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b) An RC network is given in Figure Q1.1 with the input voltage vin(t), the output voltage vo(t), and R;=(10000+XY)2. Note that XY are the last two digits of your student number. For example, if your number is C1700123, then R1=(10000+23) = 100232 or if your number is C1700100 then R1=(10000+00) = 10000Q (i) Derive the transfer function of the network. (ii) If R2=1MQ, C;=20µF, C2=(200+XY)µF and C3=10µF, mathematically derive the system time response with a step input of magnitude 2. Note that XY are the last two digits of your student number. For example, if your number is C1700123, then C2=(200+23)µF = 223µF or if your number is C1700100 then C2=(200+00)µF = 200µF %3D R1 Vin(t) C;: R2 Vo(t) Figure Q1.1. An RC network

b) An RC network is given in Figure Q1.1 with the input voltage vin(t), the output voltage vo(t), and R;=(10000+XY)2. Note that XY are the last two digits of your student number. For example, if your number is C1700123, then R1=(10000+23) = 100232 or if your number is C1700100 then R1=(10000+00) = 10000Q (i) Derive the transfer function of the network. (ii) If R2=1MQ, C;=20µF, C2=(200+XY)µF and C3=10µF, mathematically derive the system time response with a step input of magnitude 2. Note that XY are the last two digits of your student number. For example, if your number is C1700123, then C2=(200+23)µF = 223µF or if your number is C1700100 then C2=(200+00)µF = 200µF %3D R1 Vin(t) C;: R2 Vo(t) Figure Q1.1. An RC network

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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Student number: 1700123
b) An RC network is given in Figure Q1.1 with the input voltage vin(t), the output voltage vo(t), and R1=(10000+XY)N. Note that XY are the last two digits of your student number. For example, if your number is C1700123, then R1=(10000+23) = 100230 or if your number is C1700100 then R1=(10000+00) = 100002 (i) Derive the transfer function of the network. (ii) If R2=1MQ, C;=20µF, C2=(200+XY)µF and C3=10µF, mathematically derive the system time response with a step input of magnitude 2. Note that XY are the last two digits of your student number. For example, if your number is C1700123, then C2=(200+23)µF = 223µF or if your number is C1700100 then C2=(200+00)µF = 200µF %3D C3 R1 Vin(t) C2 R2 Vo(t) Figure Q1.1. An RC network
Transcribed Image Text:b) An RC network is given in Figure Q1.1 with the input voltage vin(t), the output voltage vo(t), and R1=(10000+XY)N. Note that XY are the last two digits of your student number. For example, if your number is C1700123, then R1=(10000+23) = 100230 or if your number is C1700100 then R1=(10000+00) = 100002 (i) Derive the transfer function of the network. (ii) If R2=1MQ, C;=20µF, C2=(200+XY)µF and C3=10µF, mathematically derive the system time response with a step input of magnitude 2. Note that XY are the last two digits of your student number. For example, if your number is C1700123, then C2=(200+23)µF = 223µF or if your number is C1700100 then C2=(200+00)µF = 200µF %3D C3 R1 Vin(t) C2 R2 Vo(t) Figure Q1.1. An RC network
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