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Using the impulse-invariant design method, design a discrete-time system to approximate the continuous-time systems with these transfer functions at the sampling rates specified. Compare the impulse and unit-step (or sequence) responses of the continuous-time and discrete-time systems. 712s 712s (a) H«(s) =- fs= 20 Hz (b) H«(s) = 2 s² + 46s + 240´ fs= 200 Hz s² + 46s + 240'

Using the impulse-invariant design method, design a discrete-time system to approximate the continuous-time systems with these transfer functions at the sampling rates specified. Compare the impulse and unit-step (or sequence) responses of the continuous-time and discrete-time systems. 712s 712s (a) H«(s) =- fs= 20 Hz (b) H«(s) = 2 s² + 46s + 240´ fs= 200 Hz s² + 46s + 240'

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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Impulse-Invariant and Step-Invariant Filter Design 14. Using the impulse-invariant design method, design a discrete-time system to approximate the continuous-time systems with these transfer functions at the sampling rates specified. Compare the impulse and unit-step (or sequence) responses of the continuous-time and discrete-time systems. 712s 712s (a) H«(s)= fs= 20 Hz (b) H«(s)= fs= 200 Hz %3D s2 + 46s + 240' s2 +46s + 240´
Transcribed Image Text:Impulse-Invariant and Step-Invariant Filter Design 14. Using the impulse-invariant design method, design a discrete-time system to approximate the continuous-time systems with these transfer functions at the sampling rates specified. Compare the impulse and unit-step (or sequence) responses of the continuous-time and discrete-time systems. 712s 712s (a) H«(s)= fs= 20 Hz (b) H«(s)= fs= 200 Hz %3D s2 + 46s + 240' s2 +46s + 240´
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