Control Systems EE 4314 Final Study Guideline May 1, 2014 Spring 2014 Woo Ho Lee

Slides:



Advertisements
Similar presentations
Automatique by meiling Chen1 Lesson 11 Bode Diagram.
Advertisements

Chapter 10 Stability Analysis and Controller Tuning
Nyquist Stability Criterion
Chapter 10: Frequency Response Techniques 1 ©2000, John Wiley & Sons, Inc. Nise/Control Systems Engineering, 3/e Chapter 10 Frequency Response Techniques.
3. Systems and Transfer function
Loop Shaping Professor Walter W. Olson
CHE 185 – PROCESS CONTROL AND DYNAMICS
Chapter 7 System Compensation (Linear Control System Design)
Review. Please Return Loan Clickers to the MEG office after Class! Today! FINAL EXAM: Wednesday December 8 8:00 AM to 10:00 a.m.
Modern Control Theory (Digital Control)
Modern Control Theory (Digital Control)
Chapter 7: The Root Locus Method In the preceding chapters we discussed how the performance of a feedback system can be described in terms of the location.
I. Concepts and Tools Mathematics for Dynamic Systems Time Response
Lecture 9: Compensator Design in Frequency Domain.
Modern Control Systems (MCS) Dr. Imtiaz Hussain Assistant Professor URL :
Modern Control Systems (MCS)
Combined State Feedback Controller and Observer
ECE 8443 – Pattern Recognition EE 3512 – Signals: Continuous and Discrete Objectives: Stability and the s-Plane Stability of an RC Circuit 1 st and 2 nd.
Review Automatic Control
Dynamic analysis of switching converters
Automatic Control Theory School of Automation NWPU Teaching Group of Automatic Control Theory.
Automatic Control Theory-
بسم الله الرحمن الرحيم Islamic University of Gaza Electrical Engineering Department.
Chapter 7 Control Systems Design by Root-Locus Method 7.1 Introduction -The primary objective of this chapter is to present procedures for the design and.
Dan O. Popa, Intro to EE, Spring 2015 EE 1106 : Introduction to EE Freshman Practicum Lecture-Lab 12: Introduction to DC Motors and Control.
ECE 4115 Control Systems Lab 1 Spring 2005
Automatic Control System
1 Power Electronics by Dr. Carsten Nesgaard Small-signal converter modeling and frequency dependant behavior in controller synthesis.
Unit 5: Feedback and control theory An Introduction to Mechanical Engineering: Part Two Feedback and control theory Learning summary By the end of this.
2-1 (a),(b) (pp.50) Problem: Prove that the systems shown in Fig. (a) and Fig. (b) are similar.(that is, the format of differential equation is similar).
Feb 18, /34 Mechanical Engineering at Virginia Tech What to bring and what to study One 8.5 X 11 formula sheet, one side only, no examples. Save.
Professor Walter W. Olson Department of Mechanical, Industrial and Manufacturing Engineering University of Toledo Loop Shaping.
INC 341PT & BP INC341 Frequency Response Method (continue) Lecture 12.
Automatic Control Systems
Automatic Control Theory School of Automation NWPU Teaching Group of Automatic Control Theory.
Fundamentals of PWM Dc-to-Dc Power Conversion Dynamic Performance of PWM Dc-to-Dc Converters.
1 Chap 6 The Compensation of the linear control systems P553.
Lecture 4: Electrical Circuits
F REQUENCY -D OMAIN A NALYSIS AND STABILITY DETERMINATION.
自动控制原理 西南交通大学电气工程学院 朱英华 (Catherine) The Principle of Automatic Control.
Control Systems EE 4314 Lecture 29 May 5, 2015
Control Systems Engineering, Fourth Edition by Norman S. Nise Copyright © 2004 by John Wiley & Sons. All rights reserved. Figure 13.1 Conversion of antenna.
EE2253 CONTROL SYSTEM PRESENTED BY S.S.KARTHIKA, AP/EEE
Chapter 6: Frequency Domain Anaysis
Control Systems EE 4314 Lecture 12 February 20, 2014 Spring 2014 Woo Ho Lee
Biomedical Control Systems (BCS) Module Leader: Dr Muhammad Arif muhammadarif Batch: 10 BM Year: 3 rd Term: 2 nd Credit Hours (Theory):
Frequency Response Analysis
ChE 182 Chemical Process Dynamics and Control
05/05/2009 Fall 2008 Advanced Topics (EENG 4010) Control Systems Design (EENG 5310)
EE 401 Control Systems Analysis and Design
1 Time Response. CHAPTER Poles and Zeros and System Response. Figure 3.1: (a) System showing input and output; (b) Pole-zero plot of the system;
DEPARTMENT OF MECHANICAL TECHNOLOGY VI -SEMESTER AUTOMATIC CONTROL 1 CHAPTER NO.6 State space representation of Continuous Time systems 1 Teaching Innovation.
Professor Walter W. Olson Department of Mechanical, Industrial and Manufacturing Engineering University of Toledo Lecture 24a Problem Session.
Control Systems Engineering, Fourth Edition by Norman S. Nise Copyright © 2004 by John Wiley & Sons. All rights reserved. Figure 10.1 The HP 35670A Dynamic.
Control Systems EE 4314 Lecture 26 April 30, 2015 Spring 2015 Indika Wijayasinghe.
6/12/20161 SOEN 385 Control Systems and Applications Instructor: T. D. Bui Office: EV Office hours:
Lecture 16 Bode Analysis, stability, Gain and Phase Margins North China Electric Power University Sun Hairong.
Signals and Systems, 2/E by Simon Haykin and Barry Van Veen Copyright © 2003 John Wiley & Sons. Inc. All rights reserved. Figure 9.1 (p. 664) Two different.
1 Chapter 9 Mapping Contours in the s-plane The Nyquist Criterion Relative Stability Gain Margin and Phase Margin PID Controllers in the Frequency Domain.
AUTOMATIC CONTROLS(ME- 308 F ) By Mr. Hari Mohan Rai ECE DEPARTMENT.
Page : PID Controller Chapter 3 Design of Discrete- Time control systems PID C ontroller.
Lesson 20: Process Characteristics- 2nd Order Lag Process
Control Systems EE 4314 Lecture 12 March 17, 2015
Modeling in the Frequency Domain
Frequency Response Techniques
UNIVERSITI MALAYSIA PERLIS SCHOOL OF ELECTRICAL SYSTEM ENGINEERING
Chapter 8. Frequency-Domain Analysis
IntroductionLecture 1: Basic Ideas & Terminology
Exercise 1 For the unit step response shown in the following figure, find the transfer function of the system. Also find rise time and settling time. Solution.
Chapter 1 Introduction.
Presentation transcript:

