Control system.
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Analyze the following open loop system using set focus technique as open loop gain 0 to ∞ G(s) = (s + 2)/(s*(s + 1) * (s + 3) ^ 2)
The open loop gain of a control system is given by: G(S) (s +2)3 find the gsin margin in dB if K-10
Question 6 The open-loop transfer function G(s) of a control system is given as G(8)- s(s+2)(s +5) A proportional controller is used to control the system as shown in Figure 6 below: Y(s) R(s) + G(s) Figure 6: A control system with a proportional controller a) Assume Hp(s) is a proportional controller with the transfer function H,(s) kp. Determine, using the Routh-Hurwitz Stability Criterion, the value of kp for which the closed-loop system in Figure 6 is marginally stable. (6...
NEED HELP WITH 3! 2. Consider a system with an open-loop transfer function Gp(s)Plot the poles of this system (by hand) for the following values of〈 and an (a) wn 2 rad/s, 0,0.2,0.4,0.6,0.8, 1), plot the poles in bold x' markers (b) Ç-07, an-(1, 2, 3,4) rad/s, plot the poles as 4" markers Note your observations 3. For the system in 2) above, plot the poles (by hand) of the closed loop controller with Ç-07, an-2 with the control gain...
Consider a unity-feedback control system with the following open-loop transfer G(s) = 1/(s3+0.2s2 +s+1) Draw a Nyquist plot of G(s). You may draw the simple Nyquist plot
Question #4 (25 points): Consider the open loop system that has the following transfer function 1 G(S) = 10s+ 35 Using Matlab: a) Plot the step response of the open loop system and note the settling time and steady state 15 pts error. b) Add proportional control K 300 and simulate the step response of the closed loop 15 pts system. Note the settling time, %OS and steady state error. c) Add proportional derivate control Kp 300, Ko 10 and...
Consider a unity feedback control system with open loop transfer function KG(G) s(s+2)(s + 6) 1. Write the characteristic equation of the system 2. Determine the open loop poles and open loop zeros of the system 3. Are there any zeros in infinity? If yes, how many? 4. Sketch the segments of root locus on real axis 5. Determine and sketch the center and the angles of the asymptotes
4. Consider a unity-feedback control system with the following open-loop transfer function: G(s)3 Sketch a Nyquist plot of G(s) and examine the stability of the system.
Question (20 marks) Consider a control system shown in Fig.2 has an open loop TF-G(s) H(s) 49 S(S+7) A-Prove that the gain margin=infinite db at infinite rad/sec. and the phase margin= 51.8 degrees at 5.5 rad/sec.? (4)
2. Consider a unity feedback control system whose open-loop transfer function is K(s-2) G(s) (s+1)(s +6s +25) Using the R-H stability criterion, determine the range of K for stability. Assume that K > 0. (30pts)
PID Control: This question will revisit the PID controller we discussed in class, and review the effects of the three gains. Given the open-loop transfer function G(s)3 5.2 Are you able to stabilize the closed-loop system with a P control? If so, what is the 5.3 Are you able to stabilize the close-loop system with a PI controller? If so, what are the 5.1 Write down the open-loop poles and comment on the open-loop stability requirement of the P gain?...