進行中 校際選修

115-1 選課時程

進行中

  • 初選第一階段 6/15 – 6/18
  • 初選第二階段 6/22 – 6/25
  • 校際選修 8/24 – 9/18
  • 初選第三階段 8/31 – 9/3
  • 開學後加退選 9/7 – 9/21
  • 逾期加退選 9/21 – 9/24
選課資源

量子力學

Quantum Mechanics

學期
114-1
學分
3 學分
當期課號
535369
永久課號
EECM30116
開課單位
電信工程研究所
授課教師
渡邊浩志
校區
光復
類別
選修
上課時間表
週四
7
15:30–16:20
量子力學
ED219
3 節連堂
8
16:30–17:20
9
17:30–18:20

* 根據陽明交大上課時間表所列

概述

Quantum Mechanics (535366) and Statistical Mechanics (535368) are combined classes to teach quantum mechanics. In this class, I will teach introductory part of quantum mechanics. I will teach the other part in Statistical Mechanics (535368). As well-known, quantum physics is the basic scholar of modern science and technologies. It may be difficult for anyone to be a premier in nanotechnologies without the precise knowledge of quantum physics. However, what is "quantum" appears quite strange to beginners. This class is then an introductory quantum physics for engineering students. In particular, we will hit what/how many guys misunderstand about quantum physics. For example, to solve Schrodinger equation differs from to know quantum physics. This just corresponds to the essence of quantum physics. In quantum mechanics (535366), we will discuss mainly one quantum particle systems (ex., an electron). In Statistical Mechanics (535368), we will discuss many quantum particles system. NOTE: strongly recommend to attend the Statistical Mechanics (535368), too, to learn the other 50 %. I illustrate: 1) relationship between quantum mechanics and device engineering, 2) what the wavefunction is. 3) what to solve Schrodinger equation is.--- what the observation is. 4) several methods to solve Schrodinger equation.

先修科目

To lean Statistical Mechanics (not Statistics in Mathematics) Statistical Mechanics and Statistics are totally different. A good knowledge of the following subject is required in order to do well in the course. - introductory physics - introductory electronics - Linear Algebra - Calculus/Differential Equations

教學方式

The lectures will be given in blackboard writing and power point presentation. All reports and questions should be made in English.

評分方式

學期作業: Lecture, 5 Home Works, Mid-Term Event, Final Report 考試 & 評量(比重%) : Home Work (50%) Mid-Term Event (20%) Final Report (30%)

週次計畫
週次主題
第 1 週guidance
第 2 週quantum wave-1
第 3 週quantum wave-2
第 4 週Analytical Mechanics
第 5 週Operator-1
第 6 週Operator-2
第 7 週Representation
第 8 週momentum
第 9 週bound state-1
第 10 週bound state-2 &amp amp&#x0D spin
第 11 週unbound state-1
第 12 週unbound state-2
第 13 週unbound state-3
第 14 週unbound state-4
第 15 週Perturbation
第 16 週Invited Lecture for autumn event
教科書

Reference books: [1] R. Feynman, R. B. Leighton, and M. Sands, “The Feynman Lecture on Physics III”, Pearson & Addison-Wesley, 2005. [2] P. A. M. Dirac, “The principles of quantum mechanics (International Series of Monographs on Physics)”fourth edition, 1958, Oxford at the Clarendon Press. [3] A. S. Grove, “Physics and technology of semiconductor devices”, John Wiley & Sons, 1967.

Office Hours
地點
MIRC 814 電子與資訊研究中心 814
時間
By email appointment
聯絡方式
hwhpnabe@nycu.edu.tw