What is Classical Electromagnetism?

In summary: PHY302l&module=lectures&id=9 (pdf file of lecture slides)This course covers the following topics:1. The electromagnetic spectrum from x-rays to radio waves2. The properties of light including its interaction with matter3. The electromagnetic forces between particles, atoms, and molecules4. The propagation of electromagnetic waves5. The effects of electromagnetic radiation on biological systems6. The use of electromagnetic waves in communication and electronic devices7. The use of lasers in scientific and industrial applications.Additional course informationThis course is a graduate level course offered by Professor Richard Fitzpatrick at the University of Texas at Austin. The course is comprised of 12 lectures
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This page provides comprehensive notes on EM Theory

http://www.intel.com/education/highered/curriculum/packaging/eee498.htm

Lectures are in PowerPoint format.

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
 
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Two courses -

Classical Electromagnetism: An intermediate level course
http://farside.ph.utexas.edu/teaching/em/em.html (html and pdf file of course)

PHY387K - Advanced Classical Electromagnetism
http://farside.ph.utexas.edu/~rfitzp/teaching/jk1/lectures/lectures.html
a graduate level course of lectures given by

Richard Fitzpatrick

Additional courses by Fitzpatrick

PHY 302l: Electromagnetism and Optics
http://farside.ph.utexas.edu/teaching/302l/302l.html

http://farside.ph.utexas.edu/teaching.html
 
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Lecture 13 - Second-Order Circuits; Sinusoidal Steady-State Analysis; Phasors; Impedance and Admittance; Power and Power Factor
Lecture 14 - Frequency Response; Resonance; Filters; Two-Port Networks
Lecture 15 - Transmission Lines; Distributed Circuit Elements; Telegrapher’s Equations; Transmission Line Analysis; Reflection Coefficient and Standing Waves
Lecture 16 - Waveguides; TEM, TE, and TM Modes; Waveguide Components; Microwave Circuits
Lecture 17 - Antennas; Radiation and Reception of Electromagnetic Waves; Dipole and Loop Antennas; Antenna Arrays
Lecture 18 - Numerical Techniques in EM Theory; Finite Difference Method; Finite Element Method; Method of Moments; Boundary Element Method; Applications
Lecture 19 - Special Topics in EM Theory; Relativity and Electromagnetism; Quantum Electrodynamics; Applications in Modern Technology

Classical Electromagnetism is a branch of physics that studies the interactions between electric and magnetic fields. It is based on the theories and equations developed by James Clerk Maxwell in the 19th century, which are known as Maxwell’s equations.

These equations describe the behavior of electric and magnetic fields in a vacuum, and how they are affected by charges and currents. They also show how changing electric fields can create magnetic fields, and vice versa. This relationship between electric and magnetic fields is known as electromagnetism.

Classical Electromagnetism also includes the study of how electric and magnetic fields interact with matter, such as conductors, insulators, and magnetic materials. This is important in understanding the behavior of electronic devices and circuits.

The lectures provided in the link above cover various topics related to Classical Electromagnetism, including electrostatics, magnetostatics, electromagnetic induction, transmission lines, and antennas. They also discuss the use of mathematical tools such as phasors, impedance, and admittance to analyze and solve problems in electromagnetism.

This field of study has been crucial in the development of modern technology, including telecommunications, power generation, and electronics. It also serves as the foundation for more advanced theories such as quantum electrodynamics, which explain the behavior of electromagnetic fields at the atomic and subatomic level.

In summary, Classical Electromagnetism is a fundamental theory that helps us understand the behavior of electric and magnetic fields and their interactions with matter. It has numerous applications
 

What is electromagnetic theory?

Electromagnetic theory is a branch of physics that studies the interactions between electrically charged particles and their surrounding electromagnetic fields. It explains the behavior of electricity, magnetism, and light and how they are interconnected.

What are the main principles of electromagnetic theory?

The main principles of electromagnetic theory are Coulomb's law, Gauss's law, Ampere's law, and Faraday's law. These laws describe the relationship between electric charges, electric fields, magnetic fields, and their interactions with each other.

How does electromagnetic theory relate to everyday life?

Electromagnetic theory is the basis for many everyday technologies such as electricity, radio, television, and cell phones. It also explains natural phenomena such as lightning, the aurora borealis, and the Earth's magnetic field.

What is the difference between electricity and magnetism according to electromagnetic theory?

Electromagnetic theory states that electricity and magnetism are two sides of the same coin. Electric charges create electric fields, while moving electric charges create magnetic fields. These fields interact with each other, leading to the phenomena of electricity and magnetism.

What are the applications of electromagnetic theory in modern technology?

Electromagnetic theory has numerous applications in modern technology, including telecommunications, wireless communication, medical imaging, and power generation. It is also crucial in developing new technologies such as renewable energy sources and quantum computing.

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