Considering the wave pulses travelling on stretched strings, discuss the phase change during the refraction of a wave.

The speed of transverse wave on a stretched string is

If a wave is propagated along the stretched string in the form

A pulse is a wave

The equation of a wave travelling on a string is d

Stationary Waves in Stretched String

When a transverse wave pulse is reflected from free end, the phase change produced is

The equation of a wave travelling on a stretched string along the x-axis is y = ae^(-(bx+ct)) . The direction of propagation of wave is

The velocity of wave in a stretched string is proportional to

A transverse wave travelling on a stretched string is is represented by the equation y =(2)/((2x - 6.2t)^(2)) + 20 . Then ,

A sine wave is travelling on a stretched string as shown in figure. The end A of the string has a small light ring which can slide on a smooth rod. The wave reaches A at time t = 0 . (i) Write the slope of the string at point A as function of time. (ii) If the incoming wave has amplitude a, with what amplitude will the end A oscillate?