4.) Using the Jury test for the system in Figure 4, find the range of values K can take for the system to be stable. Y(z) R(z) + K Figure 4, G(z) G(z) = (0.0842² +0.17% +0.019) 231.522 +0.5532 -0.05
4.) Using the Jury test for the system in Figure 4, find the range of values K can take for the system to be stable. Y(z) R(z) + K Figure 4, G(z) G(z) = (0.0842² +0.17% +0.019) 231.522 +0.5532 -0.05
Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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![4.) Using the Jury test for the system in Figure 4, find the range of
values K can take for the system to be stable.
Y(z)
R(z) +
1) lanao 2) P(z)
K
Figure 4,
Z-1
>03) P(z)
Z--1
G(z)
{
>0
<0
G(z) =
(0.084z2+0.17z+ 0.019)
231.522 +0.553z - 0.05
n-çift 4) |bn-1|> |bo|
n-tek
| Cn-2 |> |co|](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Feed0d673-49a2-4f41-bdce-4fd6512a6e70%2F7d5a4752-08f3-4298-8084-e4ebedb71161%2Fcv0e1xt_processed.png&w=3840&q=75)
Transcribed Image Text:4.) Using the Jury test for the system in Figure 4, find the range of
values K can take for the system to be stable.
Y(z)
R(z) +
1) lanao 2) P(z)
K
Figure 4,
Z-1
>03) P(z)
Z--1
G(z)
{
>0
<0
G(z) =
(0.084z2+0.17z+ 0.019)
231.522 +0.553z - 0.05
n-çift 4) |bn-1|> |bo|
n-tek
| Cn-2 |> |co|
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