## soniya Group Title what is ripple factor of any waveform 2 years ago 2 years ago

Actually, Ripple Factor = I'rms/Idc = V'rms/Vdc , where I'rms and V'rms are ripples . theoritically $i = Imsin(wt) ; 0\le wt \le \pi$ $i = 0 ; \pi \le wt \le2\pi$ $I'rms = (1/2\pi) ( \int\limits_{0}^{2\pi} i^2 d(wt) ) ^{1/2}$ $Idc = (1/2\pi) \int\limits_{0}^{2\pi} i d (wt)$ by solving $I'rms / I dc$ we get the ripple factor like this Ripple factor of any wave form => r = $\sqrt{(Irms/Idc)^2-1}$ thats all :)