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The state space representation of a system is given by the following matrices: 12 0 -A 34 Find the state feedback gain for u--Kx to place the closed loop roots at -1 and -2. Enter your answer as the value of the first entry in the row vector K. Be sure that you find the gain for u=-Kx and not u=+Kx. A = and B =

The state space representation of a system is given by the following matrices: 12 0 -A 34 Find the state feedback gain for u--Kx to place the closed loop roots at -1 and -2. Enter your answer as the value of the first entry in the row vector K. Be sure that you find the gain for u=-Kx and not u=+Kx. A = and B =

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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Linear Feedback Systems

The state space representation of a system is given by the following matrices: 12 0 -A 34 Find the state feedback gain for u--Kx to place the closed loop roots at -1 and -2. Enter your answer as the value of the first entry in the row vector K. Be sure that you find the gain for u=-Kx and not u=+Kx. A = and B =
Transcribed Image Text:The state space representation of a system is given by the following matrices: 12 0 -A 34 Find the state feedback gain for u--Kx to place the closed loop roots at -1 and -2. Enter your answer as the value of the first entry in the row vector K. Be sure that you find the gain for u=-Kx and not u=+Kx. A = and B =
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The subtraction of your matrix is wrong. You should have (s-1), not just s. Could you please verify your answer? My final answer is -1/10.

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