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1. In perfect regulation control system the control effort at transient response must has:

1. In perfect regulation control system the control effort at transient response must has:

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
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1. In perfect regulation control system the control effort at transient response must has: (a.) Zero value b. Minimum value c. Maximum value d. Any value 2. In LQR controller technique, the transient response of the system output can be decreased by a. Reducing diagonal elements of R matrix Reducing diagonal elements of Q matrix c. ncreasing diagonal elements of R matrix d. Increasing diagonal elements of Q matrix 0 1-2 b. under damped. 3. A plant with a state a. critical damped. 4. In tracking control system a. The initial and steady state values of state vector are zero b. The desired values of the state vector are non zero The inital values of state vector are non zero and desired values are zero. d. The inital and desired values of the state vector are zero 5. In LQR controller technique increasing value of the element 921 in Q matrix can_ a. Increase rise time b. Decreae rise time matrix A= is c. over damped. c. Increase settling time d. Decrease settling time None of all above 6. Positive value of second derivative of contro unction yields: a. Maximum solution of the control problem b. Minimum solution of the control problem c. Optimum soultion of the control problem d. None of all above d.undamped.
Transcribed Image Text:1. In perfect regulation control system the control effort at transient response must has: (a.) Zero value b. Minimum value c. Maximum value d. Any value 2. In LQR controller technique, the transient response of the system output can be decreased by a. Reducing diagonal elements of R matrix Reducing diagonal elements of Q matrix c. ncreasing diagonal elements of R matrix d. Increasing diagonal elements of Q matrix 0 1-2 b. under damped. 3. A plant with a state a. critical damped. 4. In tracking control system a. The initial and steady state values of state vector are zero b. The desired values of the state vector are non zero The inital values of state vector are non zero and desired values are zero. d. The inital and desired values of the state vector are zero 5. In LQR controller technique increasing value of the element 921 in Q matrix can_ a. Increase rise time b. Decreae rise time matrix A= is c. over damped. c. Increase settling time d. Decrease settling time None of all above 6. Positive value of second derivative of contro unction yields: a. Maximum solution of the control problem b. Minimum solution of the control problem c. Optimum soultion of the control problem d. None of all above d.undamped.
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