Control Systems EE 4314 Final Study Guideline May 1, 2014 Spring 2014 Woo Ho Lee

Woo Ho Lee Control Systems EE 4314, Spring 2014 Announcement Lab#5 report due by Thursday at 3:20PM (May 1) Lab#6 report due by May 6 at 2:00PM All reports and HWs should be turned in before Final exam. Final Exam is on May 6, Tuesday at 2-4:30PM – Five or six problems – You can bring a 6 page HAND WRITTEN cheat sheet – No calculator or electronic device

Woo Ho Lee Control Systems EE 4314, Spring 2014 Final Exam Study Lecture note and Franklin Textbook – Ch.2 Dynamic model: 2.1, 2.2, 2.3 – Ch.3 Dynamic response: – Ch.4 First analysis of Feedback – Ch.5 Root-Locus: – Ch.6 Frequency response: – Ch.7 State-Space design: – Ch.8 Digital Control

Woo Ho Lee Control Systems EE 4314, Spring 2014 Ch.2 Dynamic model: 2.1, 2.2, 2.3 Should be able to drive the equations of motion, to draw the block diagram, and to obtain the transfer function – Mechanical system Linear and rotational motion Mass, spring, damper system – Electrical system KCL, KVL Circuit, OP-Amp – Electromechanical system Law of motor Law of conservation

Woo Ho Lee Control Systems EE 4314, Spring 2014 Ch.3 Dynamic response: Laplace transform – Final value theorem – Inverse Laplace transform Block diagram Pole location and dynamic response – First and second order systems Natural frequency and damping ratio Time domain specifications – Rise time, overshoot, settling time Routh’s stability criterion

Woo Ho Lee Control Systems EE 4314, Spring 2014 Ch.4 First analysis of Feedback Basic equations of control – Stability – Tracking – Regulation – Sensitivity System type and position and velocity constants PID control

Woo Ho Lee Control Systems EE 4314, Spring 2014 Ch.5 Root-Locus: Should be able to draw and analyze root- locus, and design compensator

Woo Ho Lee Control Systems EE 4314, Spring 2014 Ch.6 Frequency response: Frequency response – Magnitude and phase – Bode plot Nyquist stability criterion – Nyquist plot Stability margins – Gain margin, phase margin Lead and lag compensator design

Woo Ho Lee Control Systems EE 4314, Spring 2014 Ch.7 State-Space design: State-space formulation – Canonical form Full-state feedback controller design – Closed-loop poles – Ackermann’s formula – LQR – Controllability and Observability

Woo Ho Lee Control Systems EE 4314, Spring 2014 Digital Control: Z-Transform – Z-Plane Digital controller design – Discrete equivalent Tustin and MPZ methods – Discrete design