Local fields in the electrodynamics of mesoscopic media
Identifieur interne : 001C18 ( Main/Exploration ); précédent : 001C17; suivant : 001C19Local fields in the electrodynamics of mesoscopic media
Auteurs : Ole Keller [Danemark]Source :
- Physics Reports [ 0370-1573 ] ; 1996.
English descriptors
- Teeft :
- Abbreviation, Agarwal, Amer, Angular spectrum, Appl, Approximation, Background field, Basic integral equation, Bozhevolnyi, Classical diffraction theory, Coefficient, Commun, Commutator, Conductivity, Conductivity tensor, Configurational, Configurational resonances, Conjugation, Conjugator, Constitutive, Constitutive equation, Constitutive relation, Coulomb, Coulomb gauge, Courjon, Current densities, Current density, Diamagnetic, Diamagnetic effect, Diamagnetic polarizability, Diamagnetic response, Dielectric, Different photon energies, Different relaxation times, Direct integration, Direct part, Dispersion relation, Doping, Dyadic, Dynamics, Eigenstates, Eigenvalue, Electric displacement field, Electric field, Electrodynamic, Electrodynamics, Electromagnetic, Electromagnetic field, Electromagnetic propagator, Electromagnetic vacuum propagator, Electromagnetic waves, Electron density, Electron system, Electron wave packet, Electronic transition frequency, Energy eigenstates, Energy reflection coefficient, Equivalently, Evanescent, Evanescent waves, Excitation, Experimental data, Explicit expression, Explicit expressions, External conductivity, External field, Extinction theorem, Feibelman, Feibelman approach, Fermi, Field optics, Film plane, Formalism, Fourier, Frequency range, Fundamental field, Fundamental frequency, Fundamental theory, Gaas, Gaas quantum, Gauge invariance, Gimzewski, Ground state, Hamiltonian, Heuristic, Homogeneous part, Imaginary part, Imaginary parts, Incident field, Inhomogeneous, Integral, Integral equation, Integral equations, Integral relation, Interaction hamiltonian, Internal dynamics, Intersubband, Intersubband transition, Invariance, Ipoo, Jellium, Jump conditions, Keller, Keller ph_vsics reports, Keller physics reports, Keller reports, Lamb shift, Last term, Lett, Linear electrodynamics, Linear response theory, Local field, Local fields, Localized, Longitudinal, Longitudinal electrodynamics, Longitudinal field, Longitudinal part, Longitudinal parts, Lorentz, Macroscopic, Macroscopic electrodynamics, Macroscopic medium, Macroscopic system, Macrosystem, Many cases, Matrix, Mesoscopic, Mesoscopic media, Mesoscopic medium, Mesoscopic object, Mesoscopic objects, Mesoscopic particle, Mesoscopic particles, Mesoscopic system, Mesoscopic systems, Metallic quantum, Metallic quantum wells, Mobile electrons, Moment expansion, Nonlinear, Nonlinear optics, Nonlocal, Nonretarded, Observation point, Obtains, Optical generation, Optical microscope, Optical phase conjugation, Optical polarizability, Optical response, Optics, Packet, Paramagnetic response, Particle, Particle density, Pauli, Pauli hamiltonian, Peak height, Ph_vsics, Phase conjugation, Phase conjugation process, Phase conjugator, Photon, Photon drag, Photon energy, Phys, Physics reports, Plasmon, Point dipoles, Polariton, Polarizability, Poynting vector, Present author, Present case, Present context, Present section, Proc, Propagating, Propagator, Qualitative manner, Quantum, Quantum dots, Quantum optics, Quantum particle, Quantum wells, Quartz, Radiation reaction, Radiative, Rayleigh, Rayleigh expression, Recent years, Reference atom, Resonance, Resonance condition, Resonance peak, Response function, Response tensor, Retardation effects, Rigorous manner, Schematic diagrams, Schematic illustration, Schrodinger, Schrodinger equation, Second term, Semiclassical, Semiconducting, Semiconductor, Sheet conductivity, Sheet conductivity tensor, Slave approximation, Slave model, Small particles, Smolyaninov, Solid lines, Source field, Spatial resolution, Spontaneous emission, Straightforward matter, Subsequent subsection, Surface dressing, Tensor, Tensorial, Transverse, Transverse domain, Transverse field, Transverse part, Unit tensor, Vacuum domain, Vacuum propagator, Wave function, Wave functions, Wave packet, Xiao.
