Set up the circuit of Figure 7.1. Adjust the square wave output of the signal generator so that Vim(t) is a 2 Vpp square wave with 500 Hz frequency. (C=100 nF, L=100 mH) a. Determine experimentally R = Ro for the critically damped response. b. Simulate and plot (AC components only) Vin(t), V1(t), Vr(t) and Ve(t) to graph paper for; i. R=0 (min. position of POT) ii. R=Ro iii. R=5 kN (max. position of POT) i L L i R R Vin(t) + V L + V - + R
Set up the circuit of Figure 7.1. Adjust the square wave output of the signal generator so that Vim(t) is a 2 Vpp square wave with 500 Hz frequency. (C=100 nF, L=100 mH) a. Determine experimentally R = Ro for the critically damped response. b. Simulate and plot (AC components only) Vin(t), V1(t), Vr(t) and Ve(t) to graph paper for; i. R=0 (min. position of POT) ii. R=Ro iii. R=5 kN (max. position of POT) i L L i R R Vin(t) + V L + V - + R
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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![Second Order Circuits
1. Set up the circuit of Figure 7.1. Adjust the square wave output of the signal generator so that Via(t)
is a 2 Vpp square wave with 500 Hz frequency. (C=100 nF, L=100 mH)
a. Determine experimentally R = Ro for the critically damped response.
b. Simulate and plot (AC components only) Vin(t), VL(t), Vr(t) and Vc(t) to graph paper for;
i. R=0 (min. position of POT)
ii.
R=Ro
ii.
R=5 k2 (max. position of POT)
L L
R
V
+
Vin(t)
V
R
L
Figure 6.1
+](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fadc1cd20-5d20-480e-959d-2dda553638af%2Fb8a6a2c7-5a5e-4d5f-8c9b-53bcd88e454a%2Ffnt3rmg_processed.png&w=3840&q=75)
Transcribed Image Text:Second Order Circuits
1. Set up the circuit of Figure 7.1. Adjust the square wave output of the signal generator so that Via(t)
is a 2 Vpp square wave with 500 Hz frequency. (C=100 nF, L=100 mH)
a. Determine experimentally R = Ro for the critically damped response.
b. Simulate and plot (AC components only) Vin(t), VL(t), Vr(t) and Vc(t) to graph paper for;
i. R=0 (min. position of POT)
ii.
R=Ro
ii.
R=5 k2 (max. position of POT)
L L
R
V
+
Vin(t)
V
R
L
Figure 6.1
+
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