Use the image below for question Question A & B (2 Parts) Solve carefully and label both parts (circle finalanswer(s) (Use image Below)QuestionWe have the following state space model:й 3 4x1 — 16х, + 10u,uz*2 = 3x3 – 9u2y = 5x1u2 + 3x2u1%3DPart A - Determine equilibrium values. u1 is a free variable and set its equilibrium to zero.uz is also a free variable, but choose a nonzero, positive value for its equilibrium.b)Part B - Linearize the state space model about these equilibrium values and show the A, B„C and D matrices for the linearized state space model. Show the linearization processclearly.

Answered: Image /qna-images/answer/6908fb15-5903-468d-908d-53148af06698.jpg

We have the following state space model: *1 = 4x1 – 16x2 + 10u1Uz *2 = 3x3 – 9uz y = 5x1u2 + 3x2u1 art A - Determine equilibrium values. u1 is a free variable and set its equilibrium to zero. 2 is also a free variable, but choose a nonzero, positive value for its equilibrium. art B - Linearize the state space model about these equilibrium values and show the A, B C and D matrices for the linearized state space model. Show the linearization process

We have the following state space model: 1 = 4x1 – 16x2 + 10u1Uz 2 = 3x3 – 9uz y = 5x1u2 + 3x2u1 art A - Determine equilibrium values. u1 is a free variable and set its equilibrium to zero. 2 is also a free variable, but choose a nonzero, positive value for its equilibrium. art B - Linearize the state space model about these equilibrium values and show the A, B C and D matrices for the linearized state space model. Show the linearization process

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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