Course Outcomes:
At the conclusion of EECE 584 students should be able to:
1) Visualize the behavior of electromagnetic fields as they propagate in materials, radiate from sources, and scatter from obstacles
2) Become familiar with in-depth quantitative analysis and solutions for a number of fundamental application problems
3) Learn electromagnetic Theorems and their applications to practical problems
4) Learn mathematical tools and approaches that will allow them to solve a wide range of problems in electromagnetics

학부과정의 전자기학및 전자장

Midterm I 20%
Midterm II 20%
Projects or Final 30%
Homework 30%

R. F. Harrington, Time Harmonic Electromagnetic Fields, McGraw Hill., 1961 & 2001.
J. A. Kong Electromagnetic Wave Theory, John Wiley & Sons, 1990

Tentative Course Schedule (Subject to Change):
Lecture 1
1.1 Introduction
1.2 Maxwell's Equation
1.3 Constitutive Parameters and Relations

Lecture 2
Electromagnetic material properties
(permittivity, permeability, conductivity)

Lecture 3
Linear, Homogeneous, isotropic, and Non-dispersive medium

Lecture 4
Anisotropic and Uniaxial Media

Lecture 5
Wave equation and solution
3.1 Introduction
3.2 Time Varying Electromagnetic Fields
3.3 Time Harmonic Electromagnetic Fields

Lecture 6
3.4.1 Solution of wave Equation (Rectangular Coordinate system)

Lecture 7
3.4.1 Solution of wave Equation (Cylindrical Coordinate system)

Lecture 8
3.4.3 Solution of wave Equation (Spherical Coordinate system)

Lecture 9
6.1 Introduction
6.2 The Vector Potential A
6.3 The Vector Potential F

Lecture 10
6.4 The Vector Potential A and F
6.5.1 Transverse EM Fields: Source Free Region

Lecture 11
6.5.2 Transverse EM Fields: Source Free Region
6.5.3 Transverse EM Fields: Source Free Region

Lecture 12
Solution of the inhomogeneous vector potential wave equation

Lecture 13
Far Field Radiation

Lecture 14 Midterm
Lecture 15
Radiation and Scattering Equation

Lecture 16
Radiation and Scattering Equation

Lecture 17
Internal Seminar (subject to change)

Lecture 18
Oblique incidence lossless media
Lecture 19
Oblique incidence lossy media

Lecture 20
Multiple interface reflection

Lecture 21
Multiple layer Reflection

Lecture 22
Duality Theorem
Uniqueness Theorem

Lecture 23
Image Theory
Reciprocity Theorem
Reaction Theorem

Lecture 24
7.7 Volume equivalence theorem
7.8 Huygen’s principle

Lecture 25
Green's Function (Scalar)

Lecture 26
Green's Function( Helmoltz)

Lecture 27
Green's Function (dyadic)

Lecture 28 Metamaterials

Lecture 29
Metamaterials

Lecture 30 TBD

We will combine Offline/Online for this semester due to travels but I will ensure your learning experience is not affected! Please ask for any improvements ANY TIME!

Course Material: Maxwell’s Equation, circuit field relations, time harmonic electromagnetic fields, material properties, wave equation and solution, reflection and transmission of multiple interfaces, auxiliary vector potential, construction of solution, radiation and scattering equations, electromagnetic theorems and principles, Scattering, Green’s Function