If I have to ask the question piece by piece, write down how I should ask it.Subject : "Lineer Algebra"(ElectricalEngineering)Books about the question:"Chi Tsong Chen, Linear System Theory and Design"“John S. Bay, Fundamentals of Linear State Space Systems"NOTE:ACalculatorOrComputerCanBeUsedForNumericalCalculations(MatrixMultiplication,Polynom-ialRoots, Etc.),ButTheQuestionsCannotBeSolvedByTheComputer.SomeQuestionsMayNotHaveSolut-ions,ExplainThemWithTheirReasons.1. The input of the adjacent circuit is “u(t) = V1(t)"and its outputs are "yı (t) = ig1(t)" (current on R1)İR1,and "y2 (t) = V11 (t)" (Voltage on L1).R1L1C1a) Obtain the state space representation of the system for "x, (t) = Vca(t)" and "x2 (t) = i1(t)".b) (in parameters)c) Obtain the state space representation of the system for the state variables ;(t) = 2ig1 (t) + V11 (t) andK2(t):= 3 )dt. (in parameters)d) For "R1 = 1, C1 = 1, L1 = 1", find the transfer function matrix of the system separately from therepresentations in options a and b and compare the results.e) For "R1 = 1, C1 = 1, L1 = 1", find the impulse response matrix of the system separately from therepresentations in options a and b and compare the results.f) Draw the impulse response. (Note: You can draw with a computer (MATLAB etc.) if you want.)g) Repeat c, d, e for "R1 = 1, C1 = 1, L1 = 4"

Since you have posted a question with multiple sub-parts, we will solve the first three subparts for…

a) Obtain the state space representation of the system for "X1 (t) = Vca(t)" and "X2 (t) = i1(t)". b) (in parameters) c) Obtain the state space representation of the system for the state variables 1(t) = 2iµ1(t) + Vz1(t) and £2(t) = 3de (in parameters) dt. d) For "R1 = 1, C1 = 1, L1 = 1", find the transfer function matrix of the system separately from the representations in options a and b and compare the results.

a) Obtain the state space representation of the system for "X1 (t) = Vca(t)" and "X2 (t) = i1(t)". b) (in parameters) c) Obtain the state space representation of the system for the state variables 1(t) = 2iµ1(t) + Vz1(t) and £2(t) = 3de (in parameters) dt. d) For "R1 = 1, C1 = 1, L1 = 1", find the transfer function matrix of the system separately from the representations in options a and b and compare the results.

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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Circuit Theory 2 Analysis