ELG 3125 SIGNAL AND SYSTEM ANALYSIS
Formula sheets for ELG3125
Continuous-time
and discrete-time signals. Mathematical descriptions of
systems. Properties of systems. Convolution and impulse
response of continuous and discrete-time linear time invariant (LTI)
systems. Fourier series of periodic continuous and discrete time
signals. Decomposition and approximation of signals by sums of
orthogonal functions. The Fourier transform of continuous and
discrete time signals. Frequency response of systems.
Frequency selective filtering. First and second order
systems. Sampling and interpolation of continuous time
signals. LTI system analysis with Laplace transforms.
COURSE
OUTLINES
LEC 1 |
Wednesday |
13:00 - 14:30 |
LPR 155 |
LEC 2 |
Friday |
11:30 - 13:00 |
LPR 155 |
DGD |
Wednesday |
17:30 - 19:00 |
LEE A131 |
LAB 1 |
Tuesday |
11:30 - 13:00 |
STE 0130 |
LAB 2 |
Tuesday |
17:30 - 19:00 |
STE 0130 |
LAB 3 |
Tuesday |
17:30 - 19:00 |
STE 0131 |
Midterm: Wednesday Oct 10, 2012 during the tutorial.
Office Hours
Jianping Yao, Monday
14:30-17:00, Wednesday 14:30-17:00, STE 5005
TA (tutorial): Mahmoud Gad, STE4001, mabdu072@uottawa.ca,
TA (lab): Hiva Shahoei,
hiva.shahoei@gmail.com, CBYB408, Tel: 613-5625800 x 6233
LECTURE NOTES:
Chapter
1 Signal and Systems
Chapter
2 Linear Time-Invariant Systems
Convolution
demo1, Convolution
demo2, Convolution
demo3
Chapter
3 Fourier Series Representation of Period Signals
Chapter
4 The Continuous-Time Fourier Transform
Response
of a 2nd-order LTI system
Chapter
5 The Discrete-Time Fourier Transform
......
LAB MATERIALS:
Lab1: Introduction
to Matlab
Lab2: Presentation
ASSIGNMENTS AND SOLUTIONS:
PAST YEAR EXAMS:
|