Electromagnetic Theory, Adv.
| Numbering Code | G-ENG10 5C610 LJ72 | Year/Term | 2022 ・ Second semester |
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| Number of Credits | 2 | Course Type | Lecture |
| Target Year | Target Student | ||
| Language | Japanese and English | Day/Period | Wed.3 |
| Instructor name |
MATSUO TETSUJI (Graduate School of Engineering Professor) MIFUNE TAKESHI (Graduate School of Engineering Senior Lecturer) |
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| Outline and Purpose of the Course |
The first half: the special theory of relativity and the covariance of Maxwell's equations The latter half: theory and methods of computational electromagnetics |
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| Course Goals |
1. Understanding of the basic concepts of special theory of relativity and the covariant formulation of Maxwell's equations 2. Understanding of the basics of computational electromagnetics |
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| Schedule and Contents |
Introduction to special theory of relativity: 2-3times - Galilean relativity and special relativity - Lorentz transformation Tensor representation and relativistic dynamics: 2-3times - Introduction to tensor representation - Relativistic dynamics Covariant formulation of Maxwell's equations: 2-3times - Electromagnetic field tensor - Lorentz covariance of Maxwell’s equations Foundations of computational electromagnetics: 1-2times - Introduction to computatinal electromagnetics Theory and methods in computational electromagnetics: 3-4times - Methods in computational electromagnetics, e.g., finite element method Matrix computations in computational electromagnetics: 1-2times - Basics and state-of-the-art of matrix computations in computational electromagnetics |
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| Evaluation Methods and Policy | Submission of reports (twice) | ||
| Course Requirements | Basic electromagnetic theory | ||
| References, etc. | Y. Kazama, Introductory Lectures on the Theory of Relativity (in Japanese), Baifukan,1997. | ||
| Related URL | |||
