萨里德、查利纳所著的《表面等离子激元现代导论——理论Mathematica建模与应用(影印版)》内容丰富，涵盖面广，可读性强，其中既有对我国传统物理学发展的梳理和总结，也有对正在蓬勃发展的物理学前沿的全面展示；既引进和介绍了世界物理学研究的发展动态，也面向国际主流领域传播中国物理的优秀专著。

Preface

1 Introduction

2 Electromagnetics of planar surface waves

 2.1 Introduction

 2.2 Topics in electromagnetic theory

 2.3 Media type notation

 2.4 Mode and symmetry notation

 2.5 Wave vector notation

 2.6 Single-interface TE mode fields

 2.7 Single-interface TM mode fields

 2.8 Single-interface generalized fields

 2.9 Double-interface TE mode fields

 2.10 Double-interface TM mode fields

 2.11 Double-interface generalized fields

 2.12 Wave impedance

 2.13 Single-interface mode solution

 2.14 Double-interface mode solution

 2.15 Poynting vector

 2.16 Prism coupling

 2.17 Reflectivity and Goos-H~inchen shift

 2.18 Summary

 2.19 Exercises

 References

3 Single-interface modes in the microwave regime

 3.1 Introduction

 3.2 Dispersion of Em and μm

 3.3 Single-interface lossless-mode solutions

 3.4 Lossy modes in the Otto configuration

 3.5 Lossy modes in the Kretschmann configuration

 3.6 Summary

 3.7 Exercises

 References

4 Single-interface lossless modes in Er'-μ' parameter space

 4.1 Introduction

 4.2 System

 4.3 Mode equation solutions

 4.4 Fields and local power flow

 4.5 Summary

 4.6 Exercises

 References

5 Double-interface lossless modes in Er'-μ' parameter space

 5.1 Introduction

 5.2 System

 5.3 Mode equation solutions

 5.4 Complete mode equation solutions: dR= 500 nm

 5.5 Complete mode equation solutions: dR= 25 nm

 5.6 Summary

 5.7 Exercises

 References

6 Single-interface surface plasmons

 6.1 Introduction

 6.2 System

 6.3 Mode equation solutions

 6.4 Fields and local power flow

 6.5 Propagating electric fields

 6.6 Surface charge density and fields

 6.7 Modes in the Otto and Kretschmann configurations

 6.8 Summary

 6.9 Exercises

 References

7 Double-interface surface plasmons in symmetric guides

 7. l Introduction

 7.2 System

 7.3 Mode equation solutions

 7.4 Fields and local power flow

 7.5 Fields and phasors

 7.6 Surface charge density and fields

 7.7 Modes in the general prism coupling configuration

 7.8 Summary

 7.9 Exercises

 References

 Quasi-one-dimensional surface plasmons

 8.1 Introduction

 8.2 Propagating surface plasmons on metallic wires

 of circular cross section

 8.3 Propagating surface plasmons on metallic wires

 of noncircular cross section

 8.4 Propagating surface plasmons on hollow cylindrical

 waveguides

 8.5 Propagating surface plasmons on hollow cylindrical

 shells

 8.6 Excitation of surface plasmons on nanowires

 with plane waves

 8.7 Nanowires with noncircular cross sections

 8.8 Summary

 8.9 Exercises

 References

 Localized surface plasmons

 9.1 Nanoparticles

 9.2 Nanoholes or nanovoids

 9.3 Nanoshells

 9.4 Other nanoparticle shapes

 9.5 Dual nanoparticles

 9.6 Summary

 9.7 Exercises

 References

10 Techniques for exciting surface plasmons

 10.1 Introduction

 10.2 Otto configuration

 10.3 Kretschmann configuration

 10.4 Diffraction gratings and Wood's anomalies

 10.5 Surface roughness

 10.6 End-fire coupling

 10.7 Near-field launching

 10.8 Summary

 10.9 Appendix: description of grating code (See the

 online supplemental material at www.cambridge.org/

 9780521767170.)

 10.10 Exercises

 References

11 Plasmonic materials

 11.1 Introduction

 11.2 Real metals

 11.3 Drude metals

 11.4 Summary

 11.5 Exercises

 References

12 Applications

 12.1 Introduction

 12.2 Measuring the optical constants of metals

 12.3 Chemical and biological sensors

 12.4 Near-field microscopy

 12.5 Surface-enhanced Raman spectroscopy

 12.6 Nonlinear optics

 12.7 Heat-assisted magnetic recording

 12.8 Nanophotonics

 12.9 Cancer detection and treatment

 12.10 Other applications

 12.11 Summary

 12.12 Exercises

 References

Appendix A

 A. 1 Finite-difference time-domain method

 A.2 Poynting vector and local power flow

 References

 Index