Q2: For the system shown in figure (2) with derivative feedback. (1) Determine the value of (K, and A) when the value of damping ratio (3-0.5) and steady state error for ramp input (e,-0.1). (2) Obtain rise time, peak time, and settling time for step input. R(s) + C(s) A s(s+2) Figure (2) K, s
Q: Q2: For the system shown in figure (2) with derivative feedback. (1) Determine the value of (K, and…
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Q: Q5. For the unity feedback system shown in Fig (5), where R(s) Do the following a. Sketch the root…
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Q: 3. Consider the following feedback system: r(t) y(t) 1 s3+ s2 + 2s +1 (a) Find the entire range of K…
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Q: Q1- Given the feedback linear time invariant control system of 12 feedforward transfer function a…
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Q: 3. Consider unity negative feedback applied to the system: k G(s) s(s? + 4s + 5) (a) Find the value…
A: As per the guidelines of Bartleby we supposed to answer first three subparts of the question for…
Q: A root locus for a unity-feedback system is shown in Fig.3. Find: i) Real-valued G(s)H(s) il)…
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A: Note: As per the Bartleby Portal, I am solving first three sub parts.
Q: Q5... The loop gain of a feedback control system is given by: 150 G(s)H(s) =- s(s+3)(s+12) Determine…
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Q: (b Example: 12 i For the feedback control system shown in f below, the steady state gain is '1' and…
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Q: Q2: For the system shown in figure (2) with derivative feedback. (1) Determine the value of (K, and…
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Q: Discussion: (a) Construct the root-locus diagram for the unity feedback control system for which the…
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Q: Q3] Consider the system shown in Figure (2). Design a compensator such that the static velocity…
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Q: Q2: For the system shown in figure (2) with derivative feedback. (1) Determine the value of (K, and…
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Q: Q3: A control system has a closed loop T.F. with unity feedback as Y(s) K(s + 3) U(s) s(s + 2) + K(s…
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Q: Q3/ For the system shown in Figure, determine the values of gain K and velocity-feedback constant K,…
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Q: (a) Construct the root-locus diagram for the unity feedback control system for which the G (s)H(s)…
A: "According to the Company's policy we will solve the first three subparts of the question". We need…
Q: (b) For the unity feedback system shown in Fig. Q4(b), where: K(s+ 2) (s² – 4s + 13) G(s) = R(s)…
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Q: 1. Referring to the unity-feedback control system defined by: K(s+3) G(s) (s² + 3s + 4)(s² + 2s + 7)…
A: An unity feedback system is a system which receive a unity feedback
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Q: Q.3/ A system have K, = 4.What steady-state error can be expected for inputs of 70u(t), 70tu(t)? %3D…
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Q: Q.2) For the below unity feedback system shown in figure a, M(s) is added (as shown in figure b) to…
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Q: Subject: Feedback and Control System Draw the Block Diagram of the following: 2. The following very…
A: It is asked to draw the block diagram of the biological mechanism regulating human arterial blood…
Q: Q.2) For the below unity feedback system shown in figure a, M(s) is added (as shown in figure b) to…
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Q: A feedback system employing output-rate damping is shown in figure. 1 K-10 s(s+2) sK, Figure 6:…
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Q: Q2: a) A unity feedback control system has the forward transfer function K G(s) = s(s+2)(s+3) The…
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Q: Q5: A unity feedback system shown in Figure 5, operating with a damping ratio of 0.5, design a…
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- BelowIn the unit feedback system given the shape, G(s),is given as. When a unit ramp is applied to the input of the system, 2% of the steady-state error and unit to the inputWhen the step is applied, it is desired that the percentage exceedance rate is 9.25% and the settling time is 0.58 s.1-In this case, which of the following is the approximate value of the constant a? 2-In this case, which of the following is the approximate value of the constant b? 3-Looking at the unit step response of the systemWhat is .peak time?BelowIn the unit feedback system given the shape, G(s),is given as. When a unit ramp is applied to the input of the system, 2% of the steady-state error and unit to the inputWhen the step is applied, it is desired that the percentage exceedance rate is 9.25% and the settling time is 0.58 s.1-In this case, which of the following is the approximate value of the constant a?Assume any finite duration discrete time signal x(n) following the necessary condition satisfying the property of energy signal of your own choice. Now consider a discrete time system whichperforms Amplitude scaling operation followed by time reversal operation based on y(n) = ax(n) + x(-n). Sketch the output of resultant signal. Now classify and justify your answer with necessary and sufficient conditions that whether the above system based on all types of system.
