We divide the interval of time, T, into infinitesimally small intervals, dt, so that the infinitesimal energy, dE, dissipated in an infinitesimal time, dt, is given by: \[\begin{aligne...We divide the interval of time, T, into infinitesimally small intervals, dt, so that the infinitesimal energy, dE, dissipated in an infinitesimal time, dt, is given by: dE=P(t)dt The total energy dissipated in one period is then given by: E=∫dE=∫T0P(t)dt so that the power dissipated in one cycle is given by: ˉP=ET=1T∫T0P(t)dt The instantaneo…
