Anisotropic Diffusion (anisotropicDiffusion.pre)
Keywords:
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Anisotropic Diffusion
Problem description
This example simulates anisotropic diffusion where the conductivity is high parallel to circular rings and low
perpendicular to this rings.
This simulation can be performed with a USimHEDP license.
Creating the run space
The Anisotropic Diffusion example is accessed from within USimComposer by the following actions:
- Select the New from Template menu item in the File menu.
- In the resulting New from Template dialog, expand USimHEDP: High Energy Density Plasmas.
- Select Anisotropic Diffusion and press the Choose button.
- In the Choose a name for the new runspace dialog, press the Save button to create a copy of this example in your run area.
- Press the Save And Process Setup button in the upper right corner of the Editor pane.
The basic example variables are editable in the Editor
pane of the Setup window. After any change is made, the Save
and Process Setup button must be pressed again before a new run commences.
Running the simulation
After performing the above actions, continue as follows:
- Proceed to the Run window as instructed by pressing the Run
icon in the workflow panel.
- To run the simulation, click on the Run button in the upper right corner
of the Logs and Output Files pane.
You will also see the engine log output in the Logs and Output Files
pane. The run has completed when you see the output, “Engine completed
successfully.”
Visualizing the results
After performing the above actions, continue as follows:
- Proceed to the Visualize window as instructed by pressing the
Visualize icon in the workflow panel.
- Press the Open button to begin visualizing.
- Expand Scalar Data and click the check box for fluids/pressure
to visualize the fluid pressure.
- Drag the slider at the bottom of the Visualization Results pane to move
through the simulation in time. The pressure distribution at
the end of the simulation is shown in
Fig. 82.
Further experiments
- Try varying KPARALLEL. Increasing the value should result in faster diffusion of the transport parameter.