Department of Electrical and Computer Engineering

• Assignments
• Copies of Lectures Slides
• Textbook
• Useful Links
• Assessment
• Links to Policies and Regulations

Assignments

Assignement problems (from section B of the textbook) will be posted here.

Completed assignments should be submitted using UVic's Brightspace site by 6pm the date they are due.
Watch an example of assignment submission.

Solutions to the assignments will be posted here.

Assignment #1 (Due Saturday, Jan 18)

Problem: Consider the unity negative feedback system with G(s)=20*K/[s(s+1)(s+20)].
1. Sketch the root locus.
2. Find Kv.
3. Sketch Bode and Nyquist plots.
4. Find K so that zeta=sqrt(2)/2 for the closed loop system.
5. Find phase and gain margins for this K.
6. Sketch the step and ramp responces of the closed loop system for this K.
7. Discuss the connection between Kv, zeta, margins and the responce of the closed loop system.
For the solution in pdf format, Click here.

Assignment #2 (Due Saturday, January 25) :

Questions B-2-7, B-2-12, B-2-17 from the textbook.
For the solution in pdf format, Click here.

Assignment #3 (Due Sunday, February 2) :

Problem 1: Sample the two signals x1(t)=sin(2*pi*3*t) and x2(t)=sin(2*pi*0.3*t) with sampling period T=0.2.
Sketch the spectrum of the continuous signal, the spectrum of the sampled one and the reconstructed signal obtained by ideal lowpass filtering of the sampled signal. Confirm your results with Matlab. For a .m file, Click here.

Questions B-3-4, B-3-6, B-3-7, B-3-15, B-3-19 from the textbook.

For the solution in pdf format, Click here.

Assignment #4 (Due Sunday, February 9) :

Questions B-3-20, B-4-4, B-4-8 from the textbook.
For the solution in pdf format, Click here.

Assignment #5 (REVISED Due: Thursday, February 20)

• Study Examples 7.26 and 7.27 form K. Ogata, "Modern Control Engineering" and Example 4-12 from K. Ogata, "Discrete Time Control Systems".
  The .m files ex_4_12.m, lead_c.m, lag_c.m and ex_4_12.out are helpful for this.

• Solve questions B-4-10 (Use PI control) and B-4-15 from the textbook.
  The .m files ass_5.m, lead_c.m, lag_c.m, and ass_5.out are helpful for compensator design B-4-15.
  

Copies of Lecture Slides

Copies of the lecture slides (in pdf format) are available here for downloading.

• ECE460.pdf (Sections A,B,C combined; about 2.8 MB)
• z Transform Tables
• Revised pages A_p60-62

Course Lecture Notes

Unless otherwise noted, all course materials supplied to students in this course have been prepared by the instructor and are intended for use in this course only. These materials are NOT to be re-circulated digitally, whether by email or by uploading or copying to websites, or to others not enrolled in this course. Violation of this policy may in some cases constitute a breach of academic integrity as defined in the UVic Calendar.

Textbook

1. Required

	Title	: Discrete Time Control Systems, 2nd Edition
	Author	: K. Ogata
	Publisher	: Prentice-Hall
	Year	: 1995

2. Recommended

	Title	: MATLAB student Version
	Publisher	: The MathWorks
	See also	https://www.mathworks.com/academia/students.html

3. For information on Matlab available at UVic computers see here

Useful Links

• A brief history of Feedback Control
• The Impact of Control Technology
• IEEE Control Society Video Library
• Control Engineering Virtual Library

Course Assessment

	Assignments	: 5%
	Mid-term	: 35% Monday, February 24
	Final	: 60%

The final grade obtained from the above marking scheme for the purpose of GPA calculation will be based on the percentage-to-grade point conversion table as listed in the current Undergraduate Calendar.

Assignment of E grade and supplemental examination for this course will be at the discretion of the Course Instructor.More information and links to the detailed policies can be found in the course outline.

Links to Policies and Regulations

General Information on Policies and Regulations can be found in the Course Outline.

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