what happen to no. of loops on string in ac vibrator exp. when we increase weight in the pan?
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Melde's experiment is ideal to study the behavior of standing waves. Students can even visually determine wavelength, period and amplitude of waves. A string undergoing transverse vibration illustrates many features common to all vibrating acoustic systems just like the vibrations of a violin or guitar string.
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No of loops per second = frequency
where, l = length, T = tension, μ = linear mass density
ν ∝ √Τ
When weight is increased, Tension increases and hence frequency increases.
No of loops increases.
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