1. The problem statement, all variables and given/known data Consider a simple defibrillator consisting of a capacitor which discharges across the two associated with the patient's chest electrodes in a period of 150 ms to about 5% of the fully charged voltage of the capacitor. The resistance of the chest between the electrodes amounts to about 100 Ω and the energy required for defibrillation be 200 J. Since the voltage V0 of the battery is lower than the capacitor voltage required, it must be upconverted. One potential avenue a so-called step-up converter. The switch S opens and closes periodically, where he closed a share g of the period and a fraction 1 - g is open. The period should be very small compared to the time constant of the capacitor-resistor system. The quantity g is called duty cycle. The high-impedance resistor R represents the resistive behavior of the capacitor. All components must be assumed to be ideal. Task (1):Estimate the capacitance of the capacitor and what voltage it needs to be charged for the operation at least. Task (2):Derive is an expression for the maximum adjusting capacitor voltage after some time, depending on the sizes which occur. 2. The attempt at a solution Task (1): I don`t know how I should estimate the capacitance of the capacitor. I can determine the voltage with this equation: V=√(2Eel)/C Task(2): Value of the output voltage is greater than the input voltage I can be derived, the output voltage across the inductor electricity: ΔIL = (1/L) Ue t1 = (1/L)(Ua-Ue)(T-t1) Vout=Vin ·T/(T-t1) Is this right? It would be very nice if somebody could help me.