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固体中的概念:固体理论讲义(英文版)
商品编号:1916837
ISBN:9787510075865
出版社:世界图书出版社
作者: [美]安德森(Anderson,P.W.)
出版日期:2014-05-01
开本:16
装帧:暂无
中图分类:O481
页数:188
册数:1
大约重量:500(g)
购买数量:
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库存:3
配送:
预计72小时发货
甲虎价: 29.64 (7.6折)
原价:¥39.00
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作者简介
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本书是诺贝尔物理学奖获得者,凝聚态物理界的泰斗P.W.Anderson的经典著作,是固体理论方面最权威的参考书之一,作者在这个领域内作出过非常突出的贡献。书中对固体物理学中的许多基本概念作了精辟的分析,清晰的表达出各种基本原理,并使之具体化,引导读者进入这一极具挑战的领域,体现出大师著作的独特风格!目次:导论;单电子理论;元激发。读者对象:本书适合凝聚态物理专业的研究生,教师及相关专业研究人员。
1. Introduction
A. Preparation and Texts
B. Plan of the Course
C. Generalities and Classification of Solids
2. One-Electron Theory
A. Hartree-Fock Theory
1. General Philosophy of Hartree-Fock
2. Derivation of Self-Consistent Equations: Second Quantization
B. Energy Bands in Solids
1. Perturbation Theory for Weak Periodic Potential:Brillouin and Jone Zones and Symmetrized Plane Waves
2. The Cellular Method: Quantitative Calculation of Binding Energy
3. Exchange and Correlation in the Free-Electron Gas
4. The O.P.W. Method
C. One-Electron Band Theory in the Presence of Perturbing Fields
1. Introduction1. Introduction
A. Preparation and Texts
B. Plan of the Course
C. Generalities and Classification of Solids
2. One-Electron Theory
A. Hartree-Fock Theory
1. General Philosophy of Hartree-Fock
2. Derivation of Self-Consistent Equations: Second Quantization
B. Energy Bands in Solids
1. Perturbation Theory for Weak Periodic Potential:Brillouin and Jone Zones and Symmetrized Plane Waves
2. The Cellular Method: Quantitative Calculation of Binding Energy
3. Exchange and Correlation in the Free-Electron Gas
4. The O.P.W. Method
C. One-Electron Band Theory in the Presence of Perturbing Fields
1. Introduction
2. Weakly Bound Impurity States
3. Motion in External Fields
4. Breakdown Effects
5. Rigorous Basis of Effective Hamiltonian Theory
3. Elementary Excitations
A. The Idea of Elementary Excitations: Generalities on Many-Body Theory
1. The Variational Theorem
2. The Exclusion Principle
3. Screening
4. The Concept of Elementary Excitations
B. The N + 1 Body Problem
1. Quasi-Particles
2. Effects of Phonons in the N + 1 Body Problem
C. Quasi-Particles in Metals: The Fermi Liquid
D. Collective Excitations
1. Excitons
2. Spin Waves: Heisenberg Hamiltonian and the Magnetic State
3. Ferromagnetic Spin Waves
4. Antiferromagnetic Spin Waves and Broken Symmetry
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