Tuning a 23.75" Pipe for 311 Hz - Questions for Brian

In summary, the closed end tube you have is 23.75" in length, with an outer diameter of .905" and an inner diameter of .222". You are trying to replicate an organ flue pipe and are using an adjustable length collar to tune the pipe to a specific frequency. Your collar's inner diameter is .683" larger than the tube's hole, and the tube resonates at about 311 hz. You are wondering if the aperture is too big and if a tuning fork can be used to find the most resonant point while adjusting the collar's position.
  • #1
BHarvey
2
0
I have a closed end tube that is 23.75" in length, .905" in OD and .222" in ID.

What I am trying to do is replicate what is done on an organ flue pipe with an adjustable length collar and try to tune the pipe for a certain frequency.

My collar ID is .905" or .683" larger than the tube's hole.

The tube resonates at about 311 hz.

My questions are

Is the aperture too big?

Will a tuning fork work to find the most resonant point while sliding the collar out, similar to a resonance tube?

Thanks so much.

Brian
 
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  • #2
No, the aperture is not too big. You could use a tuning fork to find the most resonant point while sliding the collar out, similar to a resonance tube. This will help you adjust the length of the tube to achieve the desired frequency.
 
  • #3
, your approach to tuning the pipe is definitely on the right track. In order to tune the pipe to a specific frequency, you will need to adjust the length of the pipe or the size of the aperture. In this case, it seems like you are trying to adjust the size of the aperture with the adjustable collar.

To answer your first question, the aperture size may be too big. In order to achieve a specific frequency, the size of the aperture should be carefully calculated based on the length and diameter of the pipe. If the aperture is too large, it may not produce the desired frequency. I would recommend consulting a reference or a formula to determine the optimal aperture size for the desired frequency.

As for your second question, using a tuning fork to find the most resonant point while sliding the collar out can be a useful method. However, keep in mind that the tuning fork itself may have slight variations in frequency, so it may not be as accurate as using a frequency analyzer. Additionally, the shape and material of the tuning fork may also affect the resonance of the pipe. It may be helpful to use multiple tuning forks or to use a frequency analyzer to ensure the most accurate tuning.

Overall, your approach to tuning the pipe is a good starting point. Just make sure to carefully calculate and adjust the aperture size and consider using a frequency analyzer for the most accurate results. Good luck with your experiment!
 

FAQ: Tuning a 23.75" Pipe for 311 Hz - Questions for Brian

What is the purpose of tuning a 23.75" pipe for 311 Hz?

Tuning a pipe involves adjusting its length to produce a specific frequency or musical note. In this case, a 23.75" pipe is being tuned to produce the musical note 311 Hz.

How is the length of a pipe determined for a specific frequency?

The length of a pipe is determined by using a mathematical equation that takes into account the desired frequency, the speed of sound, and the properties of the material the pipe is made of. This equation is known as the "open pipe equation."

What is the significance of 311 Hz in music?

311 Hz is a musical note known as a D# (D sharp) in standard Western music notation. It is commonly used in various genres of music, including classical, pop, and rock.

What factors can affect the accuracy of tuning a pipe?

The accuracy of tuning a pipe can be affected by several factors, such as the quality of the materials used to make the pipe, variations in the speed of sound due to temperature and humidity, and human error during the tuning process.

Can pipes be tuned to produce frequencies other than musical notes?

Yes, pipes can be tuned to produce frequencies other than musical notes. In scientific research, pipes are often tuned to specific frequencies to study sound waves, resonance, and other acoustic properties.

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