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Q4 (a) Given an RC circuit as shown in Figure Q4(a) with R = 106 Q2, C = 1 μF, E (t) = 10 V. At time t = 2 seconds, the switch is thrown from position Q to P for 1 second before switching back to Q. (i) Show that the circuit can be modelled as: dV RC -+V=10[H(t-2)-H(t-3)] dt

Q4 (a) Given an RC circuit as shown in Figure Q4(a) with R = 106 Q2, C = 1 μF, E (t) = 10 V. At time t = 2 seconds, the switch is thrown from position Q to P for 1 second before switching back to Q. (i) Show that the circuit can be modelled as: dV RC -+V=10[H(t-2)-H(t-3)] dt

Introductory Circuit Analysis (13th Edition)
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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Q4 (a) Given an RC circuit as shown in Figure Q4(a) with R = 106, C = 1 μF, E (t) = 10 V. At time t = 2 seconds, the switch is thrown from position Q to P for 1 second before switching back to Q. (i) Show that the circuit can be modelled as: dV RC- -+V=10[H(t−2)−H(t-3)] dt Then calculate the response, V(t) with V(0)=0 using Laplace transform.
Transcribed Image Text:Q4 (a) Given an RC circuit as shown in Figure Q4(a) with R = 106, C = 1 μF, E (t) = 10 V. At time t = 2 seconds, the switch is thrown from position Q to P for 1 second before switching back to Q. (i) Show that the circuit can be modelled as: dV RC- -+V=10[H(t−2)−H(t-3)] dt Then calculate the response, V(t) with V(0)=0 using Laplace transform.
E(t) R Figure Q4(a) V(t)
Transcribed Image Text:E(t) R Figure Q4(a) V(t)
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