MC300 Class Schedule – Summer, 2010
MC300 Home Page

Week / Text

Lecture / Discussion

Reference

Assignment

May. 25
Ch. 1

Course Introduction, Intro to Modern Control Theory, MatLab/Octave

Get ahead in your reading
Lecture01, Guide to Classical Control,

Control Tutorials for MATLAB and Simulink, The MatLab Language, MatLab Tutorial

ProblemSet1

ProblemSet1 – Solutions (Later)

June 1
Ch. 2

Mathematical Models of Systems
Laplace Transforms

Lecture02, Lecture03, Lecture04,

Laplace, Laplace Properties, Laplace & LTI

E2.4, E2.6, E2.27, P2.2, P2.12, P2.36 (a & c), CP2.2 (by hand, without MatLab), CP2.3

June 8
Ch. 3

State Variable Models
Linear Algebra Review
Review for Exam 1

Lecture05, Lecture06, Lecture06b, Lecture07

E3.6, E3.9, E3.13, E3.21, P3.7, P3.32, P3.34, CP3.4

June 15
Ch. 4

Feedback System Characteristics

Exam 1: Ch. 1 – 3

Lecture08, Lecture09, Lecture10, Lecture11

 E4.3, E4.4, E4.7 (a), (c), (d), E4.13, P4.15, AP4.5, DP4.3, DP4.5

June 22
Ch. 12.1-12.2

Ch. 5

Exam 1 Reprise

Design Examples, System Sensitivity
 System Performance

Lecture12, Lecture13, Lecture14

E5.6, E5.7, E5.9, E5.10, P5.1, P5.4, P5.19, DP5.6

June 29
Ch. 6.1-6.3,

Ch. 7

Stability, Root Locus
PID

Lecture15, Lecture16, Lecture17, Lecture18, Lecture19, Lecture20

E6.1, E6.2, E6.6, E6.10, E6.23, P6.7, DP6.1, CP6.5,
E7.1, E7.7, E7.15, P7.1, P7.14, CP7.1

July 6
Ch. 8
Ch. 9

Frequency Response
Stability in the Frequency Domain

Lecture21, Lecture22
Lecture25, Lecture26

E8.12, E8.13,
E9.1, E9.12 (a),(b), E9.17, E9.24, E9.28, P9.4

July 13
 Ch. 10

Specifications,

Control System Design
Review for Exam 2

Lecture23, Lecture24

E10.1, E10.7, E10.14, P10.14, P10.15

July 20
Ch. 11

Exam 2: Ch. 4-9
 Overview of Design using State Variables (Not in the Final Exam)

Lecture27, Lecture28, Lecture28b

Prepare for the Final Exam

July 27

Exam 2 Reprise
Course Review

A Student's Guide to Classic Control

 

Aug. 3

Final Exam: Comprehensive

Chapters 1-10

 

 

Lecture Note Errata

Lecture 5, slide 26: Below 'In matrix form', insert 'x(t)' after the 2x2 matrix.