Waves
Consider a string with length and mass The tension in the string is If a wave traveling along the string has an amplitude of what must be the frequency of the wave for the average power to be
Consider a string with linear density and tension If we send two identical sinusoidal waves of angular frequency and amplitude simultaneously, i.e. their phase difference is , what is the approximate total average rate at which they transport energy?
If we send a sinusoidal wave with frequency and amplitude along a string which has linear density and is under tension approximately at what rate does the wave transport energy?
Suppose that energy is transmitted at rate by a wave of frequency on a string under tension If the tension is increased to and the frequency is decreased to what is the new energy transmission?
A transverse sinusoidal wave with frequency and amplitude is generated at one end of a long and horizontal string. The string has linear density and is kept under a tension of Approximately, what is the maximum rate of energy transfer along the string?