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Question 3 For the following first order system, G(S) = (0.02s + 1)...
= Consider the first-order system given below. 8 Ti S + 8 i) Find the 2%...
= Consider the first-order system given below. 8 Ti S + 8 i) Find the 2% settling time. ii) Find the rise time. iii) Given the quantities above, sketch and label the time response of the system.
PLEASE SHOW ALL IN BETWEEN STEPS Figure 1: Feedback system. Problem 5. In Fig. I. D(s)=_...
PLEASE SHOW ALL IN BETWEEN STEPS
Figure 1: Feedback system. Problem 5. In Fig. I. D(s)=_ and G(s)-- 1 +7 Find the values of K and a that result in a rise time of 0.05 sec and a settling time of 0.9 sec.
Question 2 For the system shown below use the MATLAB to find: X + 0.5s+1.3 s+1.2s+1.6s For the pr...
Question 2 For the system shown below use the MATLAB to find: X + 0.5s+1.3 s+1.2s+1.6s For the previous system if K-1, and the input is sin(2t) find: 1) 2) 3) 4) Peak amplitude Rise time Settling time Steady state value Question 3 For the system shown below If the input is unit step find: 1) 2) 3) 4) Peak amplitude Rise time Settling time Steady state value
Question 2 For the system shown below use the MATLAB to find:...
Example 3.3.1 A control system shown in following Figure G(s)=(s+1) C(s) N(s) E(s) G,(S) R(s) S...
Example 3.3.1 A control system shown in following Figure G(s)=(s+1) C(s) N(s) E(s) G,(S) R(s) S G2(s) 100 G2(s)= s(s+10) H(s) H(s) 1 1. If n(t) 0, r(t)=5+2t+10t?, make e 0.1, k-? 2. If n(t)=t, r(t)=5+2t+10t2, k=1, e=? sS I ess0.1, k=?. Question14 A control system shown in following Figure, obtain the steady-state error transfer function E(s)/N(s). N(s) E(S) GS C(S) G.(S) R(s) H(s) Question12 Obtain both analytically and computationally the rise time, peak time, maximum overshoot, and settling time...
Kia Consider the generic first order transfer function, G(s) = oma Use the transient response for...
Kia Consider the generic first order transfer function, G(s) = oma Use the transient response for the system below to estimate: a) The time constant, T b) The settling time, ts c) The gain, K d) The overall transfer function, G(s) Step Response Amplitude 5 6 3 Time (seconds)
For the closed-loop system shown, and given: C(s) 8.41 s+8.10 G(8 2 0.02 3.00 2out G(s) C(s) control plant Part A-Plant 1% settling time Find the 1% settling time of the plant G(s) to a unit step inp...
For the closed-loop system shown, and given: C(s) 8.41 s+8.10 G(8 2 0.02 3.00 2out G(s) C(s) control plant Part A-Plant 1% settling time Find the 1% settling time of the plant G(s) to a unit step input. 15.38 t,3% - Submit X ncorrect; Try Again - Part B Plant: Overshoot Find the overshoot of the plant G(s)to a unit step input. Give your answer as a percentage Mp: | Value Units Submit Request Answer Part C - Closed-loop system:...
3. Nise(9.6) For a unity feedback system (s + 6) (s + 2)(s +3) (s +5) KG(s) G(s) Ts) a) Given a K-4.60, ζ;.707, on the 135° line, find the operating point on the root locus! NOTE: use the fact th...
3. Nise(9.6) For a unity feedback system (s + 6) (s + 2)(s +3) (s +5) KG(s) G(s) Ts) a) Given a K-4.60, ζ;.707, on the 135° line, find the operating point on the root locus! NOTE: use the fact that 1 + KG(6) - 0 at all points on the root locus,so K r and Goi an KG(s)1 1(2k +1)180. Or use geometry using the point knowing that cose- b) Find the steady state error, and the steady state...
Q5) Consider the following closed-loop control system Error к G(s) Let G(s) = -, a >...
