EEE 306- Electric Circuit Theory II
COURSE PARTICULARS
Course Code: EEE 306
Course Title: Electric Circuit Theory II
No. of Units: 3
Course Duration: Two hours of theory and two hours of practical per week for 15 weeks.
Status: Compulsory
Course Email Address: eee306@gmail.com
Course Webpage: http://www.fwt.futa.edu.ng/courseschedule.php?coursecode=FWT%20204
Prerequisite: EEE 306
COURSE INSTRUCTORS
Dr. (Engr.) J. J. Popoola
SEET, 1st floor.
Dept. of Electrical and Electronics Engineering,
Federal University of Technology, Akure, Nigeria.
Phone: +2348034131860
Email: jjpopoola@futa.edu.ng
and
Mr. K. B. Adedeji
SEET, 1st floor.
Dept. of Electrical and Electronics Engineering,
Federal University of Technology, Akure, Nigeria.
Phone: +2348059187995
Email: kbadedeji@futa.edu.ng
COURSE DESCRIPTION
This course is an exploratory, second advance course in circuit theory primarily designed for
students in electrical and electronics engineering discipline. The focus of the course is to impart
useful skills on the students in order to enhance their circuit synthesis capability since no
electrical/electronics engineering graduate will be versatile in the field without a good
knowledge of modern circuit analysis and synthesis methods. Hence, this course is design to
provide fundamental knowledge on circuit analysis and network synthesis. Topics to be covered
include: Transfer Function Realisability - using Foster and Cauer forms of realizing network
system; Fourier Series – representation of continuous time periodic signals, calculations of
Fourier coefficients, continuous time and discrete Fourier series and Fourier transform; Laplace
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Transformation and its Application – with emphasis on Laplace transform applications on
steady and transient state analysis of circuits; and Filter – design and operation.
COURSE OBJECTIVES
The objectives of this course are to:
 introduce students to different methods involves in realising network system from
transfer functions;
 provide students with basic information involves on how to work with Fourier
transforms, and using them to analyze circuits in frequency domain; and
 provide students with required knowledge on how to apply inverse Laplace transforms to
obtain time-domain expressions from frequency domain.
COURSE LEARNING OUTCOMES / COMPETENCIES
Upon successful completion of this course, the student will be able to:
(Knowledge based)
 synthesis network system from their transfer functions;
 analysis network systems using both initial-value and final-value theorems;
 classify even and odd symmetrical system as well as even and odd harmonics.
(Skill)
 design and develop basic filter networks
GRADING SYSTEM FOR THE COURSE
This course will be graded as follows:
Practical
10%
Assignments
10%
Test(s)
20%
Final Examination
60%
TOTAL
100%
2
GENERAL INSTRUCTIONS
Attendance: It is expected that every student will be in class for lectures and also participate in
all practical exercises. Students should have at least 60% attendance to qualify him or her for the
final examination. Attendance records will be kept and used to determine each person’s
qualification. In case of illness or other unavoidable cause of absence, the student must
communicate as soon as possible with any of the instructors, indicating the reason for the
absence.
Academic Integrity: Violations of academic integrity, including dishonesty in assignments,
examinations, or other academic performances are prohibited. You are not allowed to make
copies of another person’s work and submit it as your own; that is plagiarism. All cases of
academic dishonesty will be reported to the University Management for appropriate sanctions in
accordance with the guidelines for handling students’ misconduct as spelt out in the Students’
Handbook.
Assignments and Group Work: Students are expected to submit assignments as scheduled.
Failure to submit an assignment as at when due will earn the student zero for that assignment.
Only under justifiable circumstances, for which a student has notified any of the instructors in
advance, will late submission of assignments be permitted. There should be individual report
from any group work.
Code of Conduct in Lecture Rooms and Laboratories: Students should turn off their cell phones
during lectures. Food and drinks are not permitted in the lecture rooms and laboratories.
READING LIST
1,2
4
Aatre, V. K. (1991). Network Theory and Filter Design, 2nd Edition. Wiley Eastern Limited,
Darya Ganj, New Delhi, India, 476p.
Alexander, C. K. and Sadiku, M. N. O. (2001). Fundamentals of Electric Circuits. The
McGraw-Hill Companies, 940p.
1,2
Choudhury, D. R. (1989). Network and Systems, Wiley Eastern Limited, New Delhi, India.
936p.
1
Hayt, W. H., Kemmerly, J. E. and Durbin, S. M. (2002). Engineering Circuit Analysis, 6th
Edition, The McGraw-Hill Companies, 781p.
1
Karni, S. (1988). Applied Circuit Analysis, Wiley International Edition, John Wiley and Sons,
USA. 729p.
1
Kumar, I. R. (2009). Signal and Systems. PHI Learning Private Limited, New Delhi, India.
563p.
4
Sudhakar, A. and Shyammohan, S. P. (1994). Circuits and Networks Analysis and Synthesis.
Tata McGraw-Hill Company Limited, New Delhi, India. 754p.
3
1
Van Valkenenburg, (1990). Network Analysis, 3rd Edition. Prentice-Hill of India Private
Limited, New Delhi, India. 571p.
3
Wing, O. (2008). Classical Circuit Theory. Springer Sciences + Business Media, New York,
USA. 296p.
2
Yorke, R. (1986). Electric Circuit Theory, 2nd Edition, Pargamon Press, USA. 393p.
Legend
1- Available in the University Library
2- Available in Departmental/School Libraries
3- Available on the Internet.
4- Available as Personal Collection
5- Available in local bookshops.
COURSE OUTLINE
Week
1
2-5
6-8
9 - 11
Topic
Remarks
Introduction and Course General Overview
During this first class, the
expectation of the students
from the course will also be
documented.
When learning about network
synthesis, students will be
taught on how to apply partial
fraction
expansion,
long
division and how to observe
positive real function theorem
Network Synthesis:
 Learning how to synthesis LC Network using
Foster Forms (Foster Form I and Foster Form II)
and Cauer Forms (Foster Form I and Foster Form
II)
 Learning how to synthesis RC and RL Networks
using Foster Forms (Foster Form I and Foster
Form II) and Cauer Forms (Foster Form I and
Foster Form II)
Fourier Circuit Analysis:
 Learning how to determine the Fourier series
coefficients
 Learning how to represent a periodic function
using the trigonometric form of the Fourier series
 Learning how to draw both the amplitude and
phase spectral of periodic functions
 Learning how to work with Fourier transforms,
and using them to analyze circuits in frequency
domain
Laplace Transformation and Its Application to
Circuit Analysis:
 Mastering Laplace transform technique
 Learning how to apply inverse Laplace transform
to obtain time-domain expression from frequency
domain determine the Fourier series coefficients
4
When
learning
about
application of Fourier series to
circuit analysis, student will be
taught on how to apply
knowledge of even and odd
functions to Fourier series
coefficients’ determination.
MID-SEMESTER TEST
When
learning
about
application of Fourier series to
circuit analysis, student will be
taught on how to use partial
fractions expansion to deduce
inverse Laplace transforms


Learning how to apply both initial-value and
final-value theorems in circuit analysis
Learning how to determine the transient response
of voltages and currents in RL, RC and LRC
series circuits using differential equations.
12 - 14
Filter:
 Understanding basic types of filters sections such
as low pass, high pass, band-pass and band-stop
filters
 Learning how to design filters
 Understanding characteristic impedance and
attenuation of filter.
Practical exercise will involve
different filters design and
realisation using components
and MATLAB
15
REVISION
This is the week preceding the
final examination. At this time,
evaluation will be done to
assess how far the students’
expectations for the course
have been met.
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