Radially symmetric "Breathing" resonance of a sealed water filled tube

In summary, the "breathing resonance" of a sealed water filled tube or cell refers to the use of transducers to create a standing wave in the fluid. This is related to sonoluminescence and the suspension of a bubble due to Bernoulli pressure. A graph labeled "during a single cycle of a sound field" refers to the frequency of the standing wave changing over time, as shown in the first graph on page 1 of the provided link. The bubble is held in place by the pressure of the standing wave, also known as "acoustic levitation."
  • #1
rwooduk
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Please could someone explain to me what is meant by the radially symmetric "breathing resonance" of a sealed water filled tube or cell?

That is with the use of transducers this can be achieved, but what does it mean? is it talking about generating a standing wave in the fluid?

It relates to sonoluminence where a bubble may be suspended, although it stays where it is due to Bernoulli pressure, does this relate?

thanks for any input on this.

edit and if a graph says "during a single cycle of a sound field" what could that possibly mean? could it be referring to changing the frequency through a cycle? (first graph on page 1 here... http://www.physics.ucla.edu/Sonoluminescence/sono2.pdf)
 
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just to update, yes it simply means the standing wave in a fluid.

also the graph is over time as the bubble radius is time dependent! the frequency stays the same!

edit also the bubble does not stay where it is because of Bernoulli pressure, it is this pressure that can cause cavitation, the bubble seems to sit on the standing wave antinode due to pressure or "acoustically levitated"
 
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1. What is "Radially symmetric" Breathing resonance?

"Radially symmetric" breathing resonance refers to a phenomenon where a sealed water filled tube experiences oscillations in its internal pressure due to the reflection and interference of sound waves within the tube. This results in a distinct resonant frequency at which the tube will vibrate with maximum amplitude.

2. How does the shape of the tube affect the "Radially symmetric" Breathing resonance?

The shape of the tube plays a crucial role in determining the resonant frequency. In a radially symmetric tube, the cross-sectional area remains constant along its length, resulting in a uniform distribution of sound waves. This allows for a clear and defined resonance. In contrast, a non-symmetric tube may have varying cross-sectional areas, leading to a complex resonance pattern.

3. What factors influence the resonant frequency of a sealed water filled tube?

The resonant frequency of a sealed water filled tube is influenced by several factors, such as the length and diameter of the tube, the density and viscosity of the water, and the speed of sound in water. Additionally, the type of end caps used to seal the tube also affects the resonant frequency.

4. How is "Radially symmetric" Breathing resonance used in scientific research?

This phenomenon is commonly used in various scientific fields, such as acoustics, fluid dynamics, and engineering. It has applications in the study of sound propagation, resonance in musical instruments, and the design of resonators and filters. It is also utilized in medical research for the development of diagnostic and therapeutic devices.

5. Can "Radially symmetric" Breathing resonance be observed in other mediums besides water?

Yes, "Radially symmetric" breathing resonance can be observed in other mediums, such as air and gases. The principles remain the same, but the specific factors influencing the resonant frequency may differ. For example, in air, the speed of sound is much higher, resulting in a higher resonant frequency compared to water.

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