Doppler effect problem (observer is moving away)

In summary, Ben is walking in a park at a speed of 1.2 m/s and encounters a bird hiding in a bush. When he is closest to the bush, he is 2 m away and hears a 10 dB sound. The duration of the sound depends on the distance and intensity, and there are assumptions to be made regarding the effect of distance on sound intensity.
  • #1
Emmanuelle
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Ben is walking in a park in a straight line at 1.2 m/s. A bird is hiding in a bush. When Ben is closest to the bush, he is 2 m away from the bird and he hears a 10 dB sound. How long will he continue to hear the bird?

Thanks for your help!
 
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  • #3
Emmanuelle said:
Ben is walking in a park in a straight line at 1.2 m/s. A bird is hiding in a bush. When Ben is closest to the bush, he is 2 m away from the bird and he hears a 10 dB sound. How long will he continue to hear the bird?

Thanks for your help!

This isn't about the doppler effect. A speed of 1.2 m/s won't affect frequency much. It's more about how distance affects sound intensity. There are some assumptions to be made here.
 

Related to Doppler effect problem (observer is moving away)

1. What is the Doppler effect?

The Doppler effect is a phenomenon in which the frequency of a sound or light wave appears to change when the source of the wave is moving relative to the observer.

2. How does the Doppler effect work?

The Doppler effect works by changing the perceived frequency of a wave based on the relative motion of the source and observer. When the source is moving towards the observer, the frequency appears higher, and when the source is moving away, the frequency appears lower.

3. How does the Doppler effect problem with an observer moving away differ from other scenarios?

In the Doppler effect problem with an observer moving away, the frequency appears to decrease due to the relative motion of the source and observer. In other scenarios, such as when the source is moving towards the observer, the frequency appears to increase. The direction of the relative motion determines the direction of the frequency change.

4. How is the Doppler effect used in real-life situations?

The Doppler effect is used in various real-life situations, such as in weather forecasting to track the movement of storms, in radar technology to detect the speed and direction of moving objects, and in medical imaging techniques to produce images of internal body structures.

5. What is the formula for calculating the Doppler effect in the case of an observer moving away?

The formula for calculating the Doppler effect in the case of an observer moving away is f' = f * (v / (v ± vo)), where f' is the perceived frequency, f is the actual frequency, v is the speed of the wave, and vo is the speed of the observer.

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