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1. The damping ratio of a second order system is 0.6. The settling time is 0.75 sec. Calculate (i) Rise time (ii) Peak time (iii) Peak overshoot (iv) Delay time 2. The zeroes are located at -2, 0 and +4. The poles are located at -3, -2 ± 3j. Find the transfer function? Also draw the pole zero plot. 3. For a unit feedback system, G(s) = . Find the range of k for the system to be stable using Routh Hurwitz Criteria.

1. The damping ratio of a second order system is 0.6. The settling time is 0.75 sec. Calculate (i) Rise time (ii) Peak time (iii) Peak overshoot (iv) Delay time 2. The zeroes are located at -2, 0 and +4. The poles are located at -3, -2 ± 3j. Find the transfer function? Also draw the pole zero plot. 3. For a unit feedback system, G(s) = . Find the range of k for the system to be stable using Routh Hurwitz Criteria.

Computer Networking: A Top-Down Approach (7th Edition)
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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Course : Digital Control Systems (EECP 3275) ASSIGNMENT Student ID Student Name Last date for submission: 08/12/2021 1. The damping ratio of a second order system is 0.6. The settling time is 0.75 sec. Calculate (i) Rise time (ii) Peak time (iii) Peak overshoot (iv) Delay time 2. The zeroes are located at -2, 0 and +4. The poles are located at -3, -2 + 3j. Find the transfer function? Also draw the pole zero plot. 3. For a unit feedback system, G(s) = . Find the range of k for the system to be stable using Routh Hurwitz Criteria. 4. Discuss the relation of location of poles on stability of a system. Explain with neat graphs. 5. For a unit feedback system, G(s) = . Develop the Root Locus. Show all the required calculations.
Transcribed Image Text:Course : Digital Control Systems (EECP 3275) ASSIGNMENT Student ID Student Name Last date for submission: 08/12/2021 1. The damping ratio of a second order system is 0.6. The settling time is 0.75 sec. Calculate (i) Rise time (ii) Peak time (iii) Peak overshoot (iv) Delay time 2. The zeroes are located at -2, 0 and +4. The poles are located at -3, -2 + 3j. Find the transfer function? Also draw the pole zero plot. 3. For a unit feedback system, G(s) = . Find the range of k for the system to be stable using Routh Hurwitz Criteria. 4. Discuss the relation of location of poles on stability of a system. Explain with neat graphs. 5. For a unit feedback system, G(s) = . Develop the Root Locus. Show all the required calculations.
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