Write the MATLAB code of the Problem already solved Now the close loop transfer function will beT (s) =Go(s)1+Go(s)T (s) =%3DI+T (s)s(s+)+ (K, +sKp)(K,+sKp)%3DT (s) =---(1)Standard equation of the 2 nd order systemT, (s) =compare equation (1) and (2),240, = (1 + gKp)since damping factor to, = 0.8, so1.6 = (1 + gKp)(1.65-1)Kp =gK,%3D5.quKI Transfer Function and Step ResponseINSTRUCTIONS:2. Carry out a proportional-integral control that guarantees a damping factor of 0.8.G(s) = g/ Ts +1The Block diagram of the given system will beRS)+,PIGain of the PI controller will bePI= (Kp + )Overall open loop gain of the systemGo (s) = (Kp + ) ()I+5(Ki+sKp)Go (s) =(*:)

Answered: (KI skp) 1+ (Ki+sKp) s(s+)+{ (K, +nKp)…

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(KI skp) 1+ (Ki+sKp) s(s+)+{ (K, +nKp) (K,+sKp)

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Question

Write the MATLAB code of the Problem already solved

Now the close loop transfer function will be
T (s) =
Go(s)
1+Go(s)
T (s) =
%3D
I+
T (s)
s(s+)+ (K, +sKp)
(K,+sKp)
%3D
T (s) =
---(1)
Standard equation of the 2 nd order system
T, (s) =
compare equation (1) and (2),
240, = (1 + gKp)
since damping factor to, = 0.8, so
1.6 = (1 + gKp)
(1.65-1)
Kp =
gK,
%3D
5.
qu
KI

Transfer Function and Step Response
INSTRUCTIONS:
2. Carry out a proportional-integral control that guarantees a damping factor of 0.8.
G(s) = g/ Ts +1
The Block diagram of the given system will be
RS)
+,
PI
Gain of the PI controller will be
PI= (Kp + )
Overall open loop gain of the system
Go (s) = (Kp + ) ()
I+5
(Ki+sKp)
Go (s) =
(*:)

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