Problem 2 onsider the feedback system in Figure B2 C(s) G(s) Figure B2 where k C(s) = 1 G(s) = (s+2)(s+3) and k is a positive gain. Plot the root locus for this particular closed-loop system, and describe how the stability of the system and the transient responses are likely to vary for different ranges of the controller's gain k.

Problem 2 onsider the feedback system in Figure B2 C(s) G(s) Figure B2 where k C(s) = 1 G(s) = (s+2)(s+3) and k is a positive gain. Plot the root locus for this particular closed-loop system, and describe how the stability of the system and the transient responses are likely to vary for different ranges of the controller's gain k.

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

See similar textbooks

Similar questions

The state-space of a control system given a: Design the state feedback gain matrix using the direct comparison method. Where the new closed- loop poles are to be placed at s = −2, and s=4. The state feedback gains are: a. 0 1 * = [_₂_²³] [₁²]+] ₁₁ -L-2 x U -3 b. k₁ = 6, k₂ = 3 k₁ = −3, k₂ = −6 k₁ = −10, k₂ = −5 d.k₁ = −5, k₂ = -10
Asap
Figure Q2 shows the block diagram of a unity-feedback control system 2.1- Determine the characteristic equation. 2.2- Using the Routh-Hurwitz criterion to determine the range of gain, K to ensure stability and marginally stability in the unity feedback syste m. R(s) + C(s) K (6s+2) 3+25+ 4 1/2
Explain how poles and zeros are important in a feedback control system and the differences between them.
Problem 8. For the feedback control system given in the figure on the right, R(s) (a) Find the closed-loop transfer function, C(s)/R(s). (b) Determine the system's stability range for gain Kusing Routh-Hurwitz criterion. K 1 s(s+ 2)(s + 5) S C(s) (c) What is the type of the system? (Hint: you need to convert the system to a simple unity feedback.) (d) Sketch the root-locus in Matlab (hint: you need to use the open-loop transfer function with K = 1) and validate the stability region you found in (b (e) Plot the step responses up to 10 seconds for the input of 1.5u(t) when the gain K = 22 and has the value that makes the system marginally stable on the same plane. (f) Calculate the steady-state error for the input step of 1.5u(t) for K = 22. Confirm the result with the related plot you obtained in (e). (g) Calculate the steady-state error now for an input ramp of 1.5tu(t) for K = 22 and plot this response together with the input function up to 10 seconds in order to indicate the…
A unity feedback system with forward loop transfer function of 5 G(s) = s(s² + 6s + 10) 1- Determine the closed-loop dominate poles. 2- Design a lag compensator such that the velocity constant will increase to 10. 3- Determine the settling time of the compensated system. 4- Discuss the results.
Feedback control systems question. Please answer as soon as possible.
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) 1
Pls do correct and handwritten
Given 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.
1. Among the advantages of the control system, what specific advantage addresses that most electrical devices has not enough power to produce the desired output and need a special circuitry that will increase the output signal? 2. A type of control system that has a unidirectional process that the signal travels from input to output? 3. What is the other term for a type of a feedback system that feeds power to the input signal that will result to increase in the output?
Can you answer this question by showing all the steps and explain the all the details that necessary for question. Especially can you write down why you used that formula or calculation etc. Thanks in advance.