Rate Of Energy Transfer By Sinusoidal Waves On Strings

Speed Of Sinusoidal Waves

Wave Equation and Sinusoidal Waves

General Expression For A Sinusoidal Wave

Power transfer in a string

A wave moving with constant speed on a uniform string passes the point x=0 with amplitude A_0 , angular frequency omega_0 and average rate of energy transfer P_0 . As the wave travels down the string it gradually loses energy and at the point x=l , the average rate of energy transfer becomes half. At the point x=l . Angular frequency and amplitude are respectively:

A sinusoidal wave travels along a taut string of linear mass density 0.1g//cm . The particles oscillate along y- direction and wave moves in the positive x- direction . The amplitude and frequency of oscillation are 2mm and 50Hz respectively. The minimum distance between two particles oscillating in the same phase is 4m . The amount of energy transferred ( in Joules ) through any point of the string in 5 seconds is

Energy propagation in string wave

Introduction OF sinusoidal wave

The string shown in the figure has a sinusoidal wave travelling towards right. The frequency of the wave is n. the correct statement (s) is/are.