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4. Obtain equations for the inductor voltage vL(t) and the inductor current iL(t) for the circuit...
Consider the circuit in figure 4. a) find the thevenin equivalent of the network connected to the inductor L1. b) find the mathmatical equations for the transient behavior of the current. iL(t) and the voltage vL(t) following the closing of the switch. c) determine the value of current iL at t= 20?s. Question 5 (10 points) (Obj. 4) Consider the circuit in Figure 4. a) Find the Thevenin equivalent of the network connected to the inductor L1.(4 points) mathematical equations...
60 Lab Quiz circuit shown below, answer the following questions. (Show your calculations) R1 V1 L1 R2 Figare 3 lab Quir RL. Cirewir 1. Write the storage phase equations for V1,V2·Yu and IL and calculate each at time 4m NOTE: Use R-1k2 when calculating the time constant.) 2. Calculate Vi, V2. VL. Is, 12, and Iu at steady-state (after the storage phase has passed.) 3. Calculate the voltage across the inductor (VL) just after the switch is opened (just beginning...
Calculate the voltage at node B with respect to ground (node E) and the current Ix through the branch with the inductor in the circuit shown.R1=4 ohm, R2=10 ohm, R3=12, R4=6, R5=6, R6=1, R7=3, V1=10V, C1=7F, L1=4H
A circuit is constructed with two capacitors and an inductor as shown. The values for the capacitors are: C1 = 426 uF and C2 = 232 pF. The inductance is L = 257 mH. At time t =0, the current through the inductor has its maximum value IL(0) = 139 mA and it has the direction shown. La "What is wo, the resonant frequency of this circuit? 160.95 radians/s Submit 21 What is Q1(t1), the charge on the capacitor C1...
2-a)-RLC components connected in series in a circuit supplied by a variable dc voltage can be described by the following differential equations: di(t) wherei@ is the loop current and V1(t) İs the voltage drop across the inductor.+' The voltage drop across the resistor is given by Ohm's law vR(t) R i(t) and the voltage drop across the capacitor vc(t) is given by i(t) dt For a series circuit ye)t vit)t velt) v(t) where v(t) is applied voltage: Figure 3: RLC...
Consider the series RLC circuit in Figure 1. Suppose the source voltage is initially OV, and no energy is stored in both the capacitor and inductor. At t = 0, the source voltage is switched to 1V. Calculate the resistor, inductor and capacitor voltages, and the loop current V (t),,(t),Vc(t),i(t). Show all the steps. C1 L1 1.2u 8.2m 10 3 R1 Figure 1: A series RLC circuit
Consider the series RLC circuit in Figure 1. Suppose the source voltage is initially OV, and no energy is stored in both the capacitor and inductor. At t = 0, the source voltage is switched to 1V. Calculate the resistor, inductor and capacitor voltages, and the loop current VROV.O.Vc),it). Show all the steps. SOL L1 n 8.2m 10 3 R1 Figure 1: A series RLC circuit
find iL(t) For the circuit shown below, Vs - 200V, R = 3k32, R2 = 5k82, C-0.125uF and L=8mH. Find (a) the initial voltage across the capacitor, ve(0), (b) the initial current through the inductor, iL(0), (C) the damping coefficient a and resonant frequency 0., (d) the initial condition dv/dt=0+, (e) the voltage across the capacitor ve(t) for t0,(1) the initial condition diu/dt)-0+, and (g) the current through the inductor il(t) for t>0. Vg 20V 2 souw Xol25x10 = 800...
do the part on red please. 1. Validate conclusions regarding the behavior of inductors in transient and steady-state DC network. 2. Verify basic equations for determining the total induction in series, parallel and series-parallel circuits. 3. Use simulation software to understand circuit characteristics. EQUIPMENT REQUIRED: Multisim tool. PROCEDURES: Part 1. Series RL Circuits Use the circuit of Figure 4 (pick RL=202). a. Calculate the steady-state values of IL and VL. IL = 20.4 mA VL = _0.408_V IL=10 / (470...
1.29 The voltage source of the circuit shown in Fig. P1.29 is given by vs(t) = 25 cos(4 x 104t - 45°) (V). Obtain an expression for il(t), the current flowing through the inductor IR vs() R23 R1 = 20 12, R2 = 30 12, L = 0.4 mH