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Status:
Available4.6
20 reviews
ISBN 10: 1860942717
ISBN 13: 9781860942716
Author: Dick Bedeaux, Jan Vlieger
This invaluable book represents a substantial body of work describing the theory of the optical properties of thin island films and rough surfaces. In both cases the feature sizes are small compared to the wavelength of light. The approach is extremely rigorous and theoretically very thorough.The reflection, transmission and absorption of light are described. Computer programs that provide exact solutions for theoretical properties of thin island films have recently become available, and this makes the book of great practical use.The early chapters provide a comprehensive theoretical framework. The electromagnetic properties of a boundary layer are described in terms of excess of the electric current, charge density and electric and magnetic fields, in Chapters 2 and 3. The reflection, transmission and absorption of light are described in Chapter 4. Chapters 5 to 10 present a spectrum of specific island films. Spheres and spheroids with the axis of revolution normal to the substrate are treated. The region of contact is finite in both cases and the bottom of the island planar. Both the low coverage limit and finite coverage are discussed. In all cases the electromagnetic interaction with the image charge distribution in the substrate is taken into account rigorously. In Chapter 11 the theory is applied to stratified layers, reproducing well-known results in a simple and straightforward manner. The Green functions for the general solution of the wave equation are given in Chapter 12 and used in Chapter 13 in the derivation of the symmetry relations. The last chapter deals with rough surfaces.
Chapter 1 INTRODUCTION
Chapter 2 EXCESS CURRENTS, CHARGE DENSITIES AND FIELDS
2.1 Introduction
2.2 Excess electric current, charge density and electric field in a conducting layer
2.3 Excess electric and displacement fields in a dielectric layer
2.4 Excess currents, charge density and fields and the boundary conditions
2.5 Higher order moments of the excess currents, charge density and fields
2.6 Boundary conditions in terms of interfacial polarization and magnetization densities
Chapter 3 MAXWELL'S EQUATIONS WITH SINGULAR FIELDS
3.1 Introduction
3.2 Singularities in the fields, currents and charge densities
3.3 Maxwell's equations for singular fields and the boundary conditions
3.4 Charge conservation
3.5 Generalized electric displacement field
3.6 Constitutive relations for isotropic interfaces without dispersion
3.7 Constitutive relations for isotropic interfaces with spatial dispersion
3.8 Dependence of the constitutive coefficients on the location of the dividing surface
3.9 Invariants
3.10 Shifting the dividing surface for a film embedded in a homogeneous medium
3.11 Superposition of adjacent films
3.12 Appendix A
Chapter 4 REFLECTION AND TRANSMISSION
4.1 Introduction
4.2 TE-waves
4.3 TM-waves
4.4 Reflectance and transmittance in non-magnetic systems
4.5 Reflectance and transmittance in non-magnetic systems at normal incidence
4.6 Reflectance of p-polarized light in non-magnetic systems near the Brewster angle
4.7 Reflectometry around an angle of incidence of 45 degrees
4.8 Ellipsometry
4.9 Total reflection
Chapter 5 ISLAND FILMS IN THE LOW COVERAGE LIMIT
5.1 Introduction
5.2 Linear response of an island
5.3 Gamma and beta in the polarizable dipole model
5.4 Delta and tau in the polarizable dipole model
5.5 Polarizable quadrupole model
5.6 Spherical islands
5.7 Application: Spherical gold islands on sapphire
5.8 Appendix A
5.9 Appendix B
Chapter 6 SPHEROIDAL ISLAND FILMS IN THE LOW COVERAGE LIMIT
6.1 Introduction
6.2 Oblate spheroids; the polarizable quadrupole model
6.3 Prolate spheroids; the polarizable quadrupole model
6.4 Oblate spheroids; spheroidal multipole expansions
6.5 Prolate spheroids; spheroidal multipole expansions
6.6 Application: Spheroidal gold islands on sapphire
6.7 Appendix A
Chapter 7 ISLANDS FILMS FOR A FINITE COVERAGE
7.1 Introduction
7.2 Two-dimensional arrays of spheres
7.3 Regular arrays of spheres
7.4 Random arrays of spheres
7.5 Dipole approximation for spheres
7.6 Quadrupole approximation for spheres
7.7 Two-dimensional arrays of spheroids
7.8 Dipole approximation for spheroids
7.9 Quadrupole approximation for spheroids
7.10 Application: Gold islands on sapphire
7.11 Appendix A: lattice sums
7.12 Appendix B
Chapter 8 FILMS OF TRUNCATED SPHERES FOR A LOW COVERAGE
8.1 Introduction
8.2 Truncated spheres on a substrate
8.3 Spherical caps on a substrate
8.4 Spheres and hemispheres on a substrate
8.5 Thin spherical caps
8.6 Application to truncated gold spheres and caps on sapphire
8.7 Appendix A
Chapter 9 FILMS OF TRUNCATED SPHEROIDS IN THE LOW COVERAGE LIMIT
9.1 Introduction
9.2 Truncated oblate spheroids on a substrate
9.3 Truncated prolate spheroids on a substrate
9.4 Oblate spheroidal caps on a substrate
9.5 Prolate spheroidal caps on a substrate
9.6 Spheroids and hemispheroids on a substrate
9.7 Application: Truncated gold spheroids and caps on sapphire
9.8 Appendix A
9.9 Appendix B
Chapter 10 FILMS OF TRUNCATED SPHERES OR SPHEROIDS FOR FINITE COVERAGE
10.1 Introduction
10.2 Two-dimensional arrays of truncated spherical or spheroidal islands
10.3 Two-dimensional arrays of spherical or spheroidal caps
10.4 Dipole approximation
10.5 Quadrupole approximation
10.6 Application: Gold islands on sapphire
10.7 Appendix A: truncated particles
10.8 Appendix B: caps
Chapter 11 STRATIFIED LAYERS
11.1 Introduction
11.2 Constitutive coefficients
11.3 Invariants
11.4 Non-magnetic stratified layers
11.5 Conclusions
Chapter 12 THE WAVE EQUATION AND ITS GENERAL SOLUTION
12.1 Introduction
12.2 The wave equations
12.3 The solution of the wave equations
12.4 The fields due to the surface polarization and magnetization densities
12.5 Dipole-dipole interaction along the surface
Chapter 13 GENERAL LINEAR RESPONSE THEORY FOR SURFACES
13.1 Introduction
13.2 Green functions
Chapter 14 SURFACE ROUGHNESS
14.1 Introduction
14.2 General theory
14.3 Rough surfaces
14.4 Capillary waves
14.5 Intrinsic profile contributions
14.6 Oxide layers
14.7 Thin spherical caps on a substrate
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Tags: Dick Bedeaux, Jan Vlieger, Properties, Surfaces
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