Physics 311 - Electromagnetic Theory
Fall 2023
Professor: Dr. Chad Middleton

Classroom Wubben Hall 366
Class Hours 11:00-11:50 MON, WED, & FRI
Office Wubben Hall 228A
Office Hours MWF 10-11, TR 11-12
Office Phone 970-248-1173
Email [email protected]
Web Page www.coloradomesa.edu/~chmiddle/311/


Required Text

Introduction to Electrodynamics, David J. Griffiths, 4th Edition
ISBN-10:0-321-85656-2

Course Description


Until the middle of the 19th century, electricity and magnetism were incorrectly thought of as two distinct and separate physical phenomena. In 1820, Hans Christian Oersted noticed that an electric current could deflect a nearby compass needle, implying a relationship between moving electric charges and magnetic fields. Later, in 1831, Michael Faraday discovered that a moving magnet generates an electric current in a wire, thus strengthening the connection between electricity and magnetism. Finally, in the early 1860s, James Clerk Maxwell supplied the missing piece to Ampere’s Law, thus intimately connecting electricity and magnetism into one unified electromagnetic theory.

These four equations, referred to as Maxwell’s equations, plus the Lorentz force law completely describe classical electromagnetic theory. In addition to yielding a unified description of electricity and magnetism, Maxwell’s equations make the remarkable prediction that light is an electromagnetic wave that moves at a finite speed, with a value precisely determined by two physical constants of the theory! Not only is electromagnetic theory regarded as a crowning achievement of 19th century physics, it also helped point Albert Einstein towards his discovery of the special theory of relativity. The significance of electromagnetic theory cannot be overstated!

This course will largely be a study of:
1. Electrostatics (electric fields generated by charges at rest)
2. Magnetostatics (magnetic fields generated by charges moving with constant velocity)
3. Electrodynamics (electric fields generated by changing magnetic fields, magnetic fields generated by changing electric
fields, and the force on a moving charge in the presence of electric and magnetic fields)



From the catalog


“A mature study of electromagnetic fields. Electrostatics and magnetostatics presented. Special techniques, including multipole expansion of fields, analyzed. Electrodynamics introduced leading to Maxwell’s equations.

Prerequisites: PHYS 230 or 231, MATH 253, and MATH 260 or MATH 236.”
Source: 2023-2024 CMU Catalog



Course Expectations


An undergraduate student should expect to spend on this course a minimum of two hours outside the classroom for every hour in the classroom. The outside hours may vary depending on the number of credit hours or type of course. More details are available from the faculty member or department office and in CMU’s Curriculum Policies and Procedures Manual.

Electromagnetic theory is inherently mathematical by its very nature. A true understanding of electromagnetic theory will be realized only after you, the student, actually do electromagnetic theory (i.e. homework and exam problems). You should treat every homework problem as a test of your understanding of the subject material. The homework sets will be quite long and will require many hours of work. It will not be unusual for you to spend six hours or more on a homework set. Hard work will be demanded from you in this course!



Course Requirements


Assignments Examinations

Grading


Your grade for this course is based on the following activities, weighted as shown


Homework Assignments  20%
Exams (4)60%
Final Exam20%


Grading Scale:


All graded work will be assigned a numerical score. You may estimate your letter grade by computing a percentage score and comparing it with the table below:

%Grade
100-88A
87-79B
78-70C
69-60D
59-0F


Attendence


Regular class attendance is strongly recommended. You are responsible for all material discussed in class. It is in your best interest to always attend class and arrive on time - this class begins promptly at 11:00 am!

Accommodation for Students with Physical and Learning Disabilities:


In coordination with Educational Access Services, reasonable accommodations will be provided for qualified students with disabilities.  Students should contact Educational Access Services at 970-248-1856 or Houston Hall 108 as soon as possible. Please visit Educational Access Services for additional information.



Academic Integrity


All incidents of academic dishonesty, including, but not limited to, plagiarism and cheating, will be handled according to CMU policy. For CMU policy on academic integrity, please refer to 2022-2023 CMU Catalog.


Notice: the use of Chegg or an equivalent resource is strictly forbidden! Obtaining solutions to homework and/or exam problems constitutes a violation of academic dishonesty and will be dealt with accordingly.



