For finding energy stored in steady state the formula is 12 cvv where v is the steady state voltage across the capacitor. At steady state no current passes through the capacitors so current is isolated in upper and lower loops using kvl in them iupper1 ampere and ilower05 ampere then using kvl in loops with both capacitors gives 8v1v20 where v1v2 are potential across capacitors. The Energy Stored In The Capacitor In The Steady State Is Dc Steady State Analysis Control Tutorials For Matlab And Simulink Time Response This will be the current through the first inductor. Energy stored in capacitor in steady state . Replace the inductor with short circuit and the capacitor with open circuit. Draw the modified circuit. 1 28 3 and calculate the total stored energy. Under steady state condition the inductor and the capacitor are full charged. You will...
