FAIRFIELD UNIVERSITY
BEI SCHOOL OF ENGINEERING
ELECTRICAL ENGINEERING DEPARTMENT
COURSE EE 321 – Fundamentals of Electromagnetic Fields - summer, 2000
INSTRUCTOR Jeffrey N. Denenberg
Phone: (203)-268-1021 |
Efax: (978) 359-7977 |
INSTRUCTOR ASSISTANCE Tues. & Wed. 5:00 - 6:00, Th. 5:30 - 8:30 (McA)
CLASS HOURS 4 hours per week starting at 6:00 p.m. on Wednesdays
COURSE DESCRIPTION
Electric and Magnetic fields are developed and studied through the use of vector calculus. Techniques for the computation of static electric fields and capacitance for different charge distribution geometries are outlined. .
EE
320,“Vector Analysis”, (or equivalent):
The student should be familiar with Vectors, Differential
Equations, and Cartesian/Cylindrical/Spherical coordinate systems.
The student should also be able to solve problems using computer
software such as, Excel, MathCAD or MatLab and must have access to the
Internet.
1. Objective: To become familiar with the fundamentals of
Static Electromagnetic Fields.
Learning Outcome: The student will know how to develop field equations starting
from a basic knowledge of Maxwell’s Equations..
3. Objective: To understand how to analyze force fields in
different conductor and current geometries
Learning Outcome: The student will know how to analyze and simulate the field
distributions in a given configuration.
TEXT BOOK “Engineering
Electromagnetics”, William H. Hayt, McGraw Hill
ISBN 0-07-027406-1
REFERENCE “Introduction to Electrodynamics”, David J. Griffiths, Prentice-Hall, ISBN 0-13-805326-X
SOFTWARE The student should have access to EXCEL, MathCAD or MatLab and the Internet.
The student is expected to attend all of the scheduled classes if for some reason the student can not make a class the Instructor should be contacted in advance, if possible, to arrange to turn in classwork and to get assignments for following class. The course will include homework problems, two exams and a comprehensive final. The student is expected to turn in all work on time.
SESSION |
|
||
No. |
Date |
Topic |
Reference |
1a |
5/24/2000 |
Vector Algebra, Cartesian Coordinates, and Vector
Fields (Review) |
1.1-1.5, iq.orst.edu/mathsg/vcalc/vcalc.html |
1b |
|
Dot/cross products, Cylindrical/Spherical
Coordinates, and Coordinate Transformations |
1.6-1.9 |
2 |
5/31/2000 |
Coulomb’s Law, Field Intensity, and Fields due to
Point Charges |
2.1 - 2.3,
www.colorado.edu/physics/2000/waves_particles/ |
2b |
|
Continuous Line and Sheet Charges, Field Streamlines |
2.4 - 2.6 |
3a |
6/7/2000 |
Q&A. |
|
3b |
|
Flux Density and Gauss’s Law |
3.1-3.4 |
4a |
6/14/2000 |
Review Exam 1 |
|
4b |
|
Maxwell’s Electrostatic Equation, Divergence Theorem |
3.5-3.7 |
5a |
6/21/2000 |
Charge in Electric Fields, Conservative Fields |
4.1-4.5 |
5b |
|
Potential Gradients and Energy Density |
4.6-4.8 |
6a |
6/28/2000 |
Conductors and Current Flow |
5.1-5.6 |
6b |
|
Dielectrics and Capacitance |
5.7-5.11 |
7a |
7/05/2000 |
Q&A. |
|
7b |
|
Poison’s and LaPlace’s Equations |
7.1-7.4 |
8a |
7/12/2000 |
Review Exam 2 |
|
8b |
|
Intro to Static Magnetic Fields |
8.1-8.4 |
9a |
7/19/2000 |
Static Magnetic Fields (cont.) |
8.5-8.7 |
9b |
|
Magnetic Interactions and Inductance |
9.1-9.10 |
10a |
7/26/2000 |
Q&A |
|
10b |
|
Review |
Ch. 1-5, 7-9 |
11 |
8/02/2000 |
Final Exam (Comprehensive) |
|
GRADING
Exams 1 and 2 |
25% each |
Final Exam |
|
Class Participation |
10% |