Preface
Acknowledgments
Author biographies
1 Introduction
1.1 Concept of infinite-space dyadic Green functions
1.2 Examples of linear operators
1.2.1 RL circuit
1.2.2 Sound wave
1.2.3 Plate vibration
1.2.4 Helmholtz operator
1.3 Linear electromagnetism
1.3.1 Dyadic Green functions for field phasors
1.3.2 Dyadic Green functions for vector potential phasors
1.4 Solution approaches
1.4.1 Spatial-Fourier-transfor m approach
1.4.2 Direct approach
1.4.3 Eigenfunction-expansion approach
1.4.4 Scalarization approach
1.5 Organization of the monograph
References
2 Isotropic and biisotropic mediums
2.1 Isotropic dielectric-magnetic medium
2.1.1 Dyadic Green functions
2.1.2 Radiation from a point-electric dipole
2.1.3 Radiation fro m a point-magnetic dipole
2.1.4 Radiation from an electrically small electric-current loop
2.2 Isotropic chiral medium
2.2.1 Dyadic Green functions
2.2.2 Radiation fro m a point-electric dipole
2.2.3 Radiation from a point-magnetic dipole
2.2.4 Radiation fro m an electrically s mall electric-current loop
2.3 Lorentz-nonreciprocal biisotropy
References
3 Anisotropic and bianisotropic mediums
3.1 Symmetry and antisymmetry
3.2 Uniaxial mediums
3.3 Uniaxial dielectric medium
3.3.1 Dyadic Green functions
3.3.2 Radiation from a point-electric dipole
3.3.3 Radiation from a point-magnetic dipole
3.4 Uniaxial magnetic medium
3.5 Uniaxial dielectric-magnetic medium
3.5.1 Dyadic Green functions
3.5.2 Radiation from a point-electric dipole
3.5.3 Radiation from a point-magnetic dipole
3.6 Lorentz-reciprocal, axially uniaxial, bianisotropic medium
3.7 Lorentz-nonreciprocal, axially uniaxial, bianisotropic medium
3.8 Lorentz-reciprocal, anisotropic chiral, isotropic diclectric-magnctic
medium
3.9 Anisotropic dielectric-magnetic medium with cross-handed gyrotropy
3.10 General self-dual bianisotropic medium
3.11 A special gyrotropic bianisotropic medium
3.12 General uniaxial bianisotropic medium
3.12.1 Non-gyrotropic medium
3.12.2 Gyrotropic medium
3.13 Transformable medium
3.13.1 Dyadic Green functions
3.13.2 Extensions
3.13.3 Pathologically unirefringent, uniaxial dielectric-magnetic
Medium inspired by general relativity
3.13.4 Orthorhombic dielectric-magnetic mediu m with
3.13.5 gyrotropic magnetoelectric properties
References
4 Bilinear expansions
4.1 Isotropic diclectric-magnetic medium
4.1.1 Cartesian coordinate system
4.1.2 Cvlindrical coordinate system
4.1.3 Spherical coordinate system
4.2 Isotropic chiral medium
4.2.1 Cartesian coordinate system
4.2.2 Cylindrical coordinate system
4.2.3 Spherical coordinate system
4.3 Orthorhombic dielectric-magnetic medium with gyrotropic
magnetoelectric properties
4.3.1 Special case:a = a,= a
References
5 Applications of dyadic Green functions
5.1 The Ewald-Oseen extinction theorem
5.1.1 Constitutive relations
5.1.2 Dyadic Green functions
5.1.3 Huygens principle
5.1.4 Ewald-Oseen extinction theorem
5.1.5 Surface integral equations for scattering
5.2 Fields in the source region
5.2.1 Depolarization dyadic
5.2.2 Depolarization dyadics for bianisotropic mediums
5.3 Volume integral equations for scattering
5.3.1 Formulation
5.3.2 Method of moments
5.3.3 Polarizability-density dyadics
5.3.4 Coupled-dipole method
5.4 Homogenization
References
Appendix A: Dyadics and dyads
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