Arizona State University
EEE 302 Electrical Networks II
Schedule Line Number 90248
Course Objective
Use mathematical tools such as Laplace transforms and Fourier series to analyze
continuous time circuits. While the course focusses on analysis, synthesis techniques
are also presented.
Selected Topics
- Modeling of Passive Circuits
- Laplace Transforms
- Solution of Ordinary Differential Equations
- Application to Circuits
- Thevenin-Norton Equivalent Circuits
- Transfer Functions, Poles, Zeros, Natural Modes
- Frequency Response, Sinusiodal Analysis
- Fourier Series
- Introduction to Feedback Systems
- Op-Amp Based Synthesis Techniques
- Applications to General Dynamical Systems
Textbook
Basic Engineering Circuit Analysis, J. David Irwin, Fifth Edition, Upper Saddle River, New Jersey, Prentice-Hall Inc., 1996.
Review Session
The review session for Exam# 1 is scheduled for Tuesday March 11, 1997. It will be held in COB 328 from 6:00 PM to 9:00 PM (or till someone drops). All are invited.
The review session for Exam# 2 is scheduled for Thursday April 10, 1997.
Exams
- EXAM #1 is scheduled for Friday, March 14th.
- EXAM #1 Study Note: In preparing for your exam, please focus on the following central items:
- using impedance ideas to compute transfer functions,
- setting up the ordinary differential equation for a circuit,
- using Laplace Transforms to solve an ordinary differential equation given initial conditions and forcing functions,
- using transform properties to compute the Laplace Transform of signals,
- determining the steady state portion of the solution to an ordinary differential equation.
Please focus your circuit analysis efforts on 1st, 2nd, and 3rd order circuits with one and two sources.
Be prepared to handle high order systems (i.e. transfer functions).
While there are many important details (e.g. complex arithmetic, computation of coefficients, etc.), you should focus your efforts on the above items. More specifically, you should use the special problems listed below as your main study guide.
- EXAM #1 Takehome is due on Monday, March 24th.
- EXAM #2 is scheduled for Wednesday, April 16th.
- EXAM #2 Takehome Part I is due on Monday, April 21st.
- EXAM #2 Takehome Part II is due on Friday, April 25th.
Please feel free to ask me questions on any portion of the sublect matter.
Homework Assignments (Spring 1997)
- Assignment# 1 is due February 5, 1997
- Assignment# 2 is due February 14, 1997
- Assignment# 3 is due February 21, 1997
- Assignment# 4 is due February 28, 1997
- Assignment# 5 is due March 7, 1997
- Assignment# 6 is due March 14, 1997
- Assignment# 7 is due March 28, 1997
- Assignment# 8 is due April 11, 1997
- Assignment# 9 is due May 2, 1997
Special Problems
The following is a list of key topics. Under each topic is a list of special problems and handouts - each designed to teach a specific concept. Solutions which are not yet available over the WWW may be found at the Noble Library copy center - located to the South of the Goldwater Center.
- Complex Arithmetic Problems (0 - 4,999)
- 000010 : Representation of Complex Number
- 000020 : On Addition of Complex Exponentials
- 000030 : Addition of Sinusoids Via Complex Phasors
- Laplace Transforms (5,000 - 9,999)
- 005000 : Solution to Problems 15.1-15.6 from Irwin's Basic Engineering Circuit Analysis Text
- 005001 : Solution to Problems 15.12-15.16, from Irwin's Basic Engineering Circuit Analysis Text
- 005002 : Solution to Problems 15.24-15.26, from Irwin's Basic Engineering Circuit Analysis Text
- 005003 : Solution to Problems 15.33-15.34 from Irwin's Basic Engineering Circuit Analysis Text
- 005004 : Solution to Problems 15.40-15.43 from Irwin's Basic Engineering Circuit Analysis Text
- 005010 : Region of Convergence
- 005020 : Solution to Problems B-1-4 to B-1-9 from Ogata's Modern Control Text
- 005030 : Partial Fraction Expansions : Computation of Coefficients
- Ordinary Differential Equations Solution (10,000 - 14,999)
- Circuit Analysis (15,000 - 19,999)
- 015000 : Capacitor Driven By A Current Source
- 015010 : Response of an RC Circuit with IC's via Laplace
- 015020 : Impulse Response of a First Order System: Thin Pulse Approximation
- 015030 : Impulse, Step, and Frequency Response of a Single Stage Common Emitter Audio Amlifier
- 015040 : Steady State Analysis, Laplace, Differential Equations
- 015050 : Impulse and Step Response of an Overdamped RLC Circuit
- 015055 : Impulse Response of an Critically Damped RLC Circuit
- 015060 : Impulse Response of an Under Damped RLC Circuit
- 015080 : No Transient Step Response for an RLC Circuit
- 015090 : Response of an RLC Circuit Via Laplace
- 015100 : Laplace Transforms, Circuit Analysis, Steady State Analysis
- 015110 : State Space Representation for an RLC Circuit
- 015120 : Thevenin Equivalents, Impulse and Step Repsonse, Steady State
- 015130 : Circuit Analysis, Transfer Function, Poles, Zeros, Steady State - Part 1
- 015131 : Circuit Analysis, Transfer Function, Poles, Zeros, Steady State - Part 2
- 015132 : Circuit Analysis, Transfer Function, Poles, Zeros, Steady State - Part 3
- 015133 : Circuit Analysis, Transfer Function, Poles, Zeros, Steady State - Part 4
- 015134 : Circuit Analysis, Transfer Function, Poles, Zeros, Steady State - Part 5
- System Analysis (20,000 - 24,999)
- 020000 : Response of a High Order System : Laplace Transforms
- 020010 : Integrators, Differentiators, and Time Delays
- 020030 : Differential Equations Using Laplace Transforms
- 020040 : Laplace Transforms : Input Synthesis
- Steady State Analysis (25,000 - 29,999)
- 025000 : Sinusoidal Steady State Response of an RC Circuit
- 025010 : Response of an RC Circuit to a Sinusoid
- 025020 : Steady State Response of an RC Circuit
- 025030 : Circuit Parameter Determination from Sinusoidal Steady State Data
References
- Table of Laplace Transforms
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