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- Download the pd patch
vir_tube2.pd,
and open it in pd. Figure 2 shows a sample screen capture of
the patch.
- The patch simulates an acoustic tube driven at one end by the input
stimulus signal, stim. The length of this tube may be varied using
the first horizontal slider on the patch. The other end of the tube is
joined to a second cylindrical acoustic tube, whose radius may be adjusted by
the second slider on the patch. While the radius of the first tube is set to
a constant
mm, the radius of the second tube may be adjusted to a value
between
mm and
mm. The second tube is assumed to extend infinitely far
to the right. Finally, the temperature may be adjusted using the third
slider on the patch.
- Adjust the first tube length to its minimum possible value. Next, adjust
the temperature to the value at which sound should propagate at approximately
ft/ms.
- Using the middle slider, set the second tube radius to
mm, its minimum
possible value. This is one way to simulate closure of the end of the first
tube. What is the reflection coefficient for this radius mismatch?
- Click the large circular button on the patch. You should see a response
similar to that of Figure 2. Does the reflected signal agree with
your prediction?
- Next adjust the second tube radius to
mm, its maximum possible
value. Repeat the previous two steps for this new radius mismatch. What
situation does this radius mismatch resemble?
- Adjust the second tube radius to an arbitrary value between the minimum
and maximum possible values, and repeat the two steps prior to the previous
step.
- What value for the second tube radius should result in negligible
reflection of the stimulus signal? Adjust the second tube radius to this
value, and click the large circular button to launch a wave towards the tube
junction. Do you achieve negligible reflection as desired?
Figure 2:
Screen capture showing the
cascaded acoustic tube patch with variable first tube length, variable second
tube radius, and variable air temperature.
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Download vir_tube.pdf