Consider the following transfer-function system:2s2 + 3s +1Y(s)U(s)g3 + 582 + 6s+76) The observable canonical state-space representation of this system is5 1 026 0 1x +3 u; y = [1 0 0 ] ¤7 0 01 06 0 17 0 0x +2 u; y= [10 0]xo 0] *-5-61x + | 2 | u;y = [1 0 0] x-7 0 03-512-6 01x+ | 3 | u;y = [1 0 0]x-7 0 0

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Answered: The observable canonical state-space…

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...

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1)For the forward transfer function G(s) = K(s+2)(s+3) / (s2 -2s +2) a) Use MATLAB function to sketch the root locus. b) Find the range of K for which the system is stable
i didnt understand how the slopes were calculated and how the transfer function was initially written/concluded can you please solve it in a more detailed manner and the final answer given to me is H(s)=10 ((s+10)(s+1000))/(s+1) = 10^5 ((s/10+1)(s/1000+1)) / (s+1) are they identical? and please resolve in a more detailed manner as i didnt understand the stuff i stated above. Thank you!
I need answer ASAP. Thank youu! For the network shown below, determine the transfer function G(s) = Vo(s)/Vi(s). show the details of your work. Write your answer on a white typewriting paper, scan it in JPEG format, and paste it into the space provided below.
For the following system / transfer function, find State-Space-Model in Observer-Canonical-Form T(s) = 0.19 / [ S2 +75.9S + 1314.9]
11 - When 2u (t) is applied to the input of the control system given the transfer function at the top, the output response of the system is as follows. (U (t) is the unit step function.) In this case, what is the rise time of the system? (you can find it from the graphic)A) 0.275 sB) 0.55 sC) 0.183 sD) 0.367 sE) 0.44 s
I need help with the question below 1. Using the initial and final value theorems, find the initial and final value of the zero-state response of a system with the transfer function H(s) = (6s^2 + 3s + 10)/(2s^2 + 6s + 5)and input x(t) = u(t).2. Repeat part (a) for the input x(t) = e^(−t)u(t).
Examine the stability of the closed-loop systems with T(s) transfer function. Determine the number of the unstable poles. T(s) = ( 10 / (s^5 + 2*(s^4) + 3*(s^3) + 6*(s^2) + 5*s + 3) )
What will be the damping ratio of a system with transfer function G(S)=5/(3s2 +2s+3)? a. 0.33 b. 1.5C. 0.5 d. 2
1. find the transfer function (H(p)= S(p)/E(p)) of the circuit 2. what happens to H(p) if we consider R1=0. What system is it? 3. what happens to H(p) if we consider R2=0. What system is it?
Root Locus Question Utilizing root locus techniques (by hand) prove that for the transfer function K*G(s) where G(s) = 1/(s^2+s+10) there is no value for K that will allow for less than 16% overshoot. Sketch the region of allowance on the root locus which would give less than 16% overshoot as added proof to the statement 5
Task 4: please create a single bit magnitude comparator circuit diagram. And provide truth table(s). Task 5: create 8-bit magnitude comparator by cascading the previous diagram. Please add the created circuit to the circuit attached.
32 - When 2u (t) is applied to the input of the control system given the transfer function at the top, the output response of the system is as follows. (U (t) is the unit step function.) In this case, what is the settlement time of the system? (you can find it from the graphic)A) 0.67 sB) 1.0 sC) 0.5 sD) 0.33 sE) 0.8 s

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