《磁性量子理論:材料的磁學性質》是2008年2月1日科學出版社出版的圖書，作者是埃爾溫·布魯克斯·懷特 。
基本介紹
- 書名：磁性量子理論:材料的磁學性質
- 出版社：科學出版社
- 頁數：359頁
- 開本：16
- 品牌：科學出版社
- 類型：科技
- 出版日期：2008年2月1日
- 語種：英語
- ISBN：9787030209382
- 作者：R.M) 懷特 (White
內容簡介,圖書目錄,編輯推薦,目錄,作者簡介,
內容簡介
《磁性量子理論:材料的磁學性質(第3版)(影印版)》從“線性回響”出發研究磁學現象。主要內容是研究磁性材料在磁場作用下是如何回響的（磁場可以是均勻的或不均勻的，靜止的或變化的）。《磁性量子理論:材料的磁學性質(第3版)(影印版)》的前兩版主要研究了磁性回響，本版中還增加了磁性材料的磁阻抗，同時在每章後還增加了一些習題以幫助讀者加深對內容的理解。《磁性量子理論:材料的磁學性質(第3版)(影印版)》關於磁學基本原理的論述和前兩版相比變化不大。隨著研究的深入和新套用的發展，新的磁學現象不斷湧現，如《磁性量子理論:材料的磁學性質(第3版)(影印版)》第二版出版以來，發現了巨磁阻效應，自旋電子學的研究隊伍也在迅速擴大。《磁性量子理論:材料的磁學性質(第3版)(影印版)》不僅介紹了這些新現象，而且詳細討論了新材料（如高溫超導材料）的一個重要性質——磁性。我們通過測量磁化率，核磁共振，中子散射等手段來研究材料的磁性，這為新材料的研究提供了便利。根據最近的研究成果，《磁性量子理論:材料的磁學性質(第3版)(影印版)》對一些資料作了重要的修正，也新加入了一些資料（新加入了有關磁性多層薄膜的一章）。《磁性量子理論:材料的磁學性質(第3版)(影印版)》緊跟學科發展，是一本介紹新材料科學關鍵性能——磁性的經典著作。
圖書目錄
1 The Magnetic Susceptibility
1.1 The Magnetic Moment
1.2 The Magnetization
1.3 The Generalized Susceptibility
1.3.1 The Kramers-Kronig Relations
1.3.2 The Fluctuation-Dissipation Theorem..
1.3.3 Onsager 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 Other Electrons on the Same Ion
2.2.5 Crystalline Electric Fields
2.2.6 Dipole-Dipole Interaction
2.2.7 Direct Exchange
2.2.8 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 Transition-Metal Ions
2.3.2 Rare-Earth Ions
2.3.3 Semiconductors
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 Susceptibility
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 Tc
4.4 Landau Theory of Second-Order Transitions
4.5 Critical Phenomena
4.5.1 Order in 2D
4.6 Stoner-Wohlfarth 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 Weakly 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 Effect
