vi(t)u(t) + R L R C vo(t) See the dynamic RLC circuit shown above. It has a time dependent input of vi(t)u(t). Let R = 1 kN, C = 0.5 µF, L = 1 µH and t = 0; a constant voltage (Vs = 3.3volts) is turned on; and all other initial conditions are zero except the capacitor (Vc(0) = 0.5). Derive the total time domain response. Use superposition and follow these steps: Step 1: redraw the CCT in the s-domain with the initial conditions Step 2: set the initial condition to "off" and derive the zero state response input "on" Step 3: Set the input to "off" and derive the zero input response Uzir (t) set to "on" Step 4: Find the total output response by adding: vo(t) = Uzsr(t) + Uzir (t) Uzsr (t) with the initial with the initial condition

This is an RLC node and mesh circuit. Solve it using the capacitor and inductor formulas given. Find Va and ia.

An RLC circuit with input voltage E(t) is described. Find the current I(t) using the given initial current (in amperes) and charge on the capacitor (in coulombs). I(t) = 1 R=602, L=2 H, C= F; E(t) 100e 10t V; 1(0) = 0, Q(0) = 1 400 Question Viewer RLC Series circuit

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