2019 Fundamentals of Electromagnetism 1 G

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Academic unit or major
Basic science and technology courses
Instructor(s)
Munekata Hiro 
Course component(s)
Lecture     
Day/Period(Room No.)
Tue3-4(W321)  
Group
G
Course number
LAS.P103
Credits
1
Academic year
2019
Offered quarter
3Q
Syllabus updated
2019/4/2
Lecture notes updated
-
Language used
Japanese
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Course description and aims

This course teaches the basics of static electric and magnetic fields in vacuum, starting with Coulomb’s force law for charges.

Electromagnetism is important for understanding nature, and is essential for the study of science, engineering, life sciences, and other specialized courses. Students will understand how charges and current produce electric and magnetic fields, respectively, and their mathematical descriptions. This will allow them to understand static electromagnetic phenomena as well as allow them to solve basic problems in electromagnetism.

Student learning outcomes

By completing this course, students will be able to:
1) Understand the concepts of electric field, electric potential, electrostatic energy, magnetic flux density, magnetic moment, etc., correctly, and describe them mathematically.
2) Understand Gauss's law for electric fields and the Biot-Savart law for magnetic fields correctly, and find the electric field and magnetic flux density by applying said laws.
3) Find mathematical solutions to problems in electromagnetism expressed by the appropriate equations, and explain the physical meaning of said solutions.

Keywords

Coulomb’s law, electric field, Gauss's law, electric potential, conductor, condenser, capacitance, electrostatic energy, electric current, magnetic force, magnetic flux density, magnetic moment, Biot-Savart law

Competencies that will be developed

Specialist skills Intercultural skills Communication skills Critical thinking skills Practical and/or problem-solving skills

Class flow

Two-thirds of each class is devoted to fundamentals and the rest to advanced content or application. To allow students to get a good understanding of the course contents and practice application, problems related to the contents of this course are provided in Exercises in Physics II.

Course schedule/Required learning

  Course schedule Required learning
Class 1 Coulomb’s law and Gauss law (force between charges, superposition, electric lines of force, introduction of an electric field) Explain the concepts of charge, electric field, and their relationship.
Class 2 Electric field and electric potential, dipoles (calculation of electric field by the Gauss law, and mathematical relation between the field and the potential. Explain Gauss law for calculating electric fields. Explain how to estimate electric potential.
Class 3 An electric field and a conductor, electrostatic energy (part 1) Explain how the Gauss low should be applied to a conductor, Calculate electrostatic energy.
Class 4 Electrostatic energy (part 2), a current and a magnetic field. Explain the electric energy density. Explain a magnetic field around a current.
Class 5 Lorenz force expressed by outer product, Gauss law for magnetic flux density. Explain relation among magnetic flux density, motion of charge, and Lorenz force. Grab the difference between magnetic flux density and an electric field in terms of Gauss law.
Class 6 Magnetic moment, Biot-Savart's law (part 1) Explain that a current loop is equivalent to magnetic moment。Explain the experiment that proved the presence of a magnetic flux around a current line.
Class 7 Biot-Savart's law (part 2), Ampere’s law Calculate the magnitude of magnetic flux density around a current line having finite length

Textbook(s)

Denjikigaku (Electromagnetism) by Hidekazu Tanaka, Baifukan Publishing

Reference books, course materials, etc.

Denjikigaku (Electromagnetism) by Masatoshi Nakayama, Shokabou Publishing

Assessment criteria and methods

Learning achievement is evaluated by homework and a final exam.

Related courses

  • LAS.P106 : Exercises in Physics II

Prerequisites (i.e., required knowledge, skills, courses, etc.)

No prerequisites.

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