Natural Frequencies of oscillation

AI Thread Summary
Natural frequencies of oscillation in pipes depend on their boundary conditions. A pipe open at both ends supports standing waves with wavelengths related to its length, typically described as multiples of 2L. Conversely, a pipe open at one end and closed at the other has wavelengths that are odd multiples of 4L. The relationship between frequency, wavelength, and the speed of sound is crucial for solving these problems. Clear communication of thought processes is essential for effective assistance in understanding these concepts.
kreb11
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Homework Statement



What are the natural frequencies (not wavelengths) of oscillation formed in a pipe that is open at both ends and a pipe open at one end and closed at the other?

Homework Equations


The Attempt at a Solution



I don't understand this. I keep reading something about 2L and 4L.
 
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You have standing waves in the pipes and the wavelength of the waves are determined by the length of the pipes. How?

You also know the relation between frequency, speed of sound and wavelength.

ehild
 
Presumably you can find the wavelengths of the modes?
What is the relationship between wavelength and frequency?
[Oh hello: ehild beat me to it.]
 
Antinodes and nodes?
 
kreb11 said:
Antinodes and nodes?
What is that supposed to mean? Can you offer up a complete thought?
 
me said:
What is the relationship between wavelength and frequency?
kreb11 said:
Antinodes and nodes?
... are you telling me that you do not know the relationship between wavelength and frequency? It's in your course notes.

If you mean something else then please try again.
Generally the more you can say about how you are thinking about the problem (in relation to the feedback you have so far) the more we can do to help you. The less you say - the less we can do. Don't worry about looking silly - we've all been there.
 
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