罗伯特·博伊德（Robert W. Boyd）教授拥有麻省理工学院物理学学士学位（1969年）和加州大学伯克利分校物理学博士学位（1977年）。他的博士论文由 Charles H. Townes 教授指导，内容涉及利用非线性光学技术进行天文学红外探测。博伊德教授于 1977 年加入罗切斯特大学光学研究所，自 1987 年以来一直担任光学教授一职。此外，他还兼任物理学教授。2002 年，他被任命为首位 M. Parker Givens 冠名光学教授。2010 年，他成为渥太华大学物理教授和加拿大量子非线性光学卓越研究主席，同时保留了与罗切斯特大学的联系。博伊德是美国光学学会(OSA)院士，2016年，他因 “对非线性光学领域做出的基础性贡献，包括光速控制方法、量子成像方法和复合非线性光学材料的开发 ”而获得查尔斯-哈德-汤恩斯奖章（Charles Hard Townes Medal）。2023年，他因“在非线性光学（包括慢光、量子成像以及纳米复合光学材料和超材料的开发）领域做出开创性贡献”而获得弗雷德里克-艾夫斯奖章/贾鲁斯-奎恩奖（Frederic Ives Medal / Jarus W. Quinn Prize）。
目錄：
Preface to the Fourth Edition
Preface to the Third Edition
Preface to the Second Edition
Preface to the First Edition
Chapter 1: The Nonlinear Optical Susceptibility
1.1 Introduction to Nonlinear Optics
1.2 Descriptions of Nonlinear Optical Processes
1.2.1 Second-Harmonic Generation
1.2.2 Sum- and Difference-Frequency Generation
1.2 3 Sum-Frequency Generation
1.2.4 Difference-Frequency Generation
1.2.5 Optical Parametric Oscillations
1.2.6 Third-Order Nonlinear Optical Processes
1.2.7 Third-Harmonic Generation
1.2.8 Intensity-Dependent Refractive Index
1.2.9 Third-Order Interactions (General Case)
1.2.10 Parametric versus Nonparametric Processes
1.2.11 Saturable Absorption
1.2.12 Two-Photon Absorption
1.2.13 Stimulated Raman Scattering
1.3 Formal Definition of the Nonlinear Susceptibility
1.4 Nonlinear Susceptibility of a Classical Anharmonic Oscillator
1.4.1 Noncentrosymmetric Media
1.4.2 Miller‘s Rule
1.4.3 Centrosymmetric Media
1.5 Properties of the Nonlinear Susceptibility
1.5.1 Reality of the Fields
1.5.2 Intrinsic Permutation Symmetry
1.5.3 Symmetries for Lossless Media
1.5.4 Field Energy Density for a Nonlinear Medium
1.5.5 Kleinman’s Symmetry
1.5.6 Contracted Notation
1.5.7 Effective Value of d (deff)
1.5.8 Spatial Symmetry of the Nonlinear Medium
1.5.9 Influence of Spatial Symmetry on the Linear Optical Properties of a Material Medium
1.5.10 Influence of Inversion Symmetry on the Nonlinear Second-Order Response
1.5.11 Influence of Spatial Symmetry on the Second-Order Susceptibility
1.5.12 Number of Independent Elements of xijk(2) (ω3， ω2，ω1)
1.5.13 Distinction between Noncentrosymmetric and Cubic Crystal Classes
1.5.14 Distinction between Noncentrosymmetric and Polar Crystal Classes
1.5.15 Influence of Spatial Symmetry on the Third-Order Nonlinear Response
1.6 Time-Domain Description of Optical Nonlinearities
1.7 Kramers-Kronig Relations in Linear and Nonlinear Optics
1.7.1 Kramers-Kronig Relations in Linear Optics
1.7.2 Kramers-Kronig Relations in Nonlinear Optics
Problems
References
Chapter 2: Wave-Equation Description of Nonlinear Optical Interactions
2.1 The Wave Equation for Nonlinear Optical Media
2.2 The Coupled-Wave Equations for Sum-Frequency Generation
2.2.1 Phase-Matching Considerations
2.3 Phase Matching
2.4 Quasi-Phase-Matching (QPM)
2.5 The Manley-Rowe Relations
2.6 Sum-Frequency Generation
2.7 Second-Harmonic Generation
2.7.1 Applications of Second-Harmonic Generation
2.8 Difference-Frequency Generation and Parametric Amplification
2.9 Optical Parametric Oscillators
2.9.1 Influence of Cavity Mode Structure on OPO Tuning
2.10 Nonlinear Optical Interactions with Focused Gaussian Beams
2.10.1 Paraxial Wave Equation
2.10.2 Gaussian Beams
2.10.3 Harmonic Generation Using Focused Gaussian Beams
2.11 Nonlinear Optics at an Interface
2.12 Advanced Phase Matching Method
Problems
References
Chapter 3: Quantum-Mechanical Theory of the Nonlinear Optical Susceptibility
3.1 Introduction
3.2 Schrodinger Equation Calculation of the Nonlinear Optical Susceptibility
3.2.1 Energy Eigenstates
3.2.2 Perturbation Solution to Schr?dinger‘s Equation
3.2.3 Linear Susceptibility
3.2.4 Second-Order Susceptibility
