Apply the Root Locus analysis in the z-domain to a discrete-time control system with the transfer function 0.3935Kz G(z) (z - 1)(z - 0.6065) Sketch the Root Locus plot and determine the range of gain values for which the system is stable.
Apply the Root Locus analysis in the z-domain to a discrete-time control system with the transfer function 0.3935Kz G(z) (z - 1)(z - 0.6065) Sketch the Root Locus plot and determine the range of gain values for which the system is stable.
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![Apply the Root Locus analysis in the z-domain to a discrete-time control system with
the transfer function
0.3935Kz
G(z)
(z - 1)(z - 0.6065)
Sketch the Root Locus plot and determine the range of gain values for which the
system is stable.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F5bcc4c13-ac7d-4817-ab30-81dc61df7e6d%2F98fe29e7-f594-4cc2-9bd1-b0f0a63e3844%2F9jw4vux_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Apply the Root Locus analysis in the z-domain to a discrete-time control system with
the transfer function
0.3935Kz
G(z)
(z - 1)(z - 0.6065)
Sketch the Root Locus plot and determine the range of gain values for which the
system is stable.
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