授業情報/Course information

開講学期/Course Start 2016年度/Academic Year  後期/Second
開講曜限/Class period 月/Mon 1
授業区分/Regular or Intensive 週間授業
対象学科/Department 情報電子工学系専攻 電気通信システムコース
対象学年/Year 1年,2年
授業科目区分/Category 博士前期課程 大学院自専攻科目
必修・選択/Mandatory or Elective 選択
授業方法/Lecture or Seminar 講義
授業科目名/Course Title 応用電磁気学特論
単位数/Number of Credits 2.0
担当教員名/Lecturer 川口秀樹(情報電子工学系学科情報通信システム工学コース)
時間割コード/Registration Code MQ305A
連絡先/Contact
オフィスアワー/Office hours
更新日/Date of renewal 2016/06/20
授業のねらい
/Learning Objectives
This course aims to give theory and applications of the electricity and magnetism. In this course,
the electricity and magnetism are summarized as an unified theory of a static, a quasi-static and a
high frequency electromagnetic fields. In addition to the summary of the theory, practical applications of the electromagnetic field phenomena in industry are introduced.
到達度目標
/Outcomes Measured By:
1. Theoretical description of practical electromagnetic phenomena by using Maxwell's equation.
2. Analytical solution to typical simplified problems of electronagnetic field theory.
授業計画
/Course Schedule
No.1:  Introduction of this subject.  Coulomb's law and concept of field theory.
No.2:  Summary of related mathematics (Vector analysis, Poincare's lemma, Helmholtz's theorem)
No.3:  Electrostatic field (Gauss' law, conservative field, Poisson's equation)
No.4:  Magnetostatic field (Biot-Savart's law, divergence fee field, Vector Poisson's Equation)
No.5:  Conservation law of charge, Ohm's law
No.6:  Particular solution to Poisson's equation
No.7:  Boundary value problem (Green's theorem, surface integral equation)
No.8:  Numerical analysis of Poisson equation by Finite Difference Method (FDM)
No.9:  Numerical analysis of Poisson equation by Finite Element Method (FEM)
No.10:  Numerical analysis of Poisson equation by Finite Difference Method (BEM)
No.11:  Electromagnetic induction 1 (Faraday's law, Eddy current)
No.12:  Electromagnetic induciton 2 (Theory and applications of eddy current problems)
No.13: Electromagnetic wave 1 (Displacement current, Wave equation, Wave propagation, Helmholtz equation)
No.14: Electromagnetic wave 3 (Scalar and vector potentials, Inhomogeneous wave equation)
No.15: Advanced theory of electromagnetics (3D circuit model, Geometrical optics)
参考書等
/Required Materials
W.K.H.Panofsky and M Phillips, Classical Electricity and Magnetism, Addison-Wesley Pub., 1961
J.D.Jackson, Classical Electrodynamics (2nd Ed.), Wily
成績評価方法
/Grading Guidelines
The score of each students is evaluated by two reports (100%)
A grade of more than 60 is accepted for a credit.
履修上の注意
/Notices
1. Students who have any questions on this course may visit to the teacher during office-hours mainly
2. All of announcements on this lecture will be displayed on notice-board
3. Students who fail in examination must try in the next year
教員メッセージ
/Message from Lecturer
An individual lecture is closely related to the previous lecture, and it is important to understand the contents of the course systematically.  It is strongly recommend to understand each lecture and visit to the teacher to question on unclear matters.
学習・教育目標との対応
/Learning and Educational Policy
Students will also acquire specialized skills in control of various types of electrical systems and communication systems, such as robots, power networks and communication networks.
関連科目
/Related course
It is strongly recommended to know the contetents of  Electromagnetism in undergraduate course very well
備考
/Notes
The lecture will be done in Japanese
No. 回(日時)
/Time (date and time)
主題と位置付け(担当)
/Subjects and instructor's position
学習方法と内容
/Methods and contents
備考
/Notes
該当するデータはありません