3.2.5 Third-Order Susceptibility
3.2.6 Third-Harmonic Generation in Alkali Metal Vapors
3.3 Density Matrix Formulation of Quantum Mechanics
3.3.1 Example: Two-Level Atom
3.4 Perturbation Solution of the Density Matrix Equation of Motion
3.5 Density Matrix Calculation of the Linear Susceptibility
3.5.1 Linear Response Theory
3.6 Density Matrix Calculation of the Second-Order Susceptibility
3.6.1 χ(2) in the Limit of Nonresonant Excitation
3.7 Density Matrix Calculation of the Third-Order Susceptibility
3.8 Electromagnetically Induced Transparency
3.9 Local-Field Effects in the Nonlinear Optics
3.9.1 Local-Field Effects in Linear Optics
3.9.2 Local-Field Effects in Nonlinear Optics
Problems
References
Chapter 4: The Intensity-Dependent Refractive Index
4.1 Descriptions of the Intensity-Dependent Refractive Index
4.2 Tensor Nature of the Third-Order Susceptibility
4.2.1 Propagation through Isotropic Nonlinear
4.3 Nonresonant Electronic Nonlinearities
4.3.1 Classical， Anharmonic Oscillator Model of Electronic Nonlinearities
4.3.2 Quantum-Mechanical Model of Nonresonant Electronic Nonlinearities
4.3.3 χ(3) in the Low-Frequency Limit
4.4 Nonlinearities Due to Molecular Orientation
4.4.1 Tensor Properties of χ(3) for the Molecular Orientation Effect
4.5 Thermal Nonlinear Optical Effects
4.5.1 Thermal Nonlinearities with Continuous-Wave Laser Beams
4.5.2 Thermal Nonlinearities with Pulsed Laser Beams
4.6 Semiconductor Nonlinearities
4.6.1 Nonlinearities Resulting from Band-to-Band Transitions
4.6.2 Nonlinearities Involving Virtual Transitions
4.7 Concluding Remarks
Problems
Reference
Chapter 5: Molecular Origin of the Nonlinear Optical Response
5.1 Nonlinear Susceptibilities Calculated Using Time-Independent Perturbationin
5.1.1 Hydrogen Atom
5.1.2 General Expression for the Nonlinear Susceptibility in the Quasi-Static Timit
5.2 Semiempirical Models of the Nonlinear Optical Susceptibility
Model of Boling， Glass， and Owyoung
5.3 Nonlinear Optical Properties of Conjugated Polymers
5.4 Bond-Charge Model of Nonlinear Optical Properties
5.5 Nonlinear Optics of Chiral Media
5.6 Nonlinear Optics of Liquid Crystals
Problems
References
Chapter 6: Nonlinear Optics in the Two-Level Approximation
6.1 Introduction
6.2 Density Matrix Equations of Motion for a Two-Level Atom
6.2.1 Closed Two-Level Atom
6.2.2 Open Two-Level Atom
6.2.3 Two-Level Atom with a Non-Radiatively Coupled Third Level
6.3 Steady-State Response of a Two-Level Atom to a Monochromatic Field
6.4 Optical Bloch Equations
6.4.1 Harmonic Oscillator Form of the Density Matrix Equation
6.4.2 Adiabatic-Following Limit
6.5 Rabi Oscillations and Dressed Atomic States
6.5.1 Rabi Solution of the Schr?dinger Equation
6.5.2 Solution for an Atom Initially in the Ground State
6.5.3 Dressed States
6.5.4 Inclusion of Relaxation Phenomena
6.6 Optical Wave Mixing in Two-Level Systems
6.6.1 Solution of the Density Matrix Equations for a Two-Level Atom in the Presence of Pump and Probe Fields
6.6.2 Nonlinear Susceptibility and Coupled-Amplitude Equations
Problems
References
Chapter 7: Processes Resulting from the Intensity-Dependent Refractive Index
7.1 Self-Focusing of Light and Other Self-Action Effects
7.1.1 Self-Trapping of Light
7.1.2 Mathematical Description of Self-Action Effects
7.1.3 Laser Beam Breakup into Many Filaments
7.1.4 Self-Action Effects with Pulsed Laser Beam
7.2 Optical Phase Conjugation
7.2.1 Aberration Correction by Phase Conjugation
7.2.2 Phase Conjugation by Degenerate Four-Wave Mixing
7.2.3 Polarization Properties of Phase Conjugation
7.3 Optical Bistability and Optical Switchin
7.3.1 Absorptive Bistability
7.3.2 Refractive Bistabilit
7.3.3 Optical Switching
7.4 Two-Beam Coupling
