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EE 311 : Linear Systems
Course information
Spring 2010
|
Name: |
Dr. Ali Ganoun (Group
A)
Dr. Ali Altowati (Group
B) |
|
Office: |
87, 25 |
|
E-mail: |
ali.ganoun@gu.edu.ly ,
ali.altowati@gu.edu.ly |
|
Office hours: |
Sat. 10:30-12:30 |
|
Lecture Times: |
Group (A): Sat. 8:30-10:30
Mon. 12:30-13:30
Group (B): Mon. 8:30-10:30
Thu.
12:30-13:30 |
|
Lecture Location: |
Hall: 10, 32 |
|
First Midterm exam: |
April, 2010 |
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Second Midterm exam: |
May, 2010 |
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Final exam: |
July, 2010 |
Lecture topics
-
Linear systems
·
Introduction
·
Classification of systems
·
Linearity
-
Discrete-time systems
·
Linear difference equations
·
Frequency response of continuous-time
systems
·
Convolution and Impulse Response
·
State-Space description of linear discrete
Systems
-
The z-Transform
·
Definition and Examples
·
Convergence of the
z
–Transform
·
Properties of z
–Transform
and its applications
·
Inversion of z – Transform
-
Continuous-time systems
·
Linear differential equations
·
Frequency response of continuous-time
systems
·
Convolution and Impulse Response
·
State-Space description of linear continuous
Systems
-
The Laplace Transform
·
Definition and Examples
·
Convergence of the
LaplaceTransform
·
Properties of Laplace Transform and its
applications
·
Inversion of Laplace Transform
-
Fourier Transform: Its properties and
application
Grading will be based on the following
weighting
|
ACTIVITIES |
PERCENTAGES |
|
Homework |
10% |
|
Quizzes |
10% |
|
1st exam |
20% |
|
2nd exam |
20% |
|
Final exam |
40% |
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Total: |
100% |
Required Textbook:
·
R. Gabel, Signal and linear systems; 3rd
edition,
Other references:
·
B.P Lathi. Signal Processing and Linear
Systems. 1998, Berkeley-Cambridge Press.
·
B. Girod. Signal and Systems. 2001,Wiley and
Sons Ltd.
·
J. Proakis. Digital Signal Processing. 3rd
edition, 1996, Prentice Hall.
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EE 311 Calendar description |
Lecture 1:
Introduction to Linear Systems
Lecture 2:
Discrete Time Systems - Linear difference
equations
Lecture 3:
Discrete Time Systems - The Frequency
Response
Lecture 4:
Discrete Time Systems - Convolution and
Impulse response
Lecture 5:
Discrete Time Systems - State Variable (1)
Lecture 6:
Discrete Time Systems - State Variable (2)
Lecture 7:
The Z-Transform - Introduction
Lecture 8:
The Z-Transform - The Properties of
Z-Transform
Lecture 9:
The Z-Transform - Rational z-Transforms
Lecture 10:
The Z-Transform - Inversion of the
Z-Transform
Lecture 11: Continuous
time systems - Linear Differential Equations
Lecture 12: Continuous
time systems - State Variable
Lecture 13: Laplace
Transform
– Introduction
Lecture 14:
Laplace Transform - Inversion of Laplace
Transform
Lecture 15:
Fourier
Analysis
Homework (1) Solution
Homework (2) Solution
Homework (3) Solution
Homework (4) Solution
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