Difference between revisions of "FEMCFD20"

From Wiki
Jump to: navigation, search
Line 18: Line 18:
  
 
- We are going to use [https://ngsolve.org NGSolve]: Tutorials: [https://ngsolve.org/docu/latest/i-tutorials/index.html i-Tutorials], You can also install [https://ngsolve.org/docu/latest/install/usejupyter.html Jupyter notebook], and use the tutorials [http://ngsolve.org/iFEM/iFEM.zip iFEM.zip] by starting iFEM.ipynb
 
- We are going to use [https://ngsolve.org NGSolve]: Tutorials: [https://ngsolve.org/docu/latest/i-tutorials/index.html i-Tutorials], You can also install [https://ngsolve.org/docu/latest/install/usejupyter.html Jupyter notebook], and use the tutorials [http://ngsolve.org/iFEM/iFEM.zip iFEM.zip] by starting iFEM.ipynb
Since this is a VU we either will have some exercises or some projects. This will depend on the number of participants
+
 
  
 
==== Additional literature ====
 
==== Additional literature ====

Revision as of 14:30, 5 October 2020

Lecture every Tuesday and Wednesday starting at 16:00

Subject of course

  1. Definition of the Navier-Stokes and Euler equations
  2. Theory of saddle point problems
  3. Finite element methods for the Stokes equations
  4. (H)DG methods
  5. Discretization of konvection (diffusion) equations (DG, SUPG, Least squares)
  6. Discretization of the Navier-Stokes equations
  7. Discretization of the Euler equations
  8. Riemann solvers

Notes on lecture and exercise

- Lecture notes: Are in preparation and will be updated during the lecture. The actual version can be found here: https://nemesis.asc.tuwien.ac.at/index.php/s/qEJzzDPQ2EpiXnM

- We are going to use NGSolve: Tutorials: i-Tutorials, You can also install Jupyter notebook, and use the tutorials iFEM.zip by starting iFEM.ipynb


Additional literature

Jean Donea and Antonio Huerta: Finite Element Methods for Flow Problems

Richard H. Pletcher, John C. Tannehull and Dale A. Anderson: Computational Fluid Mechanics and Heat Transfer