Course Catalog


This is a TENTATIVE course calendar ONLY! The actual course can deviate from the calendar listed below.

Date

Topic

Mon, Aug 21

CH 1 - Vector Analysis

Wed, Aug 23

CH 1 - Vector Analysis

Fri, Aug 25

CH 1 - Vector Analysis

Mon, Aug 28

CH 1 - Vector Analysis

Wed, Aug 30

CH 1 - Vector Analysis

Fri, Sep 1

CH 1 - Vector Analysis

Mon, Sep 4

CH 1 - Vector Analysis

Wed, Sep 6

CH 1 - Vector Analysis

Fri, Sep 8

CH 1 - Vector Analysis

Mon, Sep 11

CH 2 – Electrostatics

Wed, Sep 13

EXAM 1 (Sections 1.1-1.4,1.6)

Fri, Sep 15

CH 2 – Electrostatics

Mon, Sep 18

CH 2 – Electrostatics

Wed, Sep 20

CH 2 – Electrostatics

Fri, Sep 22

CH 2 – Electrostatics

Mon, Sep 25

CH 2 – Electrostatics

Wed, Sep 27

CH 2 – Electrostatics

Fri, Sep 29

CH 2 – Electrostatics

Mon, Oct 2

CH 2 – Electrostatics

Wed, Oct 4

EXAM 2 (Sections 2.1-2.3)

Fri, Oct 6

CH 2 – Electrostatics

Mon, Oct 9

CH 3 – Potentials

Wed, Oct 11

CH 3 – Potentials

Fri, Oct 13

Fall Break – No Classes

Mon, Oct 16

CH 3 – Potentials

Wed, Oct 18

CH 3 – Potentials

Fri, Oct 20

CH 3 – Potentials

Mon, Oct 23

CH 3 – Potentials

Wed, Oct 25

CH 5 – Magnetostatics

Fri, Oct 27

EXAM 3 (Sections 2.4-2.5, Chapter 3.1,3.2)

Mon, Oct 30

CH 5 – Magnetostatics

Wed, Nov 1

CH 5 – Magnetostatics

Fri, Nov 3

CH 5 – Magnetostatics

Mon, Nov 6

CH 5 – Magnetostatics

Wed, Nov 8

CH 5 – Magnetostatics

Fri, Nov 10

CH 5 – Magnetostatics

Mon, Nov 13

CH 5 – Magnetostatics

Wed, Nov 15

CH 7 – Electrodynamics

Fri, Nov 17

EXAM 4 (Chapter 5.1-5.4)

Mon, Nov 20

Thanksgiving Break – No Classes

Wed, Nov 22

Thanksgiving Break – No Classes

Fri, Nov 24

Thanksgiving Break – No Classes

Mon, Nov 27

CH 7 – Electrodynamics

Wed, Nov 29

CH 7 – Electrodynamics

Fri, Dec 1

CH 7 – Electrodynamics

Mon, Dec 4

CH 7 – Electrodynamics

Wed, Dec 6

CH 7 – Electrodynamics

Fri, Dec 8

Final Review

**Final Exam:  Wednesday, Dec 13 at 10 - 11:50 am**

 

 

 

Course-Level Student Learning Objectives:

A student who has taken this course will demonstrate the ability to:

 

1.     Translate between verbal and mathematical descriptions of physical situations.  Apply mathematical reasoning, using vectors and vector calculus, to analyze these situations. 

2.    Apply Coulomb’s Law to obtain the electric field of a system of charged particles and extended objects.

3.    Compute electrostatic potentials for various charge distributions.

4.    Use Gauss’ Law to obtain the electric field of various charge distributions.

5.    Apply the technique of multipole expansion to arrive at the approximate electric potential at large distances.

6.    Use the Lorentz force law to analyze the motion of a charged particle in various physical situations.

7.     Apply Biot-Savart Law to obtain the magnetic field produced by various steady current distributions.

8.    Use Ampere’s Law to obtain the magnetic field of various steady current distributions.

 

Program-Level Student Learning Objectives:

This course satisfies the following Physics-degree student learning objectives:

 

1.     Articulate the knowledge base and show fluency with the ideas and techniques of the major fields of physics (electromagnetism).

2.    Translate physical problems into mathematical problems, solved these using appropriate mathematics and extract physically meaningful statements from the solutions.