Q5) Consider the following closed-loop control system Error к G(s) Let G(s) = -, a > 0. Find the range for K, in terms of a, such that: • 5/95 rise time does not exceed 2 seconds • The 3% settling time does not exceed 5 seconds
2. Nise(9.6) For a unity feedback system KG(s) (s 6) G(s) T(s) (s 2)(s3)(s 5) 1...
2. Nise(9.6) For a unity feedback system KG(s) (s 6) G(s) T(s) (s 2)(s3)(s 5) 1 + KG(s) a) Given a K 4.60, .707, on the 135 line, find the operating point on the root locus NOTE: use the fact that 1 + KG(s) 0 at all points on the root locus, so K 1 and G(s)l 12(2k 1)180. Or use geometry using the point knowing that cose LKG(s) 1 = and a wn and b b) Find the steady...
help 3. (30 pts) A dynamic system is represented by the following third-order transfer funct transfer...
help
3. (30 pts) A dynamic system is represented by the following third-order transfer funct transfer function: 96 G(8) 75 +22)(52 +8s + 32) (a) Explain why a second-order approximation is valid for this system. For a step input, R(s) = . and an output, C(s), determine the following parameters for the non-normalized second-order approximation: (b) settling time (c) rise time (d) the steady-state value of c(t)
= Consider the first-order system given below. 8 Ti S + 8 i) Find the 2% settling time. ii) Find the rise time. iii) Given the quantities above, sketch and label the time response of the system.
PLEASE SHOW ALL IN BETWEEN STEPS
Figure 1: Feedback system. Problem 5. In Fig. I. D(s)=_ and G(s)-- 1 +7 Find the values of K and a that result in a rise time of 0.05 sec and a settling time of 0.9 sec.
Question 2 For the system shown below use the MATLAB to find: X + 0.5s+1.3 s+1.2s+1.6s For the previous system if K-1, and the input is sin(2t) find: 1) 2) 3) 4) Peak amplitude Rise time Settling time Steady state value Question 3 For the system shown below If the input is unit step find: 1) 2) 3) 4) Peak amplitude Rise time Settling time Steady state value
Question 2 For the system shown below use the MATLAB to find:...
Example 3.3.1 A control system shown in following Figure G(s)=(s+1) C(s) N(s) E(s) G,(S) R(s) S G2(s) 100 G2(s)= s(s+10) H(s) H(s) 1 1. If n(t) 0, r(t)=5+2t+10t?, make e 0.1, k-? 2. If n(t)=t, r(t)=5+2t+10t2, k=1, e=? sS I ess0.1, k=?. Question14 A control system shown in following Figure, obtain the steady-state error transfer function E(s)/N(s). N(s) E(S) GS C(S) G.(S) R(s) H(s) Question12 Obtain both analytically and computationally the rise time, peak time, maximum overshoot, and settling time...
Kia Consider the generic first order transfer function, G(s) = oma Use the transient response for the system below to estimate: a) The time constant, T b) The settling time, ts c) The gain, K d) The overall transfer function, G(s) Step Response Amplitude 5 6 3 Time (seconds)
For the closed-loop system shown, and given: C(s) 8.41 s+8.10 G(8 2 0.02 3.00 2out G(s) C(s) control plant Part A-Plant 1% settling time Find the 1% settling time of the plant G(s) to a unit step input. 15.38 t,3% - Submit X ncorrect; Try Again - Part B Plant: Overshoot Find the overshoot of the plant G(s)to a unit step input. Give your answer as a percentage Mp: | Value Units Submit Request Answer Part C - Closed-loop system:...
3. Nise(9.6) For a unity feedback system (s + 6) (s + 2)(s +3) (s +5) KG(s) G(s) Ts) a) Given a K-4.60, ζ;.707, on the 135° line, find the operating point on the root locus! NOTE: use the fact that 1 + KG(6) - 0 at all points on the root locus,so K r and Goi an KG(s)1 1(2k +1)180. Or use geometry using the point knowing that cose- b) Find the steady state error, and the steady state...
Q5) Consider the following closed-loop control system Error к G(s) Let G(s) = -, a > 0. Find the range for K, in terms of a, such that: • 5/95 rise time does not exceed 2 seconds • The 3% settling time does not exceed 5 seconds
2. Nise(9.6) For a unity feedback system KG(s) (s 6) G(s) T(s) (s 2)(s3)(s 5) 1 + KG(s) a) Given a K 4.60, .707, on the 135 line, find the operating point on the root locus NOTE: use the fact that 1 + KG(s) 0 at all points on the root locus, so K 1 and G(s)l 12(2k 1)180. Or use geometry using the point knowing that cose LKG(s) 1 = and a wn and b b) Find the steady...
help
3. (30 pts) A dynamic system is represented by the following third-order transfer funct transfer function: 96 G(8) 75 +22)(52 +8s + 32) (a) Explain why a second-order approximation is valid for this system. For a step input, R(s) = . and an output, C(s), determine the following parameters for the non-normalized second-order approximation: (b) settling time (c) rise time (d) the steady-state value of c(t)
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