Wavelength of sound and windspeed

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The discussion explores how wind affects the wavelength of sound when both the source and observer are stationary. It concludes that while the wind moves the medium, it does not change the wavelength since successive compressions are carried along at the wind's speed. The relationship between sound speed, wind speed, and frequency is clarified, indicating that the wavelength can be expressed as (v+c)/f. The impact of movement from the source and detector in still air is also raised, suggesting further complexity in the analysis. Overall, the interaction between wind and sound wavelength is nuanced and depends on the reference frame used for comparison.
nil1996
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Both source and observer are at rest. If the wind blows from source to observer will the wind affect the wavelength of sound??
 
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Excellent question: how are attempting to answer it so far?
 
i am thinking like if the wind speed is u and sound speed is v then the observer will notice that the sound is at speed v+u. Wave length is the distance between two compressions. The wind is moving the whole medium with the speed u. So i think there will be no change in wavelength as the successive compressions will be both moving at an additional speed u. Is that right??
 
I think the issue here is what we are comparing the wavelength to.
The wavelength without the wind perhaps?
And with respect to whome?

So the source makes compressions and rarifactions with period T.
The wind whips them away ... so instead of moving at speed c, they move at speed c+v.
 
oh,got it so the wavelength should be (v+c)/f
f = frequency
 
The wind takes the first compression made by the source further by c*T before the second compression is released.Right??
 
That's what I figured - but it's your work.

What if the air was still but both source and detector were moving?
 

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