Results for case Channel Flow

Code: Code_Saturne

Version: 1.3.2

Authors: Juan Uribe

Method and Numerical Options

Models

Mesh

1D mesh. 100 volumes, clustered near the wall. Min y+ = 0.5

Description of the results files

ASCII format. For each model there is a file, named res_plus_XXX.dat where XXX is the model descriptor.

The columns are organised as:
For the Phi-f model:

# y+ U+ k+ Eps+ v2+ Phi Nut+ F+

For the SST model:

# y+ U+ k+ Omega+

For the EBM:

# y+ U+ uu+ vv+ ww+ uv+ uw+ vw+ esp+ alpha

Boundary conditions

1D mesh, periodic in the streamwise direction. Pressure gradient imposed to obtain friction velocity U_t = 1. Zero velocity at the wall. All other boundaries have symmetry boundary conditions.

Reference Publications

A robust formulation of the v2f model, Laurence, D. Uribe, J. C. and Utyuzhnikov, S. V., Flow Turbulence and Combustion, Vol. 73, pp. 169-185, (2004).

Aditional information:

To run the case just copy the FORTRAN files and modify the lance script accordingly:

Velocity profiles Kinetic energy profiles
U.png k.png
Dissipation Eddy viscosity
eps.png nut.png



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Topic attachments
I Attachment Action SizeSorted ascending Date Who Comment
pngpng eps.png manage 0.1 K 1970-01-01 - 00:00 UnknownUser Epsilon profile
elsedat res_plus_SST.dat manage 6.7 K 2008-11-20 - 17:34 JuanUribe SST model
pngpng U.png manage 7.3 K 2008-11-20 - 17:51 JuanUribe Velocity profiles
elsedat res_plus_PHI_F.dat manage 10.1 K 2008-11-20 - 17:34 JuanUribe Phi f model
elsedat res_plus_EBM.dat manage 16.7 K 2008-11-20 - 17:34 JuanUribe Elliptic Blending model
elseunv channel100x1y+1_h1.unv manage 84.4 K 2008-11-20 - 17:35 JuanUribe Mesh for the channel
ziptar fotrans_v1.3.2.tar manage 220.0 K 2008-11-20 - 17:36 JuanUribe Fortrans and lance
pngpng k.png manage 474.9 K 2008-11-20 - 18:01 JuanUribe Kinetic energy profiles
pngpng nut.png manage 474.9 K 2008-11-20 - 18:35 JuanUribe Eddy viscosity (-uv/dU/dy for EBM and DNS)
Topic revision: r11 - 2009-03-11 - 13:09:58 - JuanUribe
 

Computational Fluid Dynamics and Turbulence Mechanics
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