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開講年度 | 2020 年度 | |
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開講区分 | 工学研究科(博士前期課程)物理工学専攻 | |
領域 | 主領域 : E | |
受講対象学生 |
大学院(修士課程・博士前期課程・専門職学位課程) : 1年次 |
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選択・必修 | 選択 |
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授業科目名 | 物性物理学特論 | |
ぶっせいぶつりがくとくろん | ||
Advansed Solid State Physics | ||
単位数 | 2 単位 | |
ナンバリングコード | EN-PHYS-4
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開放科目 | 非開放科目 | |
開講学期 |
前期 |
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開講時間 |
木曜日 7, 8時限 |
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開講場所 | ||
担当教員 | 佐野和博 | |
SANO Kazuhiro | ||
SDGsの目標 |
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授業の概要 | Based on quantum statistical mechanics, lectures will be given on the behavior of electrons in solids from various viewpoints of condensed matter physics, and talk about how the physical properties of electronic systems in solids are understood. At the time of the lecture, I would like to mention how condensed matter physics is applied as much as possible. |
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学修の目的 | |
学修の到達目標 | Acquisition of the basic concept of solid-state electron theory is expected to give a deep understanding of the structure of matter. |
ディプロマ・ポリシー |
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成績評価方法と基準 | report 100% |
授業の方法 | 講義 |
授業の特徴 | |
授業改善の工夫 | I would like to improve with reference to the FD, the situation of the students, the results of the student's class evaluation questionnaire, etc. |
教科書 | Introduction to Solid State Physics, 8th Edition, Charles Kittel, Wiley |
参考書 | For reference, "Electronics in Solids" (Parity Physics Course, Hiroyuki Shiba, Maruzen) "Quantum Theory of Solids" (Charles Kittel,translated by Masao Doyama, Maruzen), "Solid State Physics" (Ashcroft-Marmin ) etc. |
オフィスアワー | The questions will be answered in Room 6409 on the 4th floor of the 2nd joint building.Questions by e-mail are also possible, E-mail: sano@phen.mie-u.ac.jp Office hours are about 1 hour every Friday from 13:30 |
受講要件 | It is desirable to have basic knowledge of condensed matter physics. |
予め履修が望ましい科目 | Condensed matter physics. |
発展科目 | Exercise of condensed matter physics |
その他 |
英語対応授業である。 |
MoodleのコースURL |
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キーワード | 物質の振る舞い,分子や原子の集団運動、統計力学、物性物理学、量子効果、基礎理論 |
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Key Word(s) | Quantum Spin State, Solid State Physics |
学修内容 | Ⅰ. 1st to 4th ; Magnetic Theory Ⅱ. 5th-7th ;Free electron model Ⅲ. Eighth to tenth; Electronic systems in periodic potentials and band theory Ⅳ. 11th ~ 12th; Systems with electron interaction Ⅴ. 13th to 15th ; Theory of superconductivity |
事前・事後学修の内容 |