ENGR – 2413  Electric Circuit Analysis

 

Course Outline

 

 

Catalogue Description:  In this course, the study and analysis of AC and DC electric circuits, circuit elements, steady state and transient analysis and applications will be covered.

 

Credit Hours:                3 (3-0)

 

Pre-requisites:             Calculus III (MATH 2213), Principles of Physics II (PHYS 2222K)

 

Term and Year:            Spring 2009

 

Periods per Week:       3 – 50 minutes lectures

 

Outside Preparation:   Two hours per lecture period

 

Class Hours:                 Monday, Wednesday and Friday 1:00 – 1:50 pm

 

Location of Class:        ACAD 230

 

Instructors:                    Atin Sinha, Ph.D., P.E. / Arun Saha, Ph.D.

 

Office:  ACAD 212, Phone: 430-4820,   E-mail: atin.sinha@asurams.edu

 

Office Hours:                Monday, Wednesday & Friday  1:00 -- 3:30 pm

                                       Tuesday & Thursday  3:30 – 5:00 pm

 

Text:                             “Introductory Circuits for Electrical and Computer Engineering”, by Nilsson, J.W. and Riedel, S.A., Prentice Hall, 2002

 

Objectives:

 

1.      To study the laws of circuit theory.

2.      To determine voltage and current response of a circuit as a result of various AC and DC input signals.

3.      To reduce complex circuit network to a form where a simple application of Kirchhoff’s rule is feasible.

4.      To demonstrate the use of differential equation in solving circuit problems.

5.      To simplify the solution of equations by complex variables and Laplace Transforms.


 

Evaluation Criteria and Grading:

 

Home Work                      10%

 

Three One hour Exams   60% (No reference material will be allowed)

 

Final Exam                      30% (Open Text Book)

 

Grading will be done according to the usual A to F scale as following:

 

90 to 100% A, 80 to 89% B,  70 to 79% C, 60 to 69% D, 59% and below   F

 

Attendance Policy:

 

Regular and punctual attendance in every class is mandatory. More than four unexcused absences will lead to dismissal from the course. If you indeed have to miss a class due to unavoidable circumstances, you are responsible for all the announcements and materials presented in the class. Do not expect your instructor to repeat the topics that you have missed. All quizzes and tests are to be taken at the scheduled time. No makeup examination will be given unless extenuating circumstances exist. Absence from an examination will result in a grade of ‘0’ for that examination.

 

University Writing Requirement:

 

Writing is integral part of teaching and learning in all disciplines. Writing activities such as homework, test and quiz in this course may be evaluated for correct grammar and spelling. All handwritten statements have to be legible. Points may be taken off for grammatically incorrect statements or bad handwriting.

 

Integration of Technology:

 

PSPICE and MATLAB software will be used to solve linear circuit problems.


 

Detailed Outline

 

I.            a.   Introduction

b.      Voltage and Current

c.      Power and Energy

d.      Circuit elements – Resistances and Sources

e.      Kirchhoff’s Circuit Laws and its application

f.        Analysis of DC circuits -  series and parallel resistances

g.      Current divider and voltage divider circuits

 

II.          a.   Principles of superposition

b.      Thevenin’s and Norton’s equivalent circuits

c.      Source transformation

d.      Node Voltage analysis

e.      Loop Current analysis

f.        Introduction to SPICE

 

III.   a    Inductors and Capacitors

b.      Impedance and Admittance

c.      Linear circuits

d.      First and second order circuits

e.      Transient response of RL and RC circuits

f.        Series and parallel RLC circuits

 

IV.   a.   Introduction to AC circuits

b.      Sinsoids

c.      Phasors and complex plane

d.      Phasor diagram of RL, RC and RLC circuits

e.      RL, RC and RLC circuit analysis

f.        SPICE

 

V.    a.   AC power, time domain

b.      RMS value

c.      Power and energy relations between R, L and C

d.      Real and reactive power for Phasors

e.      Complex power

f.        Three phase power system

 

VI.   a.    Definition and Properties of Laplace Transform

b.      Important Laplace Transform pairs

c.      Inverse Laplace Transform

d.      Application of Laplace Transform in solving differential equation describing a circuit