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磁性量子理论:材料的磁学性质(第3版)(影印版) |
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磁性量子理论:材料的磁学性质(第3版)(影印版) |
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基本信息·出版社：科学出版社
·页码：359 页
·出版日期：2008年02月
·ISBN：9787030209382
·条形码：9787030209382
·版本：第1版
·装帧：精装
·开本：16
·正文语种：英语
·丛书名：国外物理名著系列10
内容简介 本书从“线性响应”出发研究磁学现象。主要内容是研究磁性材料在磁场作用下是如何响应的(磁场可以是均匀的或不均匀的，静止的或变化的)。本书的前两版主要研究了磁性响应，本版中还增加了磁性材料的磁阻抗，同时在每章后还增加了一些习题以帮助读者加深对内容的理解。本书关于磁学基本原理的论述和前两版相比变化不大。随着研究的深入和新应用的发展，新的磁学现象不断涌现，如本书第二版出版以来，发现了巨磁阻效应，自旋电子学的研究队伍也在迅速扩大。
目录 1 The Magnetic Susceptibility
1．1 The Magnetic Moment
1．2 The Magnetization
1．3 The Generalized Susceptibility．
1．3．1 The Kramers-Kroni9 relations
1．3．2 The Fluctuation-Dissipation Theorem．
1．3．3 0nsager Relation
1．4 Second Quantization
1．4．1 Example：The Degenerate-Electron Gas
1．4．2 Example：The Zeeman Interaction
2 The Magnetic Hamiltonian
2．1 The Dirac Equation
2．2 Sources of Fields
2．2．1 Uniform External Field
2．2．2 The Electric QUadrupole Field
2．2．3 The Magnetic Dipole(Hyperfine)Field
2．2．4 0ther Electrons on the Same Ion
2．2．5 Crystalline Electric Fields
2．2．6 Dipole-Dipole Interaction
2． 2．7 Direct Exchange
．2．8 Superexchange
2．2．9 Molecular Magnets
2．2．10 Double Exchange
2．2．11 Exchange on a Surface
2．3 The Spin Hamiltonian
2．3．1 nansition—Metal Ions
2．3．2 Rare-Earth Ions
Vm Contents
3 The Static Susceptibility of Noninteracting Systems
3． 1 Localized Moments
3． 1． 1 Diamagnetism
3．1．2 Paramagnetism of Transition．Metal Ions．
3．1．3 Paramagnetism of Rare-Earth Ions
3． 2 Metals
3．2． 1 Landau Diamagnetism
3．2．2 The de Haas—van Alphen Effect
3．2．3 Quantized Hall Conductance
3．2． 4 Pauli Paramagnetism
3．3 Measurement of the SusceptibiIity
3．4 Local Moments in Metals
3．4． 1 Virtual Bound States
3．4．2 Anderson’S Theory of Moment Formation
3． 4． 3 The Kondo Effect
4 The Static Susceptibility of Interacting Systems：
Local Moments
4．1 High Temperatures
4．2 Low Temperatures
4． 3 Temperatures Near L．
4．4 Landau Theory of Second．Order Transitions
4．5 Critical Phenomena
4．5．1 0rder in 2D
4．6 Stoner-Wbhlfarth Model
4．7 Dynamic Coercivity
4．8 Magnetic Viscosity
5 The Static Susceptibility of Interacting Systems：Metals
5．1 Fermi Liquid Theory
5．2 Heavy Fermion Systems
5．3 Itinerant Magnetism
5． 3． 1 The Stoner Model
5．3．2 The Hubbard Model
6 The Dynamic Susceptibility
of Wbakly Interacting Systems：Local Moments
6．1 Equation of Motion
6． 2 The Bloch Equations
6．3 Resonance Line Shape
6． 3． 1 The Method of Moments
6． 3． 2 The Relaxation— Function Method
6． 3． 3 Spin Diffusion
6．4 Spin Echoes
6． 4． 1 Measurement of T1
6． 4． 2 Calculation of T1
7 The Dynamic Susceptibility
of Weakly Interacting Systems：Metals
7．1 Paramagnons
7．2 Fermi Liquid Theory
7．3 Conduction-Electron Spin Resonance
7．4 Spin Waves
7．5 Local Moments in Metals
7．6 Faraday Eff色ct
8 The Dynamic Susceptibility
of Strongly Interacting Systems
8．1 Broken Symmetry
8．2 Insulators
8．2．1 Spin—Wave Theory
8．2．2 Coherent Magnon State
8．2．3 Magnetostatic Modes
8．2．4 Solitons
8．2．5 Thermal Magnon Efiects
8．2．6 Nonlinear Processes
8． 2．7 Chaos
8． 2．8 0ptical Processes
8．3 High Temperatures．．
8．4 Micromagnetics
8．4．1 Magnetic Force Microscope．
8．4．2 Phenomenological Damping
8．5 Metals
9 Thin FUm Systems
9．1 Interfaces
9．1．1 Exchange Bias
9．1．2 Biquadratic Exchange
9．2 nilayers．
9．2．1 The RKKY Ineraction
9．2．2 0uantum Well Model．
9．2．3 Giant Magnetoresistance(GMR)
9．2．4 Tunnelin9
9．2．5 Spin Transfer．
9．2．6 Spin Hall Effect
10 Neutron Scatterin9
10．1 Neutron Scattering Cross Section
10．2 Nuclear Scatterin9
10．2．1 Bragg Scatterin9
10．2．2 Scattering of Phonons
X Contents
10．3 Magnetic Scatte
10．3．1 Bragg Sca
10．3．2 Spin Dynam
1 0．4 Example：Ma
10．5 Example：Quantu
References
Index
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