Vibration of a string Assignment Help

Assignment Help: >> Waves and Sound >> Vibration of a string

Fundamental frequency  n = 1/2L √(T/m)         

General formula n= P/2L √(T/m)

L = Length of string,  T = Tension in the string

m= Mass per unit length (linear density),

p = mode of vibration

2021_Vibration of a string.png

Important points:

(1) As a string has several natural frequencies, so when it is excited with a tuning fork, the string will be in resonance with the given object if any of its natural frequencies coincides with the object.

(2)  (i) n ∝ 1/T if T and m are constant (ii) n ∝ √T   if L and m are constant (iii) n ∝ √(1/m)  if T and L are constant

(3) If M is the mass of the string of length L,m = M/L

            So      n = 1/2L √(T/m) = 1/2L √{T/(M/L)} =1/2 √(T/ML) = 1/2L √(T/πr2ρ)   

            where m = πr2ρ  (r = Radius,  ρ = Density) 

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