C(s) A unity feedback system has a forward gain, K and a forward transfer function, G(s) = R(S) G(s) can be obtained from the block diagram in Figure 2. Sketch the root locus of the unit feedback system by finding all of its properties including the break-away points, the jw-axi crossing, and the angle of departure/arrival. Then, determine the range of K for the system t be stable. R(s) + S-4 8 0.25 Figure 2 S 0.75s + 5 + C(s)

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C(s)
A unity feedback system has a forward gain, K and a forward transfer function, G(s) =
R(s)*
G(s) can be obtained from the block diagram in Figure 2. Sketch the root locus of the unity
feedback system by finding all of its properties including the break-away points, the jw-axis
crossing, and the angle of departure/arrival. Then, determine the range of K for the system to
be stable.
R(s) +
S-4
8
0.25
Figure 2
S
0.75s + 5
+
"1
C(s)
Transcribed Image Text:C(s) A unity feedback system has a forward gain, K and a forward transfer function, G(s) = R(s)* G(s) can be obtained from the block diagram in Figure 2. Sketch the root locus of the unity feedback system by finding all of its properties including the break-away points, the jw-axis crossing, and the angle of departure/arrival. Then, determine the range of K for the system to be stable. R(s) + S-4 8 0.25 Figure 2 S 0.75s + 5 + "1 C(s)
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