Doppler Effect: Source vs Detector Motion

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SUMMARY

The Doppler Effect is influenced by the relative motion of both the source and the detector. The general Doppler equation used is f_{apparent}=f_{actual}\frac{v\pm\vec{v}_{object}}{v\pm\vec{v}_{source}}, where 'v' represents the speed of sound. This equation effectively accounts for the movement of both entities, confirming that the frequency change is identical whether the source moves towards a stationary detector or vice versa. Additionally, the presence of wind affects the actual frequency emitted, but does not alter the fundamental principles of the Doppler Effect.

PREREQUISITES
  • Understanding of the Doppler Effect
  • Familiarity with the general Doppler equation
  • Knowledge of sound wave propagation
  • Basic principles of relative motion
NEXT STEPS
  • Research the impact of wind on sound frequency
  • Explore advanced applications of the Doppler Effect in astrophysics
  • Learn about the differences between sound and electromagnetic wave Doppler shifts
  • Investigate practical experiments demonstrating the Doppler Effect
USEFUL FOR

Students of physics, audio engineers, and anyone interested in the practical applications of the Doppler Effect in various fields such as acoustics and astronomy.

colonel
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If a source and detector are moving towards one another, for the general doppler equation, would this be considered the source moving or the detector moving?
 
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Both. The equation I use is
[tex]f_{apparent}=f_{actual}\frac{v\pm\vec{v}_{object}}{v\pm\vec{v}_{source}}[/tex]
where v is the speed of sound. It accounts for the movement of both the source and the detector (object). Remember that what matters is the movement of the source relative to the observer/detector. If the detector is moving towards a stationary source, the effect on the frequency of the sound emitted is the same as if the source were moving towards a stationary detector at the same speed.
 
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Now if there is wind involved, would only f(actual) change?
 

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