An open loop transfer function of a closed loop control system with a unitary K negative feedback is given by G(s) where K is the gain of the (s+3)(s+5)(s+7) system. Showing all calculation steps, 2.1. Construct, manually (the use of Matlab is not allowed), the root locus of the system 2.2. With the use of a table, indicate segments (intervals) of the real axis that are part or not part of the root locus 2.3. Justify the stability or non-stability of this control system
An open loop transfer function of a closed loop control system with a unitary K negative feedback is given by G(s) where K is the gain of the (s+3)(s+5)(s+7) system. Showing all calculation steps, 2.1. Construct, manually (the use of Matlab is not allowed), the root locus of the system 2.2. With the use of a table, indicate segments (intervals) of the real axis that are part or not part of the root locus 2.3. Justify the stability or non-stability of this control system
Introductory Circuit Analysis (13th Edition)
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Publisher:Robert L. Boylestad
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![QUESTION 2
An open loop transfer function of a closed loop control system with a unitary
K
negative feedback is given by G(s)
where K is the gain of the
(s+3)(s+5)(s+7)’
system. Showing all calculation steps,
2.1.
Construct, manually (the use of Matlab is not allowed), the root locus
of the system
2.2.
With the use of a table, indicate segments (intervals) of the real axis that
are part or not part of the root locus
2.3. Justify the stability or non-stability of this control system](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F518bdedc-4923-4677-b20d-f30828def0dd%2F6da192b3-a764-4402-9c96-c66bf79d06b4%2Fvpwy7lu_processed.jpeg&w=3840&q=75)
Transcribed Image Text:QUESTION 2
An open loop transfer function of a closed loop control system with a unitary
K
negative feedback is given by G(s)
where K is the gain of the
(s+3)(s+5)(s+7)’
system. Showing all calculation steps,
2.1.
Construct, manually (the use of Matlab is not allowed), the root locus
of the system
2.2.
With the use of a table, indicate segments (intervals) of the real axis that
are part or not part of the root locus
2.3. Justify the stability or non-stability of this control system
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