Sprungmarken

Servicenavigation

TU Dortmund

Hauptnavigation


Bereichsnavigation

Nebeninhalt

Studierendenportal


Spezialvorlesung

Computational gas dynamics

Nummer
011386, WS1617
Dozentinnen und Dozenten
Veranstaltungstyp
Spezialvorlesung, 2+1
Ort und Zeit
M/1011 Mi 10:00 2h
Modul-Zugehörigkeit (ohne Gewähr)
DPL:B:-:2 – Mathematik, Diplom (auslaufend)
MAMA:-:7:MAT-744
WIMAMA:-:7:MAT-744
TMAMA:-:7:MAT-744
Sprechstunde zur Veranstaltung
n. V.
Beginn der Veranstaltung
19.10.2016
Erforderliche Voraussetzungen
``Numerik hyperbolischer Erhaltungsgleichungen`` taught by Prof. Dmitri Kuzmin in SS 2016 or equivalent. Programming knowledge in matlab.
Inhalt

In this special topic course, I will focus on the numerical solution of hyperbolic conservation laws using finite volume methods.
Conservation laws are used for modeling various physical phenomena: the flow around an airplane at high speed, combustion processes, explosions of supernovae in astrophysis, traffic flow, and many more.

The goal of this course is to develop a two-dimensional solver for the compressible Euler equations. All necessary ingredients will be discussed in class. This includes Riemann solvers for the Euler equations in one dimension, limiter techniques, and the extension from one to two dimensions using split and unsplit approaches. I will start the course with a short review so that everybody is on the same page.

Although the focus of the course is on numerical methods, I will discuss theoretical aspects of conservation laws whenever they are necessary for a better understanding of the methods used.

Bemerkungen

* The course will be taught in English.
* The course builds upon the course 'Numerik hyperbolischer Erhaltungsgleichungen' taught by Prof. Dmitri Kuzmin in SS 2016. This roughly corresponds to the content of the book 'Numerical methods for conservation laws' by Randy LeVeque. If you are in doubt whether you have the appropriate prerequisites, please contact me.

Übungen

Leiter der Übung
Sandra May
Nummer der Übung
011387
Übungsgruppen
Übung 14-tägig
Termin nach Vereinbarung

Weitergehende Informationen