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Prelab: 7 L24(t)] 2 1. Recalling (from Circuits I) how RC circuits behave, what voltage waveform (e.g. sinusoid, step, ramp, etc) for V1 will result in zero volts across R1 in the circuit below after the source has been on for a long time? What is the Laplace transform of that waveform (assume it turns on at t=0 and its peak value = 2V)? 2. Calculate the transfer function, H(s) = out(), for the circuit shown below. %3D %3D Vin(s)' Assume no initial charge on the capacitor. Make sure your final result has polynomials in "s" in both the numerator and denominator. Vout(s) Vin C1 Vout Vin(s) S+50000 100nF R1 2000 V1 3. What values of "s" correspond to the poles and zeros of H(s)? What do you get for Vout(s) if you use a signal corresponding to your answer to 1 above as input?

Prelab: 7 L24(t)] 2 1. Recalling (from Circuits I) how RC circuits behave, what voltage waveform (e.g. sinusoid, step, ramp, etc) for V1 will result in zero volts across R1 in the circuit below after the source has been on for a long time? What is the Laplace transform of that waveform (assume it turns on at t=0 and its peak value = 2V)? 2. Calculate the transfer function, H(s) = out(), for the circuit shown below. %3D %3D Vin(s)' Assume no initial charge on the capacitor. Make sure your final result has polynomials in "s" in both the numerator and denominator. Vout(s) Vin C1 Vout Vin(s) S+50000 100nF R1 2000 V1 3. What values of "s" correspond to the poles and zeros of H(s)? What do you get for Vout(s) if you use a signal corresponding to your answer to 1 above as input?

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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L[24(t)]- Prelab: 1. Recalling (from Circuits I) how RC circuits behave, what voltage waveform (e.g. sinusoid, step, ramp, etc) for V1 will result in zero volts across R1 in the circuit below after the source has been on for a long time? What is the Laplace transform of that waveform (assume it turns on at t=0 and its peak value = 2V)? 2. Calculate the transfer function, H(s) = out(), for the circuit shown below. %3D %3D Vin (s) Assume no initial charge on the capacitor. Make sure your final result has polynomials in “s" in both the numerator and denominator. Vout(s) Vin C1 Vout Vin(s) S+50000 100nF R1 2000 V1 www 3. What values of "s" correspond to the poles and zeros of H(s)? What do you get for Vout(s) if you use a signal corresponding to your answer to 1 above as input? ノ
Transcribed Image Text:L[24(t)]- Prelab: 1. Recalling (from Circuits I) how RC circuits behave, what voltage waveform (e.g. sinusoid, step, ramp, etc) for V1 will result in zero volts across R1 in the circuit below after the source has been on for a long time? What is the Laplace transform of that waveform (assume it turns on at t=0 and its peak value = 2V)? 2. Calculate the transfer function, H(s) = out(), for the circuit shown below. %3D %3D Vin (s) Assume no initial charge on the capacitor. Make sure your final result has polynomials in “s" in both the numerator and denominator. Vout(s) Vin C1 Vout Vin(s) S+50000 100nF R1 2000 V1 www 3. What values of "s" correspond to the poles and zeros of H(s)? What do you get for Vout(s) if you use a signal corresponding to your answer to 1 above as input? ノ
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