Difference between revisions of "Taylor Couette flow by Andras Horvath"

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[[category:basic tutorial]]
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* '''contributor''': Andras Horvath
 
* '''contributor''': Andras Horvath
 
* '''affiliation''': Rheologic GmbH
 
* '''affiliation''': Rheologic GmbH
 
* '''contact''': <mail address='andras.horvath@rheologic.at' description='author'>click here for email address</mail>
 
* '''contact''': <mail address='andras.horvath@rheologic.at' description='author'>click here for email address</mail>
* '''OpenFOAM version''': 4.x
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* '''OpenFOAM version''': v1812
 
* '''published under''': CC BY-ND license ([https://creativecommons.org/licenses creative commons licenses])
 
* '''published under''': CC BY-ND license ([https://creativecommons.org/licenses creative commons licenses])
  
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=[http://rheologic.net/sites/default/files/pdf/taylor_couette_tutorial-20160913.pdf Taylor Couette flow]=
 
=[http://rheologic.net/sites/default/files/pdf/taylor_couette_tutorial-20160913.pdf Taylor Couette flow]=
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[[File:Taylor_Couette_Flow.png|500px|right|]]
  
 
In this [http://rheologic.net/sites/default/files/pdf/taylor_couette_tutorial-20160913.pdf pdf] you will find a compact description of a well known flow from literature. In this tutorial you will run a simple steady-state simulation, where you can directly compare the quality of your results with literature values.  
 
In this [http://rheologic.net/sites/default/files/pdf/taylor_couette_tutorial-20160913.pdf pdf] you will find a compact description of a well known flow from literature. In this tutorial you will run a simple steady-state simulation, where you can directly compare the quality of your results with literature values.  

Revision as of 10:45, 12 February 2019

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Taylor Couette flow

Taylor Couette Flow.png

In this pdf you will find a compact description of a well known flow from literature. In this tutorial you will run a simple steady-state simulation, where you can directly compare the quality of your results with literature values.

You can download the case files here.

In this tutorial we focus on:

  • case, geometry and mesh setup
  • boundary conditions
  • solution evaluation and post processing
  • comparison with theory and experiments from literature