Course Outline and Format
Dr. Tatiana Allen 347 Grote Hall
Tel 423-425-4520
e-mail: Tatiana-Allen@utc.edu, Internet: www.utc.edu/Tatiana-Allen
Fall 2003 schedule
Lecture: MW
1:00 - 2:15, Grote 319
Recitation/Lab: M 11:00 - 12:15
Basic lasws of electromagnetism, electric and magnetic properties of materials, Maxwell’s equations, boundary value problems, electromagnetic waves. Spring semester. Lecture 3 hours, recitation 2 hours. Prerequisite: Physics 341; Mathematics 245, 255; or approval of the instructor.
The required text is Classical Electromagnetism by Robert H. Good, Orlando, Saunders College Publishing, c.1999. Chapters 2-6 cover (idealized) electrostatic and magnetostatic fields, while chapters 7-10 deal with charge and current distributions actually found in matter. Boundary value problems are covered in chapter 12, circuitry in chapter 13, and electromagnetic waves in chapters 14-16. Relativity in electromagnetism closes the text in chapter 18. We shall attempt to cover the first half of the text (static electric and magnetic fields) very thoroughly, and cover the main points in most of the other chapters just mentioned. I have found Good's style to be very “reader-friendly,” and I hope that you will, too! You will also need to have (purchase) a math handbook: I suggest the CRC Standard Math Tables.
The following texts, which are available at the UTC Lupton Library, may help you in understanding concepts and problems by providing different viewpoints (all of these texts are roughly the same level as our required text):
Introduction to Electrodynamics, by David J. Griffiths
Field and Wave Electromagnetics, 2nd ed., by David K. Cheng.
Electromagnetic Fields and Waves, by P. Lorrain, D.P.Corson, and F. Lorrain.
I encourage you to read deeply (i.e., not just from the
required text), to take notes in the class, to ask questions of
yourself as well as of me, and to allow yourself enough time to really
think about the ideas which are discussed in class and in the text.
I expect that you will find this course to be challenging; I hope that
you will also find it fascinating, and ultimately gain from it a heightened
respect for both the curiosity and the ingenuity of humankind.
| tests 2 @ 20% | 40% |
| quizzes based on recitation work and homework | 30% |
| class notes | 10% |
| final exam | 20% |
| Total | 100% |
The grading scale is: A= 90 -100; B= 80 - 89; C= 70 - 79; D= 60 - 69; F= less than 60
The schedule and the dates of tests will be announced in class.
Taking detailed notes in class and taking notes when reading the book allows a student to learn material better.
I expect you to write al least 3 pages (both sides) for each lecture. All the example problems done in class have to be written in your notes in the format given in class. There will also be reading assignments, when you will need to read the book and take notes. If you have missed a lecture, you will still be responsible for the notes for this lecture and all the example problems done in class.
Please take your notes on standard paper and assemble them carefully in a three ring binder. The class/reading notes will be collected after every test. 10 % of the course grade is set aside for the notes.
You should work on your homework after every class, and assemble the
homework problems together with your lecture notes. While doing homework,
you may consult with other students, but you must
not copy their work! Plagiarism is an offense which will be reported to the
honor court, and may result in failure and/or expulsion from the course.