Deriving the doppler shift equation for sound

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SUMMARY

The discussion focuses on the derivation of the Doppler shift equation specifically for sound, highlighting key differences from light. It is established that when the observer moves while the source remains stationary, the wavelength remains constant, but the observed frequency changes. Conversely, if the source moves and the observer does not, the wavelength changes while the speed of sound relative to the observer remains constant. The conversation emphasizes that both the speed of sound and the observer's motion significantly influence the observed frequency and wavelength.

PREREQUISITES
  • Understanding of the Doppler effect
  • Basic knowledge of wave properties (wavelength, frequency)
  • Familiarity with sound wave propagation
  • Concept of relative motion in physics
NEXT STEPS
  • Study the mathematical derivation of the Doppler shift equation for sound
  • Explore the differences between the Doppler effect for sound and light
  • Investigate the impact of observer and source motion on wave properties
  • Learn about applications of the Doppler effect in real-world scenarios, such as radar and astronomy
USEFUL FOR

Students of physics, educators teaching wave mechanics, and professionals in acoustics or audio engineering will benefit from this discussion on the Doppler effect for sound.

21joanna12
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I am looking at derivations of the Doppler effect for sound and light, and I am very confused about what stays the same when it comes to sound.

In this video, at 5:10, it is said that the wavelength will be the same.

I'm not sure I agree with this because I'm pretty sure both the observed frequency and observed wavelength change, but on the other hand perhaps the wavelength would stay the same and it would be the observed frequency and velocity that would change, because I know that the Doppler shift equations for light and sound are different, and perhaps that is because all observers measure the speed of light to be the same but they measure different speeds for sound?

Then in this video, the equations on the board suggest that the speed of sound will be absorbed to be the same.


Could this discrepancy also have something to do with the fact that the first deals with a moving observer and the second deals with a moving source?

Thank you in advance :)
 
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Wavelength stays the same if the observer is moving, but the source does not (then the speed relative to the observer changes). If the source moves but the observer does not, the wavelength changes but the speed relative to the observer stays the same. If both move, you get both effects together.
 
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