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Course Jukebox

Course Detail

Degree
Bachelor
Standard Academic Year
2
Course delivery methods
face-to-face
Subject
Physical sciences, Mathematical sciences, Engineering & technology
Program
School
School of Science and Engineering
Department
Bachelor's Program in Interdisciplinary Engineering
Campus
Tsukuba Campus
Classroom
3A311
Course Offering Year
2023-2024
Course Offering Month
April - August
Weekday and Period
Tue1,2
Capacity
Credits
3.0
Language
English
Course Number
FJ22014

Electromagnetism II University of Tsukuba

Course Overview

This lecture starts from magnetostatics and compares with those properties of electrostatics. The electromagnetic induction is then revealed from the time-dependent variation of electric or magnetic field. All the principles of electric and magnetic fields are summarized in Maxwell’s equations. Electromagnetic (EM) waves are finally presented to discuss the EM properties of dielectrics and metals.

Learning Achievement

The lecture covers classical topics on "Magnetostatics", "Magnetic Fields in Matter", "Electrodynamics", "Conservation Laws", "Electromagnetic Waves", "Potentials and Fields", "Radiation", and "Electrodynamics and Relativity".

Competence

"Knowledge creativity", "Engineering basics", "Basic scholastic ability", "Expertise", "Ethics", "Practical insight and problem solving ability"

Course prerequisites

Calculus, Linear algebra, Classical Mechanics, Electromagnetism I

Grading Philosophy

Homework (40%) and Examination (30%+30%, 2 times)
The examinations are held at the end of spring semester module B and C, respectively.

Course schedule

This lecture will be followed with the textbook, David J. Griffiths, Introduction to Electrodynamics (Cambridge University Press, 2017) from the chapter 5 to 12.
Magnetostatics
Magnetic Fields in Matter
Electrodynamics - part1
Electrodynamics - part2
Conservation Laws
The first examination
Electromagnetic Waves - part1
Electromagnetic Waves - part2
Radiation
Electrodynamics and Relativity
The final examination
This schedule shows the step for learning. The schedule doesn't matched with the time and week.

Course type

Lectures and Class Exercises

Online Course Requirement

Instructor

JUNG Mincherl

Other information

Onsite (if some students can't join in the class, the lecture will be supported with real-time online and on-demand.)

Site for Inquiry


Link to the syllabus provided by the university