Handouts
Electromagnetics Spring 2003

 

                                     

HO #1

  • Syllabus.
  • Course Policies.
  • "The Mathematics of Fields"©, pages 1-10 and Appendix A: Vector Arithmetic Operations.

HO #2

       First 24 pages of Math for Fields and Photonics.

HO #3

       Solution of the problem 4.6.

HO #4

       Handouts on Chapter II sections G through J.

HO #5

       Handouts on Chapter III sections A through K.

HO #6

       Description and Table of Dielectric Strength of insulator materials.

HO #7

       Recommended method of preparation for exam to be held on 1 April 2003 (2 pages)

HO #8

       Lecture notes on Introduction to time-varying fields, Faraday and Lenz’s Laws, and the developments of Maxwell’s equations in   integral and differential forms, the development of the electric field intensity in terms of the electric scalar and magnetic vector potentials, the development of the wave equation in the electric scalar potential, and the development of the wave equation in the Magnetic vector   potential using the Lorentz gage condition.

HO #9

       Personal notes on the wave equation for waves in isotropic space and on transmission lines 1. Infinite plane waves in lossless media, 2. Equivalent complex permittivity in lossy media, including skin depth and a description of Litz wire.

HO #10

·   Notes on 1. Equivalent complex permittivity in lossy media, 2. Infinite plane waves in lossy media.

·   Study pages for quiz 3 to be on 17th April.

·   Last year’s quiz 3.

HO #11

Reflection and transmission of uniform-plane waves on a planer boundary between two materials with normal and oblique incidence.

HO #12

Copies of prior final exam questions.

 

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