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Tecplot

Tips

February 2003 - Issue 16
E-Newsletter for Tecplot Users

04.  TECPLOT TIPS - A STRATEGY FOR EXPERIMENTAL DATA ANALYSIS

In the last issue of Contours we discussed using the Extrude add-on to generate and analyze both topographical and subsurface features in a volume. This issue we focus on Tecplot's complex data analysis capabilities.

In the following example, we use experimental data from a rocket burn test. The data was collected from embedded temperature sensors in a small outlet. To find the maximum temperature as a function of time, data was analyzed with a series of XY plots
(Figure A)
.

It is difficult to visualize the temperature profile on the outlet in the XY plots. To better understand the temperature changes we use the experimental data to create a 3-D animation of the burn test data in Tecplot (Figure B).



Figure A



Figure B

Step 1: Building the Outlet
To begin visualizing the burn test data we create a cylinder in Tecplot that approximates the outlet. The following steps guide us through this process.

Click here to download a Windows Media Video (object_1.wmv 1,247 KB) of this example. Sit back and watch!

1. Create a circular zone in Tecplot.

2. On the Create Circular Zone dialog increase the K-value to 10. (Without increasing this value we would end up with a plane.)

In this case, the outlet is one centimeter in diameter and one centimeter in height.

3. The resulting cylinder.

4. Next add a fourth variable component to the cylinder data with the Specify Equations dialog. This variable is needed to load the experimental data in Step 2.



5. Create a new sub-zone containing just the boundary of the cylinder.

6. We only want the outside of the cylinder — the I-index. Start and end with the I-max.

7. Show only the new sub-zone.

8. The new sub-zone.

9. The final step is writing out the new sub-zone as a data file.

10. Write out the sub-zone as ASCII data in POINT format.

In Step 2 we interpolate the temperature sensor data onto the outlet cylinder. This leads to the final solution — an animation showing the changes in temperature over time.

Click Here for Step 2



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