高等统计物理
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| 新书城图书编号：280540 |
| 图书ISBN：9787309054880 |
| 出版时间：2007-11-1 |
| 出版社：复旦大学 |
| 作者：戴显熹 |
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市场价格：￥38 |
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普通会员：￥30.4
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80折 |
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VIP会员：￥28.5
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75折 |
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【图书简介】
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本书是作者依据自1978年以来为复旦大学物理系研究生讲课所使用的量了统计课程和高等统计课程的教材修改而成。全书共分9个章节，具体内容包括统计物理基本原理、统计物理的应用、玻色-爱因斯坦凝结、量子统计中的Green函数引论等。该书既可作为作为职业学校和大专院校的非相关专业师生的教学、学习参考用书，也可供从事相关工作的职业人员阅读使用。
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【图书目录】
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Chapter 1 Fundamental Principles
1.1 Introduction: The Characters of Thermodynamics and Statistical Physics and Their Relationship
1.2 Basic Thermodynamic Identities
1.3 Fundamental Principles and Conclusions of Classical Statistics
1.3.1 Microscopic and Macroscopic Descriptions, Statistical Distribution Functions
1.3.2 Liouville Theorem
1.3.3 Statistical Independence
1.3.4 Microscopical Canonical, Canonical and Grand Canonical Ensembles
1.4 Boltzmann Gas
1.5 Density Matrix
1.5.1 Density Matrix
1.5.2 Some General Properties of the Density Matrix
1.6 Liouville Theorem in Quantum Statistics
1.7 Canonical Ensemble
1.8 Grand Canonical Ensemble
1.8.1 Fundamental Expression of the Grand Canonical Ensemble
1.8.2 Derivation of the Fundamental Thermodynamic Identity
1.9 Probability Distribution and Slater Sum
1.9.1 Meaning of the Diagonal Elements of the Density Matrix
1.9.2 Slater Summation
1.9.3 Example : Probability of the Harmonic Ensemble
1.10 Theory of the Reduced Density Matrix
Chapter 2 The Perfect Gas in Quantum Statistics
2.1 Indistinguishability Principle for Identical Particles
2.2 Bose Distribution and Fermi Distribution
2.2.1 Perfect Gases in Quantum Statistics
2.2.2 Bose Distribution
2.2.3 Fermi Distribution
2.2.4 Comparison of Three Distributions;Gibbs Paradox Again
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Chapter 3 Second Quantization and Model Hamiltonians
Chapter 4 Least Action Principle, Field Quantization and the Electron-Phonon System
Chapter 5 Bose-Einstein Condensation
Chapter 6 Some Inverse Problems in Quanturn Statisties
Chapter 7 An Introduction to Theory of Green's Functions
Chapter 8 A Unified Diagonalization Theorem for Quadratic Hamiltonian
Chapter 9 Functional Integral Approach: A Third Formulation of Quantum Statistical Mechanics
References
Index
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