two point sound source A and B each of power 25 pie W and frequency 850 Hz are 1 m apart. the sources are in phase :
a)determine the phase difference between the waves emitting from A and B received by detector D.
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The phase difference is given by :
(2 π× distance difference) ÷ lambda where lambda is the sound wavelength.
We need to get the wavelength of the sound waves.
Lambda = V/f where V is the velocity of sound in air and f the frequency of the sound.
Velocity of sound in air = 331.2 m/s
F =850Hz
Lambda =331.2/850=0.38965m
The power of these waves is 25 π from the formulae it means we have 25/2 =12.5 total phase difference.
Substituting in the formula we have:
(2 π × 1)/0.38965 = 16.125
Since we have 12.5 of these, the total phase difference is:
12.5 × 16.125 = 201.5625
(2 π× distance difference) ÷ lambda where lambda is the sound wavelength.
We need to get the wavelength of the sound waves.
Lambda = V/f where V is the velocity of sound in air and f the frequency of the sound.
Velocity of sound in air = 331.2 m/s
F =850Hz
Lambda =331.2/850=0.38965m
The power of these waves is 25 π from the formulae it means we have 25/2 =12.5 total phase difference.
Substituting in the formula we have:
(2 π × 1)/0.38965 = 16.125
Since we have 12.5 of these, the total phase difference is:
12.5 × 16.125 = 201.5625
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