A speed control for a gasoline engine is shown in Fig. 5 below. R(s) + Throttle ● s+1 " 1 0.4s +1 S (b) With the smallest gain satisfying part (a): Torque Figure 5 (a) Determine the necessary gain K if the steady-state error is required to be less than 10% of R the reference input R(s) = where R is a positive constant. K 3s +1 Y(s) determine closed-loop stability of this system using Nyquist criterion (generate Nyquist plot with MATLAB determine gain and phase margins of the system using Nyquist plot What is the value of K that destabilizes this system (if such exists)?

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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A speed control for a gasoline engine is shown in Fig. 5 below.
R(s) +
Throttle
●
●
1
s+1
9
1
0.4s +1
S
(b) With the smallest gain satisfying part (a):
Figure 5
(a) Determine the necessary gain K if the steady-state error is required to be less than 10% of
R
the reference input R(s) = where R is a positive constant.
Torque
K
3s +1
Y(s)
determine closed-loop stability of this system using Nyquist criterion (generate
Nyquist plot with MATLAB
determine gain and phase margins of the system using Nyquist plot
What is the value of K that destabilizes this system (if such exists)?
NOTE:
part (b) can be solved graphically by clicking on the appropriate points on the generated graph
make sure that you attach the Nyquist plot with shown clicked points
Transcribed Image Text:A speed control for a gasoline engine is shown in Fig. 5 below. R(s) + Throttle ● ● 1 s+1 9 1 0.4s +1 S (b) With the smallest gain satisfying part (a): Figure 5 (a) Determine the necessary gain K if the steady-state error is required to be less than 10% of R the reference input R(s) = where R is a positive constant. Torque K 3s +1 Y(s) determine closed-loop stability of this system using Nyquist criterion (generate Nyquist plot with MATLAB determine gain and phase margins of the system using Nyquist plot What is the value of K that destabilizes this system (if such exists)? NOTE: part (b) can be solved graphically by clicking on the appropriate points on the generated graph make sure that you attach the Nyquist plot with shown clicked points
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