- For a unity-feedback system with G(s) = K / s(s + 20)(s + 40) operating with a 20% overshoot, design a compensator to decrease the settling time by a factor of 2 without affecting the percent overshoot:i. Find the uncompensated system's dominant poles, gain, and settling time. ii. Find the compensated system's dominant poles and settling time. iii. Find the compensator's pole position and required gain. (Assume the compensator’s zero is at -20).Consider unity negative feedback applied to the system: G(s) = k/s(s^2+4s+5) (a) Give a complete sketch of the root locus (0 ≤ k ≤ ∞) for this system assuming a unity feedback configuration. Make sure you show all the significant features on your sketch. Give particular attention to the angle of departure from the complex poles. (b) Indicate on your root locus diagram the point at which the damping ratio of the dominant poles is 0.5.Subject: Feedback and Control SystemDraw the Block Diagram of the following:2. The following very simplified model of the biological mechanism regulating human arterial blood pressure is an example of a feedback control system. A well-regulated pressure must be maintained in the blood vessels (arteries, arterioles, and capillaries) supplying the tissues, so that blood flow is adequately maintained. This pressure is usually measured in the aorta (an artery) and is called the blood pressure p. It is not constant and normally has a range of 70-130 mm of mercury (mm Hg) in adults. Let us assume that p is equal to 100 mm Hg (on the average) in a normal individual. A fundamental model of circulatory physiology is the following equation for arterial blood pressure: p = Qp Example:
- Consider the unity-feedback control system with the following feedforward transfer function: G(s) = K / s(s2+4s+5) (1) Plot the root locus. (2) Determine closed-loop poles that have the damping ratio of 0.5. Find the gain value K at this point. (3) For what value of K is the overshoot less than 10% and the maximum rise time less than 1.5s.Each item below describes key characteristics of a particular system (that is, a plant transfer function). For each system, describe the effect of proportional control on the stability of the closed-loop system. Specifically, 1) what can you say for small gains, and 2) what for large gains? (E.g., stable, unstable, inconclusive.) Provide a short explanation of your answers, with sketches as necessary.Consider the unity feedback system with the following root locus for K>0. Find the approximate value of K which leads to the maximum possible overshoot of the closed loop system. Also, find all ranges of K for which the system is overdamped and as well as the steady state error to a unit step input.
- Below is given the forward transfer function of a unity-feedback system.a) Determine the position, velocity, and acceleration error constants Kp, Kv, and Ka and the steady-state error for step, ramp, and parabolic inputs;b) If possible, use a proportional controller to give a steady-state error for ramp input of e_ss(ramp) ≤ 0.01; c) Determine the controller necessary to give zero steady-state error for a ramp input;d) Determine the controller necessary to give zero steady-state error for aparabolic input.For the unity-feedback system with G(s) = K / s(s + 5)(s + 11): i. Find the gain K for the uncompensated system to operate with a 30% overshoot.ii. Find the peak time (Tp) and Kv for the uncompensated system.iii. Design a lag–lead compensator to decrease the peak time by a factor of 2, decrease the percent overshoot by a factor of 2, and improve the steady-state error by a factor of 30. Assume the lead compensator zero is at -5. Please specify all poles, zeros, and gains.Control System , Given transfer function, T (s) = αs + β / s^2 + (α + 2)s + β (i) Pick a pair of values for parameters α and β such that the closed-loop system is stable (ii) Pick a pair of values for parameters α and β such that the closed-loop step response exhibitszero steady-state error. (iii) Pick a pair of values for parameters α and β such that the closed-loop step response isunderdamped, exhibiting a settling time of 4/5 seconds and a peak time of π/7 seconds.