Performing the Spectral Analysis
Using Fast Fourier Transforms, you can determine sound pressure as a function of frequency at each of the point receivers.
To perform the spectral analysis.
-
Right-click the
node and select . -
Select the G(p) 1 node and set the following properties:
Property Value Start Time 0.02 s Cut-off Time 0.0533 s Amplitude Function Sound Pressure Level Analysis Blocks 2 Overlap Factor 0.5 Window Function Hann - Right-click the node and select .
- Rename the derived monitor-back. node to
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Select the derived monitor-back node and set Input data 1 to .
- Right-click the node and select for a second time.
- Rename the derived monitor-bottom. entry to
- Select the derived monitor-bottom node and set Input data 1 to .
- Right-click the node and select for a third time.
- Rename the derived monitor-top. entry to
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Select the derived monitor-top node and set Input data 1 to .
- For each of the derived monitor nodes, activate the Update Active property.
- Rename the FFT-SPL. node to
You now add the derived monitor nodes to a monitor plot.
- Right-click the node and select .
- Rename the Monitor Plot - SPL. node to
- Right-click the Add Data. node and select
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In the Add Data Providers to Plot dialog,
expand the Derived Data node and select the following:
- derived monitor-back
- derived monitor-bottom
- derived monitor-top
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Select the
node and set the following properties:
Property Value Logarithmic Activated Minimum 10 Maximum 20000 - Select the Frequency (Hz). node and set Title to
- Select the Sound Pressure Level (dB). node and set Title to
A scene similar to the one shown below is displayed.


From the above monitor plots, it is seen that there are two peaks: one at 500 Hz for the top and bottom probes (lift mode) and one at 1000 Hz for the back probe (drag mode).
- Select cylinderUnsteady_FFT.sim as the File name, then click Save. , enter