Abstract
Abstract: To understand the electrodynamics of mesoscopic media it is in general necessary to take into account local-field effects. This article presents a review of the role played by local fields in the high-frequency electrodynamics of systems exhibiting essential quantum confinement of the electron motion. In Part A, the fundamental local-field theory is described. By combining an electromagnetic propagator formalism with a microscopic linear and nonlocal response theory the basic loop equation for the local field is established and some of its implications studied. Various kinds of local-field calculations are presented and the underlying physical interpretations discussed. In Part B, the basic theory is used to study the linear local-field electrodynamics of a few, but representative and varied, mesoscopic systems. Special emphasis is devoted to investigations of the local-field phenomena in quantum wells and small particles (quantum dots), and to studies of optical near-field electrodynamics and surface dressing of charged wave packets in motion. In Part C, important features of the nonlinear local-field electrodynamics of mesoscopic media are described on the basis of selected examples. Thus, a description of optical second-harmonic generation in quantum wells is followed by a discussion of the photon-drag effect in one- and two-level quantum wells, and in mesoscopic metallic and semiconducting rings. Finally, a local-field study of the optical phase conjugation of the field radiated by a mesoscopic particle is undertaken, and a new route leading to confinement of electromagnetic fields into the so-called quantum dots of light is presented.
Url:
DOI: 10.1016/0370-1573(95)00059-3
Affiliations:
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Le document en format XML
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<profileDesc><textClass><keywords scheme="Teeft" xml:lang="en"><term>Abbreviation</term>
<term>Agarwal</term>
<term>Amer</term>
<term>Angular spectrum</term>
<term>Appl</term>
<term>Approximation</term>
<term>Background field</term>
<term>Basic integral equation</term>
<term>Bozhevolnyi</term>
<term>Classical diffraction theory</term>
<term>Coefficient</term>
<term>Commun</term>
<term>Commutator</term>
<term>Conductivity</term>
<term>Conductivity tensor</term>
<term>Configurational</term>
<term>Configurational resonances</term>
<term>Conjugation</term>
<term>Conjugator</term>
<term>Constitutive</term>
<term>Constitutive equation</term>
<term>Constitutive relation</term>
<term>Coulomb</term>
<term>Coulomb gauge</term>
<term>Courjon</term>
<term>Current densities</term>
<term>Current density</term>
<term>Diamagnetic</term>
<term>Diamagnetic effect</term>
<term>Diamagnetic polarizability</term>
<term>Diamagnetic response</term>
<term>Dielectric</term>
<term>Different photon energies</term>
<term>Different relaxation times</term>
<term>Direct integration</term>
<term>Direct part</term>
<term>Dispersion relation</term>
<term>Doping</term>
<term>Dyadic</term>
<term>Dynamics</term>
<term>Eigenstates</term>
<term>Eigenvalue</term>
<term>Electric displacement field</term>
<term>Electric field</term>
<term>Electrodynamic</term>
<term>Electrodynamics</term>
<term>Electromagnetic</term>
<term>Electromagnetic field</term>
<term>Electromagnetic propagator</term>
<term>Electromagnetic vacuum propagator</term>
<term>Electromagnetic waves</term>
<term>Electron density</term>
<term>Electron system</term>
<term>Electron wave packet</term>
<term>Electronic transition frequency</term>
<term>Energy eigenstates</term>
<term>Energy reflection coefficient</term>
<term>Equivalently</term>
<term>Evanescent</term>
<term>Evanescent waves</term>
<term>Excitation</term>
<term>Experimental data</term>
<term>Explicit expression</term>
<term>Explicit expressions</term>
<term>External conductivity</term>
<term>External field</term>
<term>Extinction theorem</term>
<term>Feibelman</term>
<term>Feibelman approach</term>
<term>Fermi</term>
<term>Field optics</term>
<term>Film plane</term>
<term>Formalism</term>
<term>Fourier</term>
<term>Frequency range</term>
<term>Fundamental field</term>
<term>Fundamental frequency</term>
<term>Fundamental theory</term>
<term>Gaas</term>
<term>Gaas quantum</term>
<term>Gauge invariance</term>
<term>Gimzewski</term>
<term>Ground state</term>
<term>Hamiltonian</term>
<term>Heuristic</term>
<term>Homogeneous part</term>
<term>Imaginary part</term>
<term>Imaginary parts</term>
<term>Incident field</term>
<term>Inhomogeneous</term>
<term>Integral</term>
<term>Integral equation</term>
<term>Integral equations</term>
<term>Integral relation</term>
<term>Interaction hamiltonian</term>
<term>Internal dynamics</term>
<term>Intersubband</term>
<term>Intersubband transition</term>
<term>Invariance</term>
<term>Ipoo</term>
<term>Jellium</term>
<term>Jump conditions</term>
<term>Keller</term>
<term>Keller ph_vsics reports</term>
<term>Keller physics reports</term>
<term>Keller reports</term>
<term>Lamb shift</term>
<term>Last term</term>
<term>Lett</term>
<term>Linear electrodynamics</term>
<term>Linear response theory</term>
<term>Local field</term>
<term>Local fields</term>
<term>Localized</term>
