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Course Jukebox

Course Detail

Degree
Master
Standard Academic Year
1・2
Course delivery methods
Online (Asynchronous)
Subject
Physical sciences, Mathematical sciences
Program
School
Degree Programs in Pure and Applied Sciences
Department
Master's Program in Engineering Sciences
Campus
Tsukuba Campus
Classroom
Course Offering Year
2022-2023
Course Offering Month
October - November
Weekday and Period
Fri1,2
Capacity
Credits
1.0
Language
English
Course Number
0AJG041

Electromagnetism I University of Tsukuba

Course Overview

First, Maxwell's equations in vacuum are derived from the basic laws of the electric field and the magnetic field. Then, the generic properties of Maxwell equations in vacuum and Maxwell's equations in matter are studied.

Learning Achievement

[1] Gauss’s theorem and Stokes’ theorem
[2] Application of Gauss’s law
[3] Poisson equation
[4] Electric field between charge and conductor
[5] Electrostatic Energy
[6] Capacitance and electrostatics of dielectrics
[7] Magnetostatics,
[8] The Magnetic Field in Various Situations 1
[9] The Magnetic Field in Various Situations 2
[10] Energy of electromagnetic field

Competence

Logical and Mathematical Thinking and Analysis

Course prerequisites

Grading Philosophy

Attendance(exercises) (80%), Report (20%)
Attendance is checked by answering questions(exercises), which are asked each time.
Please answer the questions by email.

Course schedule

Course type

Lectures

Online Course Requirement

Instructor

Fujioka Jun

Other information

Identical to 01BF111 and 01BG012.
Online(Asynchronous)
Lectures are conducted in English.

Site for Inquiry

Please inquire about the courses at the address below.

Contact person: Jun Fujioka


Link to the syllabus provided by the university