EE 301
Signals and Systems I
Course Syllabus (Fall 2013)
Fairfield
University School
of Engineering
|
Course Number: EE 301 |
Course Name: Signals & Systems I |
|
Time: 11:00am-12:15pm |
Course Location: Bannow 318 |
|
Instructor: Jeffrey N. Denenberg |
Final Exam:
Design Project |
|
Office: Bannow 301C |
Hours: Tues,
Wed & Fri 11:00AM – Noon, |
|
Office Phone: (203)
254-3330 |
Google Voice: (203) 513-9427 |
|
Email: jeffrey.denenberg@ieee.org |
Course Description:
This course analyzes continuous signals and systems utilizing frequency domain techniques which include the Fourier
series, Fourier Transform and
Laplace transforms. Included are the important properties and identities
of
these of these techniques
which
include convolution, impulse response, transfer function and others. The student will gain insight into the duality between the time and frequency domains and techniques for
modeling Linear Time Invariant (LTI)
systems.
Since no real system is noise free, the course will discuss
the various types and sources
of
noise, the impact of noise on LTI systems, and
calculation of the signal to noise ratio.
Sampling theory will
be
discussed as a bridge to discrete time
systems. Discrete time
systems
will
be
studied with the z-transform and discrete Fourier
transform.
MATLAB will be used as a tool
to
aid in understanding concepts and solving problems.
Prerequisites:
EE 221 or
equivalent
Objectives and
Outcomes
|
No. |
Objective |
Outcome |
a-k |
|
1 |
To understand and apply the principles of
LTI systems |
Students will analyze LTI systems with
differential
equations
as well as
Fourier and Laplace Transforms. |
a, e, i |
|
2 |
To understand and apply Laplace Transforms
to LTI systems |
Student will
apply Laplace transforms
to
“real world” engineering problems. |
a, e, i, j |
|
3 |
To understand and apply Fourier Series to LTI systems |
Students will
learn and apply Fourier Series in real world contexts. |
a, e, i, j |
|
4 |
To understand and apply Fourier Transforms to LTI systems |
Student will
apply Fourier Transforms
to “real world”
engineering problems. |
a, e, i, j |
|
5 |
To understand and apply Noise w/r to LTI Systems to
LTI systems |
Students will
analyze the different noise sources and their effects
on LTI systems. |
a, e, i, j |
|
6 |
To understand and apply Discrete time systems and signals
to LTI systems |
Students will
apply the z-transform and discrete Fourier analysis
to engineering problems. |
a, e, i, j |
|
7 |
To develop familiarity with MATLAB for problem solving
and system design |
Students
will use MATLAB to aid in solving all signals and systems problems,
especially matrix-based systems. |
d, e, g, i, k |
Textbook:
Linear
Systems and
Signals, 2nd ed., B. P. Lathi, Oxford University Press,
ISBN: 0-19-515833-4
References:
Schaum's Outline of Signals and Systems, 2nd ed., Hwei Hsu, McGraw-Hill,
ISBN: 007163472X
Interactive Lecture Notes (Phillips and
Parr’s text),
Note:
The materials here are based on Adobe Flash which is no longer supported in modern
browsers.
You can install the open-source ruffle
plug-in and most of the content will render correctly
EE235 (analog) and EE341
(Discrete). (Thanks to the University of
Washington)
Performance Indicators and
grading:
Two written exams
will be given at approximately equal
intervals during the term as
outlined in the syllabus. The exams
will be take-home, open book, open note.
|
Exams
(2) |
50% |
|
Team Design Project |
25% |
|
Homework |
25% |
Exam
grading:
The purpose of the exam is
to
convey your understand
the material; therefore, it is important that you show
your work.
Even if you feel
that the solution to a problem is obvious;
you must still explain why it is
obvious.
Furthermore; if you are asked to solve
a problem using a given technique; then please use that technique; otherwise, I have no
way to judge your understanding of the technique being tested.
Homework policy:
The purpose of homework:
A: To give student practice.
B: To give professor feedback.
Homework
will
be
collected and graded.
Grade is based more on honest effort than correct answers.
Homework
is due
the
next class after it is assigned (except when specified). This two week homework cycle gives an intervening class
where
students can ask questions. Late homework
assignments are not accepted. If you know you have a conflict, please make arrangements
ahead for time.