<term>Longitudinal</term>
<term>Longitudinal electrodynamics</term>
<term>Longitudinal field</term>
<term>Longitudinal part</term>
<term>Longitudinal parts</term>
<term>Lorentz</term>
<term>Macroscopic</term>
<term>Macroscopic electrodynamics</term>
<term>Macroscopic medium</term>
<term>Macroscopic system</term>
<term>Macrosystem</term>
<term>Many cases</term>
<term>Matrix</term>
<term>Mesoscopic</term>
<term>Mesoscopic media</term>
<term>Mesoscopic medium</term>
<term>Mesoscopic object</term>
<term>Mesoscopic objects</term>
<term>Mesoscopic particle</term>
<term>Mesoscopic particles</term>
<term>Mesoscopic system</term>
<term>Mesoscopic systems</term>
<term>Metallic quantum</term>
<term>Metallic quantum wells</term>
<term>Mobile electrons</term>
<term>Moment expansion</term>
<term>Nonlinear</term>
<term>Nonlinear optics</term>
<term>Nonlocal</term>
<term>Nonretarded</term>
<term>Observation point</term>
<term>Obtains</term>
<term>Optical generation</term>
<term>Optical microscope</term>
<term>Optical phase conjugation</term>
<term>Optical polarizability</term>
<term>Optical response</term>
<term>Optics</term>
<term>Packet</term>
<term>Paramagnetic response</term>
<term>Particle</term>
<term>Particle density</term>
<term>Pauli</term>
<term>Pauli hamiltonian</term>
<term>Peak height</term>
<term>Ph_vsics</term>
<term>Phase conjugation</term>
<term>Phase conjugation process</term>
<term>Phase conjugator</term>
<term>Photon</term>
<term>Photon drag</term>
<term>Photon energy</term>
<term>Phys</term>
<term>Physics reports</term>
<term>Plasmon</term>
<term>Point dipoles</term>
<term>Polariton</term>
<term>Polarizability</term>
<term>Poynting vector</term>
<term>Present author</term>
<term>Present case</term>
<term>Present context</term>
<term>Present section</term>
<term>Proc</term>
<term>Propagating</term>
<term>Propagator</term>
<term>Qualitative manner</term>
<term>Quantum</term>
<term>Quantum dots</term>
<term>Quantum optics</term>
<term>Quantum particle</term>
<term>Quantum wells</term>
<term>Quartz</term>
<term>Radiation reaction</term>
<term>Radiative</term>
<term>Rayleigh</term>
<term>Rayleigh expression</term>
<term>Recent years</term>
<term>Reference atom</term>
<term>Resonance</term>
<term>Resonance condition</term>
<term>Resonance peak</term>
<term>Response function</term>
<term>Response tensor</term>
<term>Retardation effects</term>
<term>Rigorous manner</term>
<term>Schematic diagrams</term>
<term>Schematic illustration</term>
<term>Schrodinger</term>
<term>Schrodinger equation</term>
<term>Second term</term>
<term>Semiclassical</term>
<term>Semiconducting</term>
<term>Semiconductor</term>
<term>Sheet conductivity</term>
<term>Sheet conductivity tensor</term>
<term>Slave approximation</term>
<term>Slave model</term>
<term>Small particles</term>
<term>Smolyaninov</term>
<term>Solid lines</term>
<term>Source field</term>
<term>Spatial resolution</term>
<term>Spontaneous emission</term>
<term>Straightforward matter</term>
<term>Subsequent subsection</term>
<term>Surface dressing</term>
<term>Tensor</term>
<term>Tensorial</term>
<term>Transverse</term>
<term>Transverse domain</term>
<term>Transverse field</term>
<term>Transverse part</term>
<term>Unit tensor</term>
<term>Vacuum domain</term>
<term>Vacuum propagator</term>
<term>Wave function</term>
<term>Wave functions</term>
<term>Wave packet</term>
<term>Xiao</term>
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<front><div type="abstract" xml:lang="en">Abstract: To understand the electrodynamics of mesoscopic media it is in general necessary to take into account local-field effects. This article presents a review of the role played by local fields in the high-frequency electrodynamics of systems exhibiting essential quantum confinement of the electron motion. In Part A, the fundamental local-field theory is described. By combining an electromagnetic propagator formalism with a microscopic linear and nonlocal response theory the basic loop equation for the local field is established and some of its implications studied. Various kinds of local-field calculations are presented and the underlying physical interpretations discussed. In Part B, the basic theory is used to study the linear local-field electrodynamics of a few, but representative and varied, mesoscopic systems. Special emphasis is devoted to investigations of the local-field phenomena in quantum wells and small particles (quantum dots), and to studies of optical near-field electrodynamics and surface dressing of charged wave packets in motion. In Part C, important features of the nonlinear local-field electrodynamics of mesoscopic media are described on the basis of selected examples. Thus, a description of optical second-harmonic generation in quantum wells is followed by a discussion of the photon-drag effect in one- and two-level quantum wells, and in mesoscopic metallic and semiconducting rings. Finally, a local-field study of the optical phase conjugation of the field radiated by a mesoscopic particle is undertaken, and a new route leading to confinement of electromagnetic fields into the so-called quantum dots of light is presented.</div>
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