Teaching	E-mail

Chung-Yu Mou

目標

本課程為物理系的核心課程, 為大三之必修課
主要的目標是在始學生能了解量子力學的基本假設並 能進一步做簡單的應用
所函蓋的課題包括
早期量子現象: 輻射定律，光電及康普吞效應， 電子繞射，原子光譜
波粒雙重性：波爾原子，物質波，波包與測不準原理
波動力學：波函數與機率的詮釋，算符與期望值，本徵函數,本徵值與 測量的關係
特別的課題: 一度空間之位場，簡諧振子, 三度空間之波方程式, 自旋與雙能階系統, 氫原子能譜
多體問題: 全同粒子之交換干涉, 玻色子, 費米子與包利不相容原理
元素週期系統，固體之能帶理論
簡易近似方法: 與時間無關之微擾理論，與時間有關之微擾理論, 自旋一軌道耦合，WKB方法
旋轉與角動量: 登一葛拉實驗，角動量之矩陣表示法, 簡易角動 量加法
電子與電磁場之交互作用: 史塔克效應，基曼效應, AB效應

(I) midterm1: Oct. 17, midterm2: Nov. 21, final: Jan. 2 (2003)

• Cover Chapters 1 ~ 6 & 13
• Overview
• Pre-quantum development: balckbody radiation, photelectric effect, the Compton effect, matter wave, atomic spectra, and the Bohr model
• Wave packets and the Uncertainty principle
• The Schrodinger equation and the probability interpretation
• Simple 1D systems: potential well, origin of energy band, and the harmonic potential
• General Structure of Wave Mechanics: the observables and their representations, eigenvalues and eigenfunctions in quantum measurements
• Many-particle systems: identical particles (Fermions and Bosons)
• 3D systems: 3D box and density of state, Fermi energy, degenerate pressure and the astrophysical example

(II) midterm1: March 30, midterm2: May 4, final: June 15 (2004)

• Cover Chapters 7 ~ 21 except 13
• Angular momentum, Central potential problem , and the Hydrogen atom
• Interaction of electrons with EM fields
• Spin and Two-level system
• Addition of angular momentum
• Real Hydrogen Atoms and Structure of Atoms
• Simple molecules and their spectra
• Interaction of atoms with EM fields
• Simple perturbation theory

Textbooks

• Quantum Physics, 3rd edition, by Stephen Gasiorowicz

References

• Quantum Mechanics, An Introduction, 4th edition, by W. Grenier
• Feynman's Lectures on Physics, Vol.3
• Introducton to Quantum Mechanics, by David J. Griffiths
• Quantum Physics of Atoms, Molecules, Solids, Nuclei, and Particles, by Eisberg and Resnick

計分方式

• 作業 10% 期中考(I) 30% 期中考(II) 30% 期末考 30%