|
課程名稱 |
固態理論一 Theory of Solid (Ⅰ) |
|
開課學期 |
111-1 |
|
授課對象 |
理學院 物理學研究所 |
|
授課教師 |
胡崇德 |
|
課號 |
Phys8020 |
|
課程識別碼 |
222 D1740 |
|
班次 |
|
|
學分 |
3.0 |
|
全/半年 |
半年 |
|
必/選修 |
選修 |
|
上課時間 |
星期五3,4,5(10:20~13:10) |
|
上課地點 |
新物517 |
|
備註 |
總人數上限:30人 |
|
|
|
|
課程簡介影片 |
|
|
核心能力關聯 |
核心能力與課程規劃關聯圖 |
|
課程大綱
|
|
為確保您我的權利,請尊重智慧財產權及不得非法影印
|
|
課程概述 |
First semester: Fundamental theory
Knowledge of quantum physics or quantum mechanics are required.
Contents:
Part I The Free Electron Model of Metals
Non-Interacting Fermions, Drude Model and Fermi-Dirac Statistics
Part II Lattices and Crystals
The Structure of Crystals, Reciprocal Lattice and Methods of Structure Determination
Part III Energy Bands
Electrons in the Periodic Potential of a Crystal
Simple Models of the Band Structure
Energy Bands and Interaction between Electrons
Part IV Semiclassical Dynamics of Electrons
Part V Lattice Dynamics
Part VI Transport Phenomena |
|
課程目標 |
Understanding in depth various topics in condensed matter physics including recent development. |
|
課程要求 |
Quantum Mechanics or Quantum Physics |
|
預期每週課前或/與課後學習時數 |
|
|
Office Hours |
|
|
指定閱讀 |
待補 |
|
參考書目 |
Textbook: "Fundamentals of the Physics of Solids", by Solyom, Jeno, Springer.
References:
1. "Solid State Physics", by Ashcroft and Mermin, Saunders College Publishing.
2. "Solid State Physics", by Grosso and Parravicini, Elsevier. |
|
評量方式 (僅供參考) |
- 本校建議 A+ 比例上限為 20% ,非強制規定,授課教師可依課程要求調整,建議必修課程參考。
- 本校採用等第制評定成績,學生成績評量辦法中的百分制分數區間與單科成績對照表僅供參考,授課教師可依等第定義調整分數區間。詳見學習評量專區 (連結)。
|
|
週次 |
日期 |
單元主題 |
|
第1週 |
9/09 |
No Class |
|
第2週 |
9/16 |
Free Electron Model of Metals |
|
第3週 |
9/23 |
Free Electron Model of Metals |
|
第4週 |
9/30 |
The Structures of Crystals
|
|
第5週 |
10/07 |
Reciprocal Lattice and Methods of Structure Determination
|
|
第6週 |
10/14 |
Electrons in the Periodic Potential of a Crystal |
|
第7週 |
10/21 |
Simple Models of the Band Structure |
|
第8週 |
10/28 |
Simple Models of the Band Structure, continued |
|
第9週 |
11/04 |
Energy Bands and Interaction between Electrons |
|
第10週 |
11/11 |
Mid Term Exam |
|
第11週 |
11/18 |
Semiclassical Dynamics of Electrons |
|
第12週 |
11/25 |
Semiclassical Dynamics of Electrons in Magnetic Field |
|
第13週 |
12/02 |
Lattice Dynamics |
|
第14週 |
12/09 |
Transport Phenomena |
|
第15週 |
12/16 |
Transport Phenomena |
|
第16週 |
12/23 |
Final Exam |
|