The circuit was in steady state for a long time before the switch was closed at time = 0. Please calculate the indicated voltages at the given times for V₂ = 14 V,L₁ = 4H, L2 = 1 H, R₂ = 4k and R₁ = 6 kn;VzRxRywL₁AMEV₁+ = OLzHV₁|t=0|t=0+ t = ∞ | t = 1ms | UnitVi(t)V₂(t)VV

Step 1: Remember: Inductor when connected to a voltage source acts like short circuited in steady…

Answered: The circuit was in steady state for a…

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Question 4 Figure 7 shows a recorded current waveform i(@t) from a converter. The current is related to (@t) during each cycle and alternates between 0 and +IL. The current waveform varies with time at constant frequency. i(ot +IL ot -T -Tt/2 T/2 3t/2 Figure 7 a) Determine the expression that describes the waveform i(@t) shown in Figure 7 as a function of ot. 1 b) Calculate the average value: a, . c) Identify all symmetries of the waveform i(ot) Figure 7.
The equation of v2 in the figure shown is * F 3sin1667nt volts O 1.5sin5236t volts None of the given option 3sin(5000π/3)t volts O 1.5sin1667t volts P1 V2 H₂ = 200μs/div and V₂ = 0.5V/div
in the circuit shown below has been in position x for a long time. The initial charge on the 60 nF capacitor is zero. At t - 0, the switch moves instantaneously to position y. According to this drcuit, answer the questions (1-5) I5 K 60nF 12k0 ENO SMA30 120 V 30nF Question 1: Determine the time constant (r) in the circuit for t20 (a) 8 ms (b) 80 us (c) 133.3 us (d) 800 us (e) None of them Question 2: The initial and final values for v, are, respectively (a -150V.40 V
The givens are I1 = 0.219A, R1 = 66 ohms, R2 = 38 ohms, C = 0.1 farads. What is Vc across the capacitor at time t = 4.58 seconds?
For the circuit shown in figure below, the switch has been opened for a long time and then at t=0 the switch closed. Find the transient current equation in the 1 K ohm resistor. * F0 1ΚΩ 30mA Li(t) 1 ) 1ΚΩ 0.25mF IKQ ΚΩ 2K2
Given circuit, capacitor voltage is at 0 V with switch SW1 open. At time t0, switch SW1 is closed. At time t0, what is the voltage v? What is the voltage v at time infinity? At time t0, what is the current through R2? What is the current through R2 at time infinity?
9. Recall that Kirchhoff's laws help to get the current in circuits. Consider the following circuit: L R I(t) C +q(t) -q(t) Ignore the alternating power for this problem. a) What is the voltage over the resistor if it has a resistance of R ohms and the current is I ampere? b) What is the voltage over the capacitor if the capacitance is C and the charge on the capacitor is q. c) What is the voltage over the inductor if it has an inductance of L Henry? The answer must be in a form of a differential equation.
5 - For the time history shown in Figure P-5, estimate the natural circular frequency and the damping ration. If damping ration is 5%, how many cycles it takes to reduce initial displacement by 50%? A u(t) 2.00- 1.00 0.00 0.00 t 4.00 0.80 1.60 2.40 3.20 Figure P-5
In the circuit below, Find the voltage across the inductor at time t = 0.000909 s. The values are V1 = 146V, R = 4.4 ohms, L =0.02 henries
The figure below shows a simple RC circuit with a 3.30-μF capacitor, a 4.40-M resistor, a 9.00-V emf, and a switch. What are the following exactly 9.00 s after the switch is closed? (a) the charge on the capacitor 13.7204 UC (b) the current in the resistor 0.0110522 x Your response is off by a multiple of ten. HA (c) the rate at which the capacitor is storing energy μW (d) the rate at which the battery is delivering energy μW
For the circuit below with input voltage V1, a step function of magnitude 15 volts at time t=0, find the transient response voltage across the resistor R2 and plot the results: (Provide your calculations and reasoning for your answer.) L1 200mH C1 50u R2 100 V1 = 0 V2 = 15 TD = 0 TR = 1n TF = 1n PW = .5 PER = V1
The following circuit corresponds to: Time left 0:51:55 Ic(s)→ of 2/s Vc( ) + 2/s O a. a 2F capacitor with an initial voltae v. (0)= 2V a 2F capacitor with an initial voltae v. (0)= 0.5V c a 0.5F capacitor with an initial voltae v. (0 ) = 2V a0.5F capacitor with an initial voltae v. (0 )= 0.5V d. e None of the other answers O Type here to search

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