Consider the control system has state space matrices as:1 a131[이3A =|3 -4B = |3, C = [1 o 0], D = [0], The system has-3La312s-10transfer function (G(s) =;); In this case the values of ( a13 and as1)53+4s²-6s+14 and-2 O-3 and 1 O-2 and 3 O-2 and 4 O

Answered: Image /qna-images/answer/fd697799-0da3-4e24-8797-7aaf053d1934.jpg

Consider the control system has state space matrices as: 3 1 a13] [0] A =| 3 la31 0], D = [0], The system has -4 1 B = |3,C = [1 -3 s-10 transfer function (G(s) :); In this case the values of ( a13 and as1) %3D 53+4s²-6s+1 4 and-2 O -3 and 1 O -2 and 3 O -2 and 4 O

Consider the control system has state space matrices as: 3 1 a13] [0] A =| 3 la31 0], D = [0], The system has -4 1 B = |3,C = [1 -3 s-10 transfer function (G(s) :); In this case the values of ( a13 and as1) %3D 53+4s²-6s+1 4 and-2 O -3 and 1 O -2 and 3 O -2 and 4 O

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

Home work (1-3) Q1: For the system shown in figure (1), find the transfer function C(s)/R(s) 0.5 R(s) C(s) 16 (s+ 4) 1.5 Figure (1)
Determine the circular convolution of x [n] and h[n] x [n] = 6 [n] – 6ln – 1] + 6 [n – 3] h[n] = S [n] 8[n - 3] Answer the following questions 1. h[n] must be padded with zeros. 2. The circular convolution can be expressed as y [n] = ao + a18 [n – 1] + a28[n – 2] + az8 [n – 3] Determine the values of a1, a2, a3, and a4
As per bartleby honor code I can submit 3 questions. So please solve all the 3.
I need the answer as soon as possible.
Please provide Handwritten answer. Electrical Engineering It is a common practice to low-pass filter signals before feeding them into an A/D Converter. The purpose of this filter is to eliminate any noise or other frequency components beyond a useful frequency range. For instance, if you are recording ECG, you would low-pass filter it at 100Hz because there is no useful frequency components beyond 100Hz and if there is any component that would be noise. What problem arises during sampling of the signal by the A/D Converter if this pre-filter is not used? How does the sampling frequency need to be adjusted with and without the pre-filter? Answer the question considering Nyquist theorem.
Answer questions 2.b.1) In 30 min
Control System. Answer Step by Step Dont copy from bartleby.
In which option the expression of the digital circuit in the figure in terms of the sum of canonical minimers is given correctly.
Q2-A: What is the value of N₁? A) 0.0298 B) 1.2320 C) 0.0885 D) 9.0065 C = [0 1] D= [0 0] The state-space representation of a system is given above. Find the transfer function of the given syste Q2-B: What is the value of D₁? A) 0.0032 B) 3.2352 C) 21.3424 D) 0.1828 A = 10 Q2-C: What is the value of D₂? A) 7.9832 B) 0.2578 -2.4048 10.83333 -2.2381 C) 0.8627 D) 1.2389 2.2381] B =[-1117 0.5714] G₂ = O N₁ D₂s² + D₂s +1
MATLAB SCRIPT PLEASE!
Detamine the stability 7 the below Usiy pole-Zewpiot =(s1) 2 stem with transfer funchion given HCs) =s-1) s3s+2
For the state space representation * x= [x+u Y = [0 1]X The transfer function is given as As + B G(s)= Cs² + Ds + E Hint: use D operator. If the parameters are given as, choose the correct option: O a 2 + A-0: B-8: C-1: E-8 A-0: B-1 C-1 D--12 A-0: C-1: D--10: E-16 A-0 B-2: D--11: E-32 B-8C-1 D-6E-8 C 8