UnivIS

Numerische Methoden der Thermofluiddynamik - Übung

Dozent/in

Details

Zeit/Ort n.V.

  • Do 10:15-11:45, Raum 02.224 Cauerstr.9 (außer vac) ICS

Voraussetzungen / Organisatorisches

Since the course NMTFD1 is part of the international program Computational Engineering, lectures, exercises and practical training will be given online until further notice.

Hereby students who are currently still located in their home country due to the pandemic situation are able to follow the course.

Further details will be given during the first lecture on 19.10.2021 (16:15-17:45). This lecture will be organized via Zoom.

Please establish your own FAU account, see for example:

https://www.rrze.fau.de/medien-entwicklung/digitales-arbeiten/zoom/

https://fau.zoom.us/

Further information (especially: Link to the first Zoom lecture) and documents will be provided via the StudOn page of the NMTFDI course:

https://www.studon.fau.de/crs3372771.html

Please sign up as soon as possible to make sure that all updates will reach you:

https://www.studon.fau.de/crs3372771_join.html

Use NMTFD-is-fun to get access.

Inhalt

The theory given in the lectures is extended and applied to several transport problems in this exercise class: - discretization of the Blasius similarity equations - parabolization and discretization of the boundary layer equations - finite-Difference discretization of heat-transfer problems - approximation of boundary conditions - finite-Volume discretization of heat-transfer problems - discretization and time-stepping of the Navier-Stokes equations - projections methods: the SIMPLE and PISO Methods The students who successfully solve the exercises should: - be able to discretize transport problems with the finite-difference and the finite-volume methods - discretize several type of boundary conditions (no-slip, flux, mixed) - understand how the implementation of projection methods to solve the Navier-Stokes equation is done - work in team (automatisch geplant, erwartete Hörerzahl original: 36, fixe Veranstaltung: nein)