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d) Compute the sampling time (sampling time intervals if possible) for the systems characterized by following transfer functions. 40 s+1 G (s) = 40 G, (s) =: G,(s)= G,(s) =e**. 5s +1 5s +1 20 s +4s + 20 s? +4s + 9.

d) Compute the sampling time (sampling time intervals if possible) for the systems characterized by following transfer functions. 40 s+1 G (s) = 40 G, (s) =: G,(s)= G,(s) =e**. 5s +1 5s +1 20 s +4s + 20 s? +4s + 9.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Please solve this question part d
Question 2(Selection of sampling time) Tas +1 a)Obtain the bandwidth ( way ) for the system with G(s) = transfer function. TS +1 TUs +1 b)Determine the appropriate sampling time interval for the system with G(s)=- Ts +1 transfer function. c)Acquire the appropriate sampling time interval for the system with G(s)=eTuS TI Ts +1 transfer function. d) Compute the sampling time (sampling time intervals if possible) for the systems characterized by following transfer functions. s+1 s+1 40 40 G, (s): G, (s) =e G,(s) = 5s +1 G. (s) =e" 5s +1 20 s? +4s + 9 20 s +4s + s+1 e) Illustrate the bandwidth ( wgw ) for the system G, via Matlab or any other programming 5s +1 language. f) -Draw the continous time step responses of the systems given in Question 2 (d) via Matlab. -Draw the discrete time step responses of the systems given in Question 2 (d) via Matlab using obtained sampling time. - Draw the continuous and discrete time step responses of the systems given in Question 2 via Matlab in a single figure. - Interpret the sampling process
Transcribed Image Text:Question 2(Selection of sampling time) Tas +1 a)Obtain the bandwidth ( way ) for the system with G(s) = transfer function. TS +1 TUs +1 b)Determine the appropriate sampling time interval for the system with G(s)=- Ts +1 transfer function. c)Acquire the appropriate sampling time interval for the system with G(s)=eTuS TI Ts +1 transfer function. d) Compute the sampling time (sampling time intervals if possible) for the systems characterized by following transfer functions. s+1 s+1 40 40 G, (s): G, (s) =e G,(s) = 5s +1 G. (s) =e" 5s +1 20 s? +4s + 9 20 s +4s + s+1 e) Illustrate the bandwidth ( wgw ) for the system G, via Matlab or any other programming 5s +1 language. f) -Draw the continous time step responses of the systems given in Question 2 (d) via Matlab. -Draw the discrete time step responses of the systems given in Question 2 (d) via Matlab using obtained sampling time. - Draw the continuous and discrete time step responses of the systems given in Question 2 via Matlab in a single figure. - Interpret the sampling process
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