Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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- HG(s) = QUESTION 6 s²+4s+5 Consider the root locus of a unity feedback system that has the open loop transfer function shown below. Find the break point. K(s+1) ² $3 HG(s) = AKI a... bmit. Click Save All Answers to save all answers.arrow_forward10- A unity feedback system has open-loop transfer function G(s)=2/ (S+4), the ratio of time constants of open-loop to closed loop response will be: a- 1:1 b-2:1 c- 3:2 d-2:3 11-First column elements of the Routh's tabulation are 3, 5,-0.75, 0.5,2. It means that there: a- is one root in the left half of s-plane b- are two roots in the left half of s-plane c- are two roots in the right half of s-plane d- is one root in the right half of s-plane 12-An effect of phase-lag compensation on system performance is that: a-for a given relative stability, the velocity error constant is increased b- for a given relative stability, the velocity error constant is decreased c- the bandwidth of the system is increased d- the time response is made faster 13-The phase lead compensation is used to: a- increase rise time and decrease overshoot b- decrease both rise time and overshoot c- increase both rise time and overshoot d-decrease rise time and increase overshoot 14-When phase-lag compensation is…arrow_forwardA unity feedback system has a forward path transfer function G(s)=16/(s2+8s). Find the value of delat time , rise time, percentage overshoot, peak time and settling time.arrow_forward
- Q6 A closed-loop control system is represented by block diagram as shown in Figure Q6. R(s) + C(s) 2 Kp (s + 1) (s + 6) Figure Q6 (i). Develop the transfer function and estimate the proportional controller gain Kp so that the undamped natural frequency of the closed-loop system is 4 rad/sec. (ii). Estimate the proportional controller gain Kp and the maximum percentage overshoot so that the damping ratio of the closed-loop system is 0.7. (iii). Compute the steady-state errTor output for step response input r(t) = 4u(t) and controller gain Kp = 2.arrow_forward8nnarrow_forwardYOu are attempting question 2 out of 12 Consider the open loop transfer function of unity feedback system: K G(s) = ,t, 0.5 sec and =0.4 for dominant poles of closed %3D %3D s² +20s +101)( s+20) loop system. What is the compensator zero when pole is at -15. Answer Choices: a. z = -1 b. z = 0.0685 C. Z = 0.685 d. z=1.0685 Answer A D Submit fg fg 144 f6 4+ f5 & 7 % CO %24arrow_forward
- Consider the feedback system. It is known that G(s) has one unstable zero and one unstable pole. On the G(s)-plane -1+j0 point is encircled one time in the clockwise direction as s moves in the clockwise direction on the Nyquist path. What can be said about the closed-loop system? a. Stable O b. C. e. Of. G(s) Has 1 unstable pole Od. Has 2 unstable poles and 1 stable zero Has 1 unstable pole and 1 unstable zero Has 2 unstable poles and 2 unstable zeros Has 2 unstable poles and 1 ustable zero None g.arrow_forwardSubject Linear Control I need answer for MCQarrow_forwardWhy is the no encirclement about(-1+jo)?arrow_forward
- Q-4. How many op-amps are required to implement this equation? V1+ R2 V. =- A) 3 B) 4 C) 2 D) 1 Q- 5. For the following feedback circuit. Identify the type of feedback and find the closed loop gain. E A ► VOUTarrow_forwardQUESTION4 Consider the feedback system in the figure with G(s) Using the Ziegler-Nichols Oscillation Method. %3D (s+1)(s+3)(s+10) for an ideal PID controller C(s) - K, ++ Kps determine the gains K K, and K. Choose the closest set of gains. C(s) G(s) OK, - 18, K, = 12.81, K, = 6.32 O Kp = 4.80, K, = 2.65, Kp = 2.18 O Kp - 47.52, K, = 85.57, K, - 12.60 %3D O K, - 68.64, K, = 143.27, Kp = 8.22arrow_forwardA unity feedback system has the characteristic equation shown below. For some gain K the unity feedback system enters into a state of self-sustained oscillations. Use the Routh - Hurwitz Stability Criterion to find the frequency of this self-sustained oscillation in rad/ sec. Enter your answer in decimal form to two decimal places. 4 + 65³ +12s² + 10s + (3+K)arrow_forward
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