7.5 Pulse Propagation and Temporal Soliton
7.5.1 Self-Phase Modulation
7.5.2 Pulse Propagation Equation
7.5.3 Temporal Optical Soliton
Problems
References
Chapter 8: Spontaneous Light Scattering and Acoustooptics
8.1 Features of Spontaneous Light Scattering
8.1.1 Fluctuations as the Origin of Light Scattering
8.1.2 Scattering Coeffcient
8.1.3 Scattering Cross Sectio
8.2 Microscopic Theory of Light Scattering
8.3 Thermodynamic Theory of Scalar Light Scattering
8.3.1 Ideal Gas
8.3.2 Spectrum of the Scattered Light
8.3.3 Brillouin Scattering
8.3.4 Stokes Scattering (First Term in Eq. (8.3.36))
8.3.5 Anti-Stokes Scattering (Second Term in Eq. (8.3.36))
8.3.6 Rayleigh Center Scattering
8.4 Acoustooptics
8.4.1 Bragg Scattering of Light by Sound Waves
8.4.2 Raman-Nath Effect
Problems
References
Chapter 9: Stimulated Brillouin and Stimulated Rayleigh Scattering
9.1 Stimulated Scattering Processes
9.2 Electrostriction
9.3 Stimulated Brillouin Scattering (Induced by Electrostriction)
9.3.1 Pump Depletion Effects in SBS
9.3.2 SBS Generator
9.3.3 Transient and Dynamical Features of SBS
9.4 Phase Conjugation by Stimulated Brillouin Scattering
9.5 Stimulated Brillouin Scattering in Gases
9.6 General Theory of Stimulated Brillouin and Stimulated Rayleigh Scattering
9.6.1 Appendix: Definition of the Viscosity Coefficients
Problems
References
Chapter 10: Stimulated Raman Scattering and Stimulated Rayleigh-Wing Scattering
10.1 The Spontaneous Raman Effect
10.2 Spontaneous versus Stimulated Raman Scattering
10.3 Stimulated Raman Scattering Described by the Nonlinear Polarization
10.4 Stokes-Anti-Stokes Coupling in Stimulated Raman Scattering
10.4.1 Dispersionless， Nonlinear Medium without Gain or Loss
10.4.2 Medium without a Nonlinearity
10.4.3 Stokes-Anti-Stokes Coupling in Stimulated Raman Scattering
10.5 Coherent Anti-Stokes Raman Scattering
10.6 Stimulated Rayleigh-Wing Scattering
10.6.1 Polarization Properties of Stimulated Rayleigh-Wing Scatterings
Problems
References
Chapter 11: The Electrooptic and Photorefractive Effects
11.1 Introduction to the Electrooptic Effect
11.2 Linear Electrooptic Effect
11.3 Electrooptic Modulators
11.4 Introduction to the Photorefractive Effect
11.5 Photorefractive Equations of Kukhtarev et al.
11.6 Two-Beam Coupling in Photorefractive Materials
11.7 Four-Wave Mixing in Photorefractive Materials
11.7.1 Externally Self-Pumped Phase-Conjugate Mirror
11.7.2 Internally Self-Pumped Phase-Conjugate Mirror
11.7.3 Double Phase-Conjugate Mirror
11.7.4 Other Applications of Photorefractive Nonlinear Optics
Problems
References
Chapter 12: Optically Induced Damage and Multiphoton Absorption
12.1 Introduction to Optical Damage
12.2 Avalanche-Breakdown Model
12.3 Influence of Laser Pulse Duration
12.4 Direct Photoionization
12.5 Multiphoton Absorption and Multiphoton lonization
12.5.1 Theory of Single- and Multiphoton Absorption and Fermi’s Golden Rule
12.5.2 Linear (One-Photon) Absorption
12.5.3 Two-Photon Absorption
12.5.4 Multiphoton Absorption
Problems
References
Chapter 13: Ultrafast and Intense-Field Nonlinear Optics
13.1 Introduction
13.2 Ultrashort-Pulse Propagation Equation
13.3 Interpretation of the Ultrashort-Pulse Propagation Equation
13.3.1 Self-Steepening
13.3.2 Space-Time Coupling
13.3.3 Supercontinuum Generation
13.4 Intense-Field Nonlinear Optics
13.5 Motion of a Free Electron in a Laser Field
13.6 High-Harmonic Generation
13.7 Tunnel Ionization and the Keldysh Model
13.8 Nonlinear Optics of Plasmas and Relativistic Nonlinear Optics
13.9 Nonlinear Quantum Electrodynamics
Problem
References
Chapter 14: Nonlinear Optics of Plasmonic Systems
14.1 Introduction to Plasmonics
14.2 Simple Derivation of the Plasma Frequency