If you know in advance that you will
be
missing class please contact me to make
arrangements regarding homework.
If you understand
how to do the homework problems
you will have an
easier time with
the
Exams.
Class structure:
Lectures will
be
the primary source of information.
Students
are expected to attend
every class and to participate in class discussions. Homework assignments will
be discussed in class. Students will be expected to work
problems in class. You will
find
it beneficial
to review the chapters before the lecture.
Office hours are
open for
discussion of anything. You can get help with
homework, projects, or more detailed explanations of topics covered in class. Feel free to stop by,
or make an appointment to meet another time
Class Topics and Order of Material
|
Week |
|
Topics/Chapters |
Chpt. |
Obj. |
References |
HW |
|
1 |
Sep 5 |
Course Introduction |
B |
1,7 |
Continuous-Time: Introduction
|
Get ahead in your
Readings! |
|
2 |
Sep 9 Sep 12 |
Signals and Systems Noise Introduction |
1 Notes |
1,5 |
1.1-3, 1.1-5, 1.2-1, |
|
|
3 |
Sep 16,
19 |
Time Domain Analysis of
continuous Systems (2.1-2.4),
MATLAB Chap. MB.2* |
2 |
1,5 |
Convolution1,
Conv.2, Conv.3, |
2.2-1, 2.3-1, 2.4-4, |
|
4 |
Sep 23, 26 |
Time Domain Analysis of
continuous Systems (2.5-2.8) |
2 |
1,5 |
2.4-19, 2.4-22, 2.4-26, 2..4-24,
2.4-27, 2.4-37, 2.5-1, 2.6-6, 2.7-2 |
|
|
5 |
Sep 30 |
Laplace Transform
(LT) Exam 1 (Covers Chapters 1,2
& Noise) |
4 |
2,5 |
Laplace,
Laplace2, LTI, Bilateral Laplace |
4.1-1, 4-1-3, 4-2-3, |
|
6 |
Oct
7, 10 |
Laplace Transform (cont.), |
4 |
2,5 |
4.5-1, 4.6-14, 4.8-1, |
|
|
7 |
Oct 14 Oct 17 |
Columbus Day – No Class MATLAB Chap. MB.6* Fourier Series |
6 |
3,5 |
6.1-1, 6.1-7, 6.3-2, 6.3-3, 6.3-5, 6.5-3, 6.5-9 |
|
|
8 |
Oct 21. 24 |
Fourier Transform MATLAB Chap. MB.7*
(Filters) |
7 |
4,5 |
7.1-1, 7.1-4, 7.1-6, 7.2-1, 7.3-2, 7.3-5, 7.4-1, 7.5-3,
7.6-6, 7.7-1, 7.7-5, |
|
|
9 |
Oct
28 Oct 31 |
Sampling Discrete Signals
and Systems |
8.1-8.4 |
1, 2, 4,5,6 |
8.1-1, 8.1-6, 8.1-8, 8.2-2, 8.2-6, 8.3-1 |
|
|
10 |
Nov 4, 7 |
Discrete Signals
(cont.) |
3 |
1,2,5,6 |
|
3.1-1, 3.1-2, 3.2-3, 3.3-1, 3.3-7, 3.4-3, 3.4-5, 3.5-1 |
|
11 |
Nov 11, 14 |
Z-Transform, MATLAB-MB.5* |
5 |
1,5,6 |
5.1-1, 5.1-3, 5.1-6, 5.3-2, 5.3-12, 5.3-18 |
|
|
12 |
Nov 18 Nov 21 |
Z-Transform (cont.) Discrete Fourier Analysis |
5 |
1,5,6 |
5.4-2, 5.4-9, 5.5-3, 5.6-1, 5.6-3, 5.6-11, 5.M-4, 5.M-8 |
|
|
13 |
Nov 25 |
Exam 2 (Covers Chapters 3-8) Thanksgiving – No Class |
|
|
|
|
|
14 |
Dec
2 |
Discrete Fourier Analysis (cont), Noise analysis in Linear Systems |
8.5-8.7 Notes |
6 1,5 |
|
|
|
15 |
Dec 9 |
Review, Team Design Project* Discussion |
|
|
|
|
*Students
to
perform outside of class