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Syllabus

Lecture 0 Course Overview
Lecture 1 Introduction to Electrical Engineering
Lecture 2 Introduction to Electromagnetic Fields;
Maxwell’s Equations; Electromagnetic Fields in Materials; Phasor Concepts;
Electrostatics: Coulomb’s Law, Electric Field, Discrete and Continuous Charge Distributions; Electrostatic Potential
Lecture 3 Electrostatics: Electrostatic Potential; Charge Dipole; Visualization of Electric Fields; Potentials; Gauss’s Law and Applications; Conductors and Conduction Current
Lecture 4 Electrostatics: Electrostatic Shielding; Poisson’s and Laplace’s Equations; Capacitance; Dielectric Materials and Permittivity
Lecture 5 Electrostatics: Dielectric Breakdown, Electrostatic Boundary Conditions, Electrostatic Potential Energy; Conduction Current and Ohm’s Law
Lecture 6 Electromotive Force; Kirchoff’s Laws; Redistribution of Charge; Boundary Conditions for Steady Current Flow
Lecture 7 Magnetostatics: Ampere’s Law Of Force; Magnetic Flux Density; Lorentz Force; Biot-savart Law; Applications Of Ampere’s Law In Integral Form; Vector Magnetic Potential; Magnetic Dipole; Magnetic Flux
Lecture 8 Magnetostatics: Mutual And Self-inductance; Magnetic Fields In Material Media; Magnetostatic Boundary Conditions; Magnetic Forces And Torques
Lecture 9 Faraday’s Law Of Electromagnetic Induction; Displacement Current; Complex Permittivity and Permeability
Lecture 10 Uniform Plane Wave Solutions to Maxwell’s Equations
Lecture 11 Electromagnetic Power Flow; Reflection And Transmission Of Normally and Obliquely Incident Plane Waves; Useful Theorems
Lecture 12 Overview Of Circuit Theory;
Lumped Circuit Elements; Topology Of Circuits; Resistors; KCL and KVL; Resistors in Series and Parallel; Energy Storage Elements; First-Order Circuits


Course Syllabus: EEE 498 Overview of Electrical Engineering fon Non-ME's

Course (Catalog) Description: Electromagnetic Fields, Electrical Circuit Analysis, Transmission Lines, Communications Systems, Electromagnetic Interference and Compatibility, Computational Techniques and Electromagnetic Software.  

Course Type: Required for all packaging certificate and master of engineering students lacking a B.S.E.E. or equivalent; may be used at the discretion of the EE Director of Graduate Studies to remedy deficiencies for students applying to the electrical engineering graduate program.  

Prerequisite: Undergraduate engineering degree; admission to packaging certificate or master of engineering program or directive from the EE Director of Graduate Studies. 

Textbook: Instructor-provided notes.  

Supplemental Materials: Printed handouts as needed.  

Coordinator: James T. Aberle, Associate Professor  

Prerequisites by Topic:
  1. University physics
  2. Complex algebra; vector analysis; line, surface, and volume integrals; partial differentiation
  3. Fourier series
  4. Probability and statistics
  5. Introductory computer programming
Course Objective:
  1. Students become capable of applying fundamental electrical engineering concepts enabling their further study of advanced courses in electrical engineering.
Course Outcomes:
  1. Students understand the fundamentals of electromagnetic fields.
  2. Students understand the fundamentals of electrical circuits.
  3. Students understand transmission lines.
  4. Students understand the basics of communications systems.
  5. Students understand electromagnetic interference and compatibility.
  6. Students understand computational techniques and electromagnetic software.
Course Topics:
  1. Electromagnetic Fields (3 weeks)
  2. Electrical Circuit Analysis (3 weeks)
  3. Transmission Lines (2 weeks)
  4. Communications Theory (3 weeks)
  5. Principals of Electromagnetic Interference and Compatibility (1 week)
  6. Computational Techniques and Electromagnetic Software (2 weeks)

Computer Usage:
Students use MATLAB to develop and visualize solutions to basic problems; students use Agilent ADS to analyze complex lumped and distributed element circuits as well as communications systems; students use Ansoft HFSS to solve moderately complex electromagnetic field problems.

 Laboratory Experiments: None.





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