14.3 The Drude Model
14.4 Optical Properties of Gold
14.5 Surface Plasmon Polariton
14.6 Electric Field Enhancement in Plasmonic Systems
Problems
References
Appendices
Appendix A The SI System of Units
A.1 Energy Relations and Poyntings Theorem
A.2 The Wave Equation
A.3 Boundary Conditions
Appendix B The Gaussian System of Units
Appendix C Systems of Units in Nonlinear Optics
C.1 Conversion between the Systems
Appendix D Relationship between Intensity and Field Strength
Appendix E Physical Constants
References
Index
內容試閱：
As I was writing this Fourth Edition of my book Nonlinear Optics， I found the opportunity to recall the history of my intrigue with the study of nonlinear optics. I first learned about nonlinear optics during my senior year at MIT. I was taking a course in laser physics taught by Dr. Abraham Szoke. A special topic covered in the course was nonlinear optics， and Prof. Bloembergens short book on the topic (Nonlinear Optics， Benjamin， 1965) was assigned as supplemental reading. I believe that it was at that point in my life that I fell in love with nonlinear optics. I am attracted to nonlinear optics for the following reasons. This topic is founded on fundamental physics including quantum mechanics and electromagnetic theory. The laboratory study of nonlinear optics involves sophisticated experimental methods. Moreover， nonlinear optics spans the disciplines of pure physics， applied physics， and engineering. In preparing this Fourth Edition， I have corrected some typos that made their way into the Third Edition. I also tightened up and clarified the wording in many spots in the text. In addition， I added new material as follows. I added a new chapter， Chapter 14， dealing with the nonlinear optics of plasmonic systems. In Chapter 2 I added a new section on advanced phase matching concepts. These concepts include noncollinear phase matching， critical and noncritical phase matching， phase matching aspects of spontaneous parametric down conversion， the tilted pulse-front method for THz generation， and Cherenkov phase matching. The first three sections of Chapter 13 as well as Section 13.8 have been substantially rewritten to improve the pedagogical structure. A new section (Section 13.7) has been added that deals with Keldysh theory and tunneling ionization. Section 4.6 now includes a simple derivation of the Debye-Hückel screening equation. Finally， at the level of detail， I have included the following new figures: Fig.2.3.4， Fig.2.10.2， Fig.5.6.2， Fig. 7.5.2， and Fig. 7.5.4.
I give my great thanks to the many students and colleagues who have made suggestions regarding the presentations given in the book and who have spotted typos and inaccuracies in the Third Edition. My thanks go to Zahirul Alam， Aku Antikainen， Erik Bélanger， Nick Black. Frédéric Bouchard， Thomas Brabec， Steve Byrnes， Enrique Cortés-Herrera， Israel De Leon， Justin Droba， Patrick Dupre， James Emery， Marty Fejer， Alexander Gaeta， Enno Giese， Mojtaba Hajialamdari， Henry Kapteyn， Stefan Katletz， Kyung Seung Kim， Samuel Lemieux， Yanhua Lu. Svetlana Lukishova， Giulia Marcucci， Adrian Melissinos， Jean-Michel Ménard， Mohammad Mirhosseini， Margaret Murnane， Geoffrey New， Rui Qi， Markus Raschke， Razif Razali， Orad Reshef， Matthew Runyon， Akbar Safari， Mansoor Sheik-Bahae， John Sipe， Arlee Smith， Phillip Sprangle， Andrew Strikwerda， Fredrik Sy， and Anthony Vella. I also give my thanks to the many classroom students not mentioned above for their thought-provoking questions and for their overall intellectual curiosity.
Robert W. Boyd
Ottawa， ON， Canada
Rochester， NY， United States
January 2， 2020
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