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20:35 Vo)) LTE1 Vo)) LTE2 70% <Untitled> Question 2 – Root Locus [20 Marks] Draw the root locus diagram for the unity feedback system shown in figure 2.1 above. R(s) G(s) C(s) Figure 2.1: unity feedback system Where: $$G(s) = K \frac{s+4}{s^2+2s+2}$$ 2 Note OCR Share More

Name: 2035 vo lte1 vo lte2 70 untitled question 2 root locus 20 marks draw the root locus diagram for the unity feedback system shown in figure 21 above rs gs cs figure 21 unity feedback system wh 96678
Uploaded: 2022-06-26T18:51:29-08:00
Duration: 4 min 9 s
Channel: Sri K
Description: 2035 vo lte1 vo lte2 70 untitled question 2 root locus 20 marks draw the root locus diagram for the unity feedback system shown in figure 21 above rs gs cs figure 21 unity feedback system wh 96678

          20:35
Vo))
LTE1
Vo))
LTE2
70%
<Untitled>
Question 2 – Root Locus
[20 Marks]
Draw the root locus diagram for the unity feedback system shown in figure 2.1 above.
R(s)
G(s)
C(s)
Figure 2.1: unity feedback system
Where:
$$G(s) = K \frac{s+4}{s^2+2s+2}$$
2
Note
OCR
Share
More

2035 vo lte1 vo lte2 70 untitled question 2 root locus 20 marks draw the root locus diagram for the unity feedback system shown in figure 21 above rs gs cs figure 21 unity feedback system wh 96678

Added by James P.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Sri K

06/26/2022

Step 1

The open-loop transfer function is given by: $$G(s) = K \frac{s+4}{s^2+2s+2}$$ For a unity feedback system, the characteristic equation is $1 + G(s) = 0$. Substituting $G(s)$: $$1 + K \frac{s+4}{s^2+2s+2} = 0$$ $$s^2+2s+2 + K(s+4) = 0$$ $$s^2 + (2+K)s + (2+4K) = Show more…

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20:35 Vo)) LTE1 Vo)) LTE2 70% <Untitled> Question 2 – Root Locus [20 Marks] Draw the root locus diagram for the unity feedback system shown in figure 2.1 above. R(s) G(s) C(s) Figure 2.1: unity feedback system Where: $$G(s) = K \frac{s+4}{s^2+2s+2}$$ 2 Note OCR Share More