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Q3: Analyze the system G(s) =; , and replace the poles by the desired poles -1, -3, -5. (C4) (+5)(5+4) Q4: Develop the linearized model of the given non-linear function(anyone). (CS) 1. x = x,x2 + sin x, + uf * = u – 3x,e- 'or 2. i = x2 1 *, =(-g sin(x,))

Q3: Analyze the system G(s) =; , and replace the poles by the desired poles -1, -3, -5. (C4) (+5)(5+4) Q4: Develop the linearized model of the given non-linear function(anyone). (CS) 1. x = x,x2 + sin x, + uf * = u – 3x,e- 'or 2. i = x2 1 *, =(-g sin(x,))

Introductory Circuit Analysis (13th Edition)
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 Q3: Analyze the system G(s) : and replace the poles by the desired poles -1, -3, -5. (C4) (5+5)(s+4) Q4: Develop the linearized model of the given non-linear function(anyone). (C5) 1. xi = x1x2 + sin x + uỉ iz = už – 3xze-*1 'or 2. * = x2 *: =7(-g sin(x3)) 1 ** = [u – (2mx,x, + T;)*4 – (mgx, +Mg) cosx] mxf + T
Transcribed Image Text:1 Q3: Analyze the system G(s) : and replace the poles by the desired poles -1, -3, -5. (C4) (5+5)(s+4) Q4: Develop the linearized model of the given non-linear function(anyone). (C5) 1. xi = x1x2 + sin x + uỉ iz = už – 3xze-*1 'or 2. * = x2 *: =7(-g sin(x3)) 1 ** = [u – (2mx,x, + T;)*4 – (mgx, +Mg) cosx] mxf + T
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