《高等量子力學（英文版）》是2004年6月出版的圖書，作者是蘇汝鏗和王斌。
基本介紹
- 書名：高等量子力學（英文版）
- 作者：蘇汝鏗、王斌
- ISBN：9787309040135
- 頁數：244頁
- 定價：30.00元
- 出版時間：2004年6月
- 裝幀：平裝
- 開本：16開
內容提要,圖書目錄,
內容提要
本書是為高年級本科生或研究生學習物理學或相關課程所準備的。全書共分六章，包括相對論量子力學、路徑積分、散射理論、二次量子化、超導理論、超流動性以及波函式的位相等。本書敘述嚴謹，但易於閱讀和學習。它只要求讀者具有在本書第一章中給出的量子力學的基礎知識，而不要求其他。本書的數學推導力求詳盡，以便讀者更易於掌握。
圖書目錄
CONTENTS
PREFACE
Chapter 1 Foundation of Quantum Mechanics
1. 1 State Vector, Wave Function and Superposition of States
1. 2 Schr0dinger Equation and Its Solutions
1. 3 Operators
1. 4 Approximation Methods
1. 5 WKB Approximation
1. 6 Density Matrix
Chapter 2 Scattering Theory
2. 1 General Description of the Scattering Theory
2. 2 The Partial Wave Method
2. 3 Examples of the Partial Wave Method
2. 4 Green Function Method and Bom Approximation
2. 5 Center-of mass Coordinate and the Laboratorv Coordinf
2. 6 T Matrix
2. 7 Lippman-Schwinger Equation
2. 8 Dyson Equation
2. 9 Scattering Matrix(S Matrix)
2. 10 Scattering in the Complex Potential
2. 11 General Theory of the Inelastic Scattering
2. 12 Approximation of the Distortion Wave
Chapter 3 Many Body ProbIem
3. 1 Second Quantization
3. 2 Hartree-Fock Mean Field Approximation
3. 3 Thomas-Fermi Method
3. 4 Superconductive Theory
3. 5 Superfluidity Theory
Chapter 4 Path lntegraI
4. 1 Classical Action and the Amplitude in Quantum Mechanics
4. 2 Path Integral
4. 3 Gauss Integration
4. 4 Path Integral and the Schrodinger Equation
4. 5 The Canonical Form of the Path Integral
Chapter 5 Relativistic Quantum Mechanics
5. 1 Klein-Gordon Equation
5. 2 Dirac Equation
5. 3 Solutions of the Free Field Dirac Equation
5. 4 Dirac Equation in the Electromagnetic Field
5. 5 Covariant Form of the Dirac Equation
5. 6 Dirac Equation in the Central Force Field
5. 7 Solution of the Dirac Equation in the Coulomb Field
5. 8 Klein Paradox
5. 9 MIT Bag Model
5. 10 Chiral symmetry
Chapter 6 Phase of Wave Function
6. 1 Aharanov-Bohm Effect
6. 2 Aharanov-Casher Effect
6. 3 Magnetic Flux of Superconductive Ring
6. 4 Monopole
6. 5 Berry Phase
6. 6 Non-integrable Phase Factor
6. 7 Vacuum Energy and Casimir Effect
Index
PREFACE
Chapter 1 Foundation of Quantum Mechanics
1. 1 State Vector, Wave Function and Superposition of States
1. 2 Schr0dinger Equation and Its Solutions
1. 3 Operators
1. 4 Approximation Methods
1. 5 WKB Approximation
1. 6 Density Matrix
Chapter 2 Scattering Theory
2. 1 General Description of the Scattering Theory
2. 2 The Partial Wave Method
2. 3 Examples of the Partial Wave Method
2. 4 Green Function Method and Bom Approximation
2. 5 Center-of mass Coordinate and the Laboratorv Coordinf
2. 6 T Matrix
2. 7 Lippman-Schwinger Equation
2. 8 Dyson Equation
2. 9 Scattering Matrix(S Matrix)
2. 10 Scattering in the Complex Potential
2. 11 General Theory of the Inelastic Scattering
2. 12 Approximation of the Distortion Wave
Chapter 3 Many Body ProbIem
3. 1 Second Quantization
3. 2 Hartree-Fock Mean Field Approximation
3. 3 Thomas-Fermi Method
3. 4 Superconductive Theory
3. 5 Superfluidity Theory
Chapter 4 Path lntegraI
4. 1 Classical Action and the Amplitude in Quantum Mechanics
4. 2 Path Integral
4. 3 Gauss Integration
4. 4 Path Integral and the Schrodinger Equation
4. 5 The Canonical Form of the Path Integral
Chapter 5 Relativistic Quantum Mechanics
5. 1 Klein-Gordon Equation
5. 2 Dirac Equation
5. 3 Solutions of the Free Field Dirac Equation
5. 4 Dirac Equation in the Electromagnetic Field
5. 5 Covariant Form of the Dirac Equation
5. 6 Dirac Equation in the Central Force Field
5. 7 Solution of the Dirac Equation in the Coulomb Field
5. 8 Klein Paradox
5. 9 MIT Bag Model
5. 10 Chiral symmetry
Chapter 6 Phase of Wave Function
6. 1 Aharanov-Bohm Effect
6. 2 Aharanov-Casher Effect
6. 3 Magnetic Flux of Superconductive Ring
6. 4 Monopole
6. 5 Berry Phase
6. 6 Non-integrable Phase Factor
6. 7 Vacuum Energy and Casimir Effect
Index