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 Effects
8.2.6 Nonlinear Processes
8.2.7 Chaos
8.2.8 Optical Processes
8.3 High Temperatures
8.4 Micromagnetics
8.4.1 Magnetic Force Microscope
8.4.2 Phenomenological Damping
8.5 Metals
9 Thin Film Systems
9.1 Interfaces
9.1.1 Exchange Bias
9.1.2 Biquadratic Exchange
9.2 Trilayers
9.2.1 The RKKY Ineraction
9.2.2 Quantum Well Model
9.2.3 Giant Magnetoresistance(GMR)
9.2.4 Tunneling
9.2.5 Spin Transfer
9.2.6 Spin Hall Effect
10 Neutron Scattering
10.1 Neutron Scattering Cross Section
10.2 Nuclear Scattering
10.2.1 Bragg Scattering
10.2.2 Scattering of Phonons
10.3 Magnetic Scattering
10.3.1 Bragg Scattering
10.3.2 Spin Dynamics
10.4 Example:Manganese Oxides
10.5 Example:Quantum Phase Transitions
References
Index
1.1 The Magnetic Moment
1.2 The Magnetization
1.3 The Generalized Susceptibility
1.3.1 The Kramers-Kronig Relations
1.3.2 The Fluctuation-Dissipation Theorem..
1.3.3 Onsager 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 Other Electrons on the Same Ion
2.2.5 Crystalline Electric Fields
2.2.6 Dipole-Dipole Interaction
2.2.7 Direct Exchange
2.2.8 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 Transition-Metal Ions
2.3.2 Rare-Earth Ions
2.3.3 Semiconductors
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 Susceptibility
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 Tc
4.4 Landau Theory of Second-Order Transitions
4.5 Critical Phenomena
4.5.1 Order in 2D
4.6 Stoner-Wohlfarth 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 Weakly 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 Effect
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 Effects
8.2.6 Nonlinear Processes
8.2.7 Chaos
8.2.8 Optical Processes
8.3 High Temperatures
8.4 Micromagnetics
8.4.1 Magnetic Force Microscope
8.4.2 Phenomenological Damping
8.5 Metals
9 Thin Film Systems
9.1 Interfaces
9.1.1 Exchange Bias
9.1.2 Biquadratic Exchange
9.2 Trilayers
9.2.1 The RKKY Ineraction
9.2.2 Quantum Well Model
9.2.3 Giant Magnetoresistance(GMR)
9.2.4 Tunneling
9.2.5 Spin Transfer
9.2.6 Spin Hall Effect
10 Neutron Scattering
10.1 Neutron Scattering Cross Section
10.2 Nuclear Scattering
10.2.1 Bragg Scattering
10.2.2 Scattering of Phonons
10.3 Magnetic Scattering
10.3.1 Bragg Scattering
10.3.2 Spin Dynamics
10.4 Example:Manganese Oxides
10.5 Example:Quantum Phase Transitions
References
Index
編輯推薦
《磁性量子理論:材料的磁學性質(第3版)》由科學出版社出版。
目錄
1 The Magnetic Susceptibility
1.1 The Magnetic Moment
1.2 The Magnetization
1.3 The Generalized Susceptibility
1.3.1 The Kramers-Kronig Relations
1.3.2 The Fluctuation-Dissipation Theorem..
1.3.3 Onsager 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 Other Electrons on the Same Ion
2.2.5 Crystalline Electric Fields
2.2.6 Dipole-Dipole Interaction
2.2.7 Direct Exchange
2.2.8 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 Transition-Metal Ions
2.3.2 Rare-Earth Ions
2.3.3 Semiconductors
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 Susceptibility
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 Tc
4.4 Landau Theory of Second-Order Transitions
4.5 Critical Phenomena
4.5.1 Order in 2D
4.6 Stoner-Wohlfarth 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 Weakly 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 Effect
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 Effects
8.2.6 Nonlinear Processes
8.2.7 Chaos
8.2.8 Optical Processes
8.3 High Temperatures
8.4 Micromagnetics
8.4.1 Magnetic Force Microscope
8.4.2 Phenomenological Damping
8.5 Metals
9 Thin Film Systems
9.1 Interfaces
9.1.1 Exchange Bias
9.1.2 Biquadratic Exchange
9.2 Trilayers
9.2.1 The RKKY Ineraction
9.2.2 Quantum Well Model
9.2.3 Giant Magnetoresistance（GMR）
9.2.4 Tunneling
9.2.5 Spin Transfer
9.2.6 Spin Hall Effect
10 Neutron Scattering
10.1 Neutron Scattering Cross Section
10.2 Nuclear Scattering
10.2.1 Bragg Scattering
10.2.2 Scattering of Phonons
10.3 Magnetic Scattering
10.3.1 Bragg Scattering
10.3.2 Spin Dynamics
10.4 Example:Manganese Oxides
10.5 Example:Quantum Phase Transitions
References
Index
1.1 The Magnetic Moment
1.2 The Magnetization
1.3 The Generalized Susceptibility
1.3.1 The Kramers-Kronig Relations
1.3.2 The Fluctuation-Dissipation Theorem..
1.3.3 Onsager 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 Other Electrons on the Same Ion
2.2.5 Crystalline Electric Fields
2.2.6 Dipole-Dipole Interaction
2.2.7 Direct Exchange
2.2.8 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 Transition-Metal Ions
2.3.2 Rare-Earth Ions
2.3.3 Semiconductors
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 Susceptibility
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 Tc
4.4 Landau Theory of Second-Order Transitions
4.5 Critical Phenomena
4.5.1 Order in 2D
4.6 Stoner-Wohlfarth 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 Weakly 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 Effect
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 Effects
8.2.6 Nonlinear Processes
8.2.7 Chaos
8.2.8 Optical Processes
8.3 High Temperatures
8.4 Micromagnetics
8.4.1 Magnetic Force Microscope
8.4.2 Phenomenological Damping
8.5 Metals
9 Thin Film Systems
9.1 Interfaces
9.1.1 Exchange Bias
9.1.2 Biquadratic Exchange
9.2 Trilayers
9.2.1 The RKKY Ineraction
9.2.2 Quantum Well Model
9.2.3 Giant Magnetoresistance（GMR）
9.2.4 Tunneling
9.2.5 Spin Transfer
9.2.6 Spin Hall Effect
10 Neutron Scattering
10.1 Neutron Scattering Cross Section
10.2 Nuclear Scattering
10.2.1 Bragg Scattering
10.2.2 Scattering of Phonons
10.3 Magnetic Scattering
10.3.1 Bragg Scattering
10.3.2 Spin Dynamics
10.4 Example:Manganese Oxides
10.5 Example:Quantum Phase Transitions
References
Index
作者簡介
編者：(英國)懷特(White,R.M)
