1. Consider the unity feedback system given below The system will be stable for a) K >-2 b) -3 < K < 0 c) K < -2 d) -3 < K < -2
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1. Consider the unity feedback system given below
The system will be stable for
a) K >-2
b) -3 < K < 0
c) K < -2
d) -3 < K < -2
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- Forthe block diagram given in the figure: Feed forward transfer function G (s) =s + V2. The feedback transfer function is H (s) = s – V2. a) Find the transfer function of the system, Y (s) / X (s). b) Examine the stability of the system. G HThe question are on the picture,FEEDBACK AND CONTROL SYSTEMS Instructions: • Write the GIVEN with their respective symbols and units. • Do not skip the SOLUTIONS, do it step-by-step with their respective symbols and units Problem: Draw block diagram V1 - input V2 - output R2 V2 Vi
- Q6: Choose the correct answer among the following: 1- For the ramp input, the steady state error of the control system (Type one) is: a) zero b) A/K c) infinite d) none of the them 2- After moving the pick-off point (as shown in the figure). The feedback transfer function will be equal to: R)- a) H₂G, /a)1 b) H₂/G₁ a) 1Given the DC motor model Design a feedback control system which results in a closed loop response with a 15% overshoot and a 2% settling time of 0.5 seconds.please explain to me step by step what you are doing. please don't use mason gain formula, just use block diagram rules. ..ASAPA unity feedback system has an open loop transfer function G(s) = 2/(S-1) 1. Is the open loop system stable 2. Is the closed loop system stable 3. Using Nyquist criterion check the stability of the closed loop system Hint: to solve branch 3, you only need to consider G(s)1-For the ramp input, the steady state error of the control system (Type one) is: a) zero b) A/K c) infinite d) none of the them 2- After moving the pick-off point (as shown in the figure), The feedback transfer function will be equal to : R(s)- a) H₂G, /a) 1 b) H₂/G₁ G₁ b) 2 nos H₁ 3- For the root locus plot, the number of the asymptotes for the following system are: G(s)H(s) = c) 3 H₂ c) H₂+G₁ K a) 1Recommended textbooks for youIntroductory Circuit Analysis (13th Edition)Electrical EngineeringISBN:9780133923605Author:Robert L. BoylestadPublisher:PEARSON
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