the velocity of transverse wave along a string may depend upon the Length L of the string,tension F in the string and mass per unit length M of the string. Derive a possible formula for the velocity dimensionally.
Answers
Answered by
6
⭐《ANSWER》
↗Actually welcome to the concept of the WAVE MOTION
↪Basically here talking about the Melde's experiment on how there is derivation of the Wave velocity along a Stretched String
↪Let here , the denotions be follwed as
↪T = Tension , Vw = wave velocity, myu ( u) = mass per unit length ,
↪so applying the above denotions we get as ,
↪Vw is directly proportional to the Tension and inversely proportional to the mass per unit length , so we get as
〽Vw = underoot T / u
↪or we can say as
〽Vw = ( T/u ) ^1/2
↗Actually welcome to the concept of the WAVE MOTION
↪Basically here talking about the Melde's experiment on how there is derivation of the Wave velocity along a Stretched String
↪Let here , the denotions be follwed as
↪T = Tension , Vw = wave velocity, myu ( u) = mass per unit length ,
↪so applying the above denotions we get as ,
↪Vw is directly proportional to the Tension and inversely proportional to the mass per unit length , so we get as
〽Vw = underoot T / u
↪or we can say as
〽Vw = ( T/u ) ^1/2
Anonymous:
Yes.
Similar questions