show step by step soultion please 23. For the circuit shown in Figure P5.23, let v(0)...
2. In the circuit shown in Figure 2, let C=0.5 F L=1H, R-312. Find the voltage vo(t) for t>0 L volt) Figure 2 2. In the circuit shown in Figure 2, let C=0.5 F L=1H, R-312. Find the voltage vo(t) for t>0 L volt) Figure 2
Circuit Analysis in the s-Domain 15.3. The initial voltage across the capacitor in the circuit shown in Figure P15.3 is v(0) 1 V, and the initial current through the inductor is i(0)0 mA Find the voltage vo (t) across the capacitor for t 2 0 Figure P15.3 50 mH 1 kS2 V. Volt) T 0.1 μF The circuit in the s-domain is shown below. R2 Va 1k 0.05s 1/(sC)-1e7/s Vo R1 2k V (0-ys 5/s 1/s 1 format long; 2...
Q6: In the circuit shown in Figure-6, assume the initial conditions, i0-0 and v(0)-0.The input, Vin is a step voltage of 5V at t20. (i Draw the Laplace Transformed circuit of the network at t20. (i Find Laplace function, Vou s). (iii) Solve for Vourt) [61 2? 4? Vin-5u(t) 0.2F 0.5H v out Figure-6 4
3 Draw the circuit at too and force i(0*) and ve(0*). Then solve for v(0*) and 4c(O*). Find the second intial condition given as 2 (7) 3- Draw the circuit at tm Replace the inductor with short circuit, and the capecitor with open circuit Then sove for 4i (o) and v (oo). Once the three values are obtained, you have two initial conditions to solve for A and B. In this lab, you will build a parallel RLC circuit shown...
23. The A-1 characteristic of a magnetic circuit, as shown in Figure P3-23, consists of two straight line segments. Compute the energy Wn and coenergy W for the magnetic circuit at point a and at point b. λ (weber-turns) 2.0 i (amperes) 4 Figure P3-23
P3. In the circuit shown, let DUO 0, -00<t<0 v(t) = { 1, Ost<10s at (10, 1055t<00 (a) Find the energy stored in the capacitor as a function of t, for 0 st 50. (b) Find the energy delivered by the source as a function of t, for 0 stsoo. va) 0.1F 322 Figure P4.7
(1) Consider the RC circuit shown in Figure 1. For t<0 the switch is open, and the charge stored on the capacitor is 0. At t-0 the switch is closed, and the voltage source begins charging the capacitor. Let R1-R2-220 Ω , C-0.47 μ F , Vs-5 V. (a) Write the differential equation as an expression for the capacitor voltage fort> 0 (i.e. write the differential equation) and calculate the time constant (b) Calculate the steady-state capacitor voltage R2 R1...
1. Given i(t) Cut) Figure 2.1: Step voltage applied to a series RLC circuit. (a) Verify that the differential equation for v(t) is found as dt2 L dt LC LC (b) If v(0)-5 V and i(0)-OA. find the voltage response, u(t), for t >0 when v, 5V, R#330 n, L-100 mil, C., 0.1uF (c) Now suppose we replace the 5 V source in our circuit with a squarewave as shown below: w(t) Figure 2.2 From the response of v(t) that...
please show step by step . The circuit shown in Fig. 6 is switched on at time t-0. How long does it take for the capacitor to attain 70% of its final value? Assume the initial voltage across the capacitor to be zero. Also find the time constant of the circuit after the switch is closed. R,-100Ω 200Ω 0.01F Fig. 6
In the circuit shown below, let vs-100e-80% for t 0 with v1(0) 20 v (a) Find i(t) for t 2 0 (b) Find v1(t) for t 2 0. (c) Find v2(t) for t2 0. (d) Find the energy stored in the 2 μ-capacitor at-40ms. 01 i(t) U2