SIMULINK Implementation1. Using SIMU LINK, set up the negative feedback system of (6) above. Plot on one graphthe error signal of the system for an input of 5u(t) and K = 50,500, 1000, and 5000.Repeut for inputs of 5tu(t) and 5t²u(t). Use simulation time not less than 50 secondsfor all the simulations2. Using SIMULINK, set up the negative feedback system of (7) above. Plot on one graphthe error signal of the system for an input of Su(t) and K = 50,500, 1000, and 5000.Repeat for inputs of 5tu(t) and 5tu(t). Use simulation time not less than 50 secondsfor all the simulations3. Using Simulink, set up the negative feedback system of (8) above. Plot on one graph theerror signal of the system for an input of 5u(t) and K = 200, 400,800, and 1000.Repeat for inputs of 5tu(t) and 5t²u(t). Use simulation time not less than 50 secondsfor all the simulationsPostlab1. Use your plots from Labs I and compare the expected steady-state errors to those calculated inthe Prelab. Explain the reasons for any discrepancies.2. Use your plots from Lab 2 and compare the expected steady-state errors to those calculated in thePrelab. Explain the reasons for any discrepancies.3. Use your plots from Lab 3 and compare the expected steady-state errors to those calculated in thePrelab. Explain the reasons for any discrepancies.To be handed in.All work, including theoretical calculations and plots are to be handed in.

Answered: Image /qna-images/answer/c9ccae32-6f53-4b03-b549-a22cec24538e.jpg

SIMULINK Implementation 1. Using SIMU LINK, set up the negative feedback system of (6) above. Plot on one graph the error signal of the system for an input of Su(t) and K = 50, 500, 1000, and 5000. Repeat for inputs of 5tu(t) and 5e"u(t). Use simulation time not less than s0 seconds for all the simulations 2. Using SIMULINK, set up the negative feedback system of (7) above. Plot on one graph the error signal of the system for an input of Su(t) and K = 50, 500, 1000, and 5000. Repeat for inputs of Stu(t) and 5tu(t). Use simulation time not less than s0 seconds for all the simulations 3. Using Simulink, set up the negative feedback system of (8) above. Plot on one graph the error signal of the system for an input of Su(t) and K = 200, 400,800, and 1000. Repeat for inputs of 5tu(t) and 5t'u(t). Use simulation time not less than s0 seconds

SIMULINK Implementation 1. Using SIMU LINK, set up the negative feedback system of (6) above. Plot on one graph the error signal of the system for an input of Su(t) and K = 50, 500, 1000, and 5000. Repeat for inputs of 5tu(t) and 5e"u(t). Use simulation time not less than s0 seconds for all the simulations 2. Using SIMULINK, set up the negative feedback system of (7) above. Plot on one graph the error signal of the system for an input of Su(t) and K = 50, 500, 1000, and 5000. Repeat for inputs of Stu(t) and 5tu(t). Use simulation time not less than s0 seconds for all the simulations 3. Using Simulink, set up the negative feedback system of (8) above. Plot on one graph the error signal of the system for an input of Su(t) and K = 200, 400,800, and 1000. Repeat for inputs of 5tu(t) and 5t'u(t). Use simulation time not less than s0 seconds

Computer Networking: A Top-Down Approach (7th Edition)

7th Edition

ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

Section: Chapter Questions

Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

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Question

SIMULINK Implementation
1. Using SIMU LINK, set up the negative feedback system of (6) above. Plot on one graph
the error signal of the system for an input of 5u(t) and K = 50,500, 1000, and 5000.
Repeut for inputs of 5tu(t) and 5t²u(t). Use simulation time not less than 50 seconds
for all the simulations
2. Using SIMULINK, set up the negative feedback system of (7) above. Plot on one graph
the error signal of the system for an input of Su(t) and K = 50,500, 1000, and 5000.
Repeat for inputs of 5tu(t) and 5tu(t). Use simulation time not less than 50 seconds
for all the simulations
3. Using Simulink, set up the negative feedback system of (8) above. Plot on one graph the
error signal of the system for an input of 5u(t) and K = 200, 400,800, and 1000.
Repeat for inputs of 5tu(t) and 5t²u(t). Use simulation time not less than 50 seconds
for all the simulations
Postlab
1. Use your plots from Labs I and compare the expected steady-state errors to those calculated in
the Prelab. Explain the reasons for any discrepancies.
2. Use your plots from Lab 2 and compare the expected steady-state errors to those calculated in the
Prelab. Explain the reasons for any discrepancies.
3. Use your plots from Lab 3 and compare the expected steady-state errors to those calculated in the
Prelab. Explain the reasons for any discrepancies.
To be handed in.
All work, including theoretical calculations and plots are to be handed in.

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