with exams the building blocks for modules. Please keep in mind that information on the contents, learning outcomes and, especially examination conditions are given on the module level only – see section "Assignment to Modules" above.
| additional remarks | In this seminar we address numerical methods for the simulation of hyperbolic partial differential equations. We discuss important examples of governing equations. In this context challenges typical for hyperbolic PDEs are tackled: Non-linearities with analytical solution approaches, Riemann solvers, domain decomposition, finite volume methods, high-order discretization, time stepping schemes, adaptivity, parallelization etc. Besides numerical theory we expect the students to apply and implement the learned concepts in the form of a small project, which requires extensive use of the learned theory. Example Topics: - 1D traffic flow analytical and numerical - Linear Systems and elastic waves - Tsunami simulation with finite volume methods - F-Wave Solver for Riemann problems |
|---|---|
| Links |
Course documents E-Learning course (e. g. Moodle) TUMonline entry |