b) the value of the output filter capacitor, C, so that the output voltage ripple to be lower than 0.5 V. Use the inductance you calculated in part (a).

A boost converter has the following specifications: Vin = 36 V, Vo= constant = 108 V, Fs = 51 kHz, and the output power may vary with a range of Po(range) = 107 W to 200 W. Assuming that the converter is ideal, calculate: a) the smallest value of the inductor, L, in order to have continuous current b) the value of the output filter capacitor, C, so that the output voltage ripple to be lower than 0.5 V. Use the inductance you calculated in part (a)

A Buck converter is charging a battery, with the following specifications:  (Consider ideal switch and ideal diode) a)  Vin = 25 V, Vb = 8 V, RL=20 Ω,  b)  fs= 100kHz (switching frequency), d=0.4 (duty ratio) c) Peak to peak inductor current ripple is 10% of the output current. d) Output voltage ripple across capacitor is 5% of the output voltage. What is the Capacitor C from the below Circuit in

A Buck converter is charging a battery, with the following specifications:  (Consider ideal switch and ideal diode) a)  Vin = 25 V, Vb = 8 V, RL=20 Ω,  b)  fs= 100kHz (switching frequency), d=0.4 (duty ratio) c) Peak to peak inductor current ripple is 10% of the output current. d) Output voltage ripple across capacitor is 5% of the output voltage. What is the minimum inductor value L from the below Circuit in  Answer mH

A Buck converter is charging a battery, with the following specifications:  (Consider ideal switch and ideal diode) a)  Vin = 25 V, Vb = 8 V, RL=20 Ω,  b)  fs= 100kHz (switching frequency), d=0.4 (duty ratio) c) Peak to peak inductor current ripple is 10% of the output current. d) Output voltage ripple across capacitor is 5% of the output voltage. Find out the average current flowing through the diode D1 --------------mA

Given that the supply voltage is 230 V (r.m.s.), the frequency is 50 Hz, capacitance of the capacitor is 1000F and the load resistance is 1 k, calculate the ripple factor.