Difference between revisions of "Sig Turbulence / Collection of additional turbulence models"

From OpenFOAMWiki
(RANS)
(RANS)
Line 8: Line 8:
 
== RANS  ==
 
== RANS  ==
  
These models have been implemented into a single OpenFOAM library.
+
Below are described the additional models that have been implemented into a single OpenFOAM library.
The descriptions of implementations of added incompressible RAS models can be found here:
+
The descriptions of implementations of these additional incompressible RAS models can be found here:
  
 
* [http://openfoamwiki.net/index.php/Sig_Turbulence_Library_Added_Incompressible_RAS_Models libaddedIncompressibleRASModels.so]
 
* [http://openfoamwiki.net/index.php/Sig_Turbulence_Library_Added_Incompressible_RAS_Models libaddedIncompressibleRASModels.so]
  
=== v2f family ===
+
 
==== v2-f ====
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=== kOmega family ===
* Field of application
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==== kOmega-SSTF ====
* Short description
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* Short description: [http://openfoamwiki.net/index.php/Sig_Turbulence_Library_Added_Incompressible_RAS_Models_kOmegaSSTF]
 
* Problems / Difficulties with the implementation
 
* Problems / Difficulties with the implementation
 
* Literature
 
* Literature
 +
* Field of application
 
* Small Example Case
 
* Small Example Case
* Download
+
* Download: [http://openfoamwiki.net/index.php/Sig_Turbulence_Library_Added_Incompressible_RAS_Models libaddedIncompressibleRASModels.so]
  
  
==== zeta-f ====
+
=== v2f family ===
* Field of application
+
==== zeta-f0 ====
 
* Short description
 
* Short description
 
* Problems / Difficulties with the implementation
 
* Problems / Difficulties with the implementation
 
* Literature
 
* Literature
 +
* Field of application
 
* Small Example Case
 
* Small Example Case
 
* Download
 
* Download

Revision as of 05:37, 9 July 2012

1 Comment

This site should be a collection of new implemented turbulence models

As soon as the model is stable and does not need any further developing, it should be marked and copied to svn.

2 Incompressible

2.1 RANS

Below are described the additional models that have been implemented into a single OpenFOAM library. The descriptions of implementations of these additional incompressible RAS models can be found here:


2.1.1 kOmega family

2.1.1.1 kOmega-SSTF


2.1.2 v2f family

2.1.2.1 zeta-f0

  • Short description
  • Problems / Difficulties with the implementation
  • Literature
  • Field of application
  • Small Example Case
  • Download


2.1.3 Models with advanced wall treatment

2.1.3.1 kOmega-SST (CWT)

  • Short description

This model is based on the 'default' OpenFoam kOmegaSST implementation with some adjustemts to get an enhanced/compound wall treatment (similar to FLUENT). The implementation is based on Popovac/Hanjalic.

  • Problems / Difficulties with the implementation

It seems to work for some meshes quite well (the range up to y+=0.3-10 and from 20- around 40 (?) works well, at least the results are similar to the default tutorial for the Launder-Sharma model; I did not test a u+/y+ view yet...). I would be nice, if you can test the model on your test case and give some suggestion for improvement!? Basically I just coupled the boundary conditions for omega, the turbulent kinetic energy production and viscosity for the low-Re and high-Re case using a function like exp(-Gamma). Right now, I set the values in the wall nearest cell (faceCelli), though I am not sure, if they have to get set at the boundary face (facei) as well!?

  • Literature

Popovac, M., Hanjaliæ, K., 2007, Compound wall treatment for RANS computations for complex turbulent flows and heat transfer. Flow, Turbulence and Combustion, 78(2), 177-202

  http://repository.tudelft.nl/file/354721/370010
  • Small Example Case

This is aquite simple test case for RANS models based on the boundaryFoam tutorial. It should be quite simple to run.

  • Download

Valid versions: OF version 15.png

2.2 Hybrid RANS-LES

2.2.1 Blending Turbulence Models

2.2.2 Interfacing RANS and LES models

2.2.3 URANS 2nd Generation

2.3 LES

3 Incompressible (Buoyancy)

3.1 RANS

3.2 Hybrid RANS-LES

3.3 LES

4 Incompressible