Difference between revisions of "Grid Convergence by Bahram Haddadi"

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* '''Editorial board''': Bahram Haddadi, Christian Jordan, Michael Harasek
 
* '''Editorial board''': Bahram Haddadi, Christian Jordan, Michael Harasek
  
=[https://www.cfd.at/downloads/FoamTutorial_3-ExampleThree.pdf Patching fields]=
+
=[https://www.fluiddynamics.at/downloads/openfoam-basic-training/_tutorials/Example_Three.pdf Patching fields]=
  
 
'''Explanation''': Use the sonicFoam solver, simulate 0.007 s of flow inside a shock tube, with a mesh with 100, 1000 and 10000 cells in one dimension, for initial values 1 bar/0.1 bar and 10 bar/0.1 bar.
 
'''Explanation''': Use the sonicFoam solver, simulate 0.007 s of flow inside a shock tube, with a mesh with 100, 1000 and 10000 cells in one dimension, for initial values 1 bar/0.1 bar and 10 bar/0.1 bar.
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* Investigate effect of grid resolution
 
* Investigate effect of grid resolution
  
Download pdf [https://www.cfd.at/downloads/FoamTutorial_3-ExampleThree.pdf here].
+
Download pdf [https://www.fluiddynamics.at/downloads/openfoam-basic-training/_tutorials/Example_Three.pdf here].
  
 
Picture: Bahram Haddadi, TU Wien
 
Picture: Bahram Haddadi, TU Wien

Revision as of 13:17, 15 May 2023

  • contributor: Bahram Haddadi, Clemens Gößnitzer, Jozsef Nagy, Vikram Natarajan, Sylvia Zibuschka, Yitong Chen
  • affiliation: Institute of Chemical, Environmental and Bioscience Engineering, TU Wien, Austira
  • contact: click here for email address
  • OpenFOAM version: OpenFOAM 7.0 and v1906
  • Published under: CC BY-NC-SA license (creative commons licenses)
  • Editorial board: Bahram Haddadi, Christian Jordan, Michael Harasek

Patching fields

Explanation: Use the sonicFoam solver, simulate 0.007 s of flow inside a shock tube, with a mesh with 100, 1000 and 10000 cells in one dimension, for initial values 1 bar/0.1 bar and 10 bar/0.1 bar.

Tuvienna3.png

Objectives:

  • To understand the setFields utility
  • Learn how to specify initial and boundary conditions
  • Investigate effect of grid resolution

Download pdf here.

Picture: Bahram Haddadi, TU Wien