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• W2015754239 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." @default.
• W2015754239 created "2016-06-24" @default.
• W2015754239 creator A5010093880 @default.
• W2015754239 date "1996-04-01" @default.
• W2015754239 modified "2023-10-04" @default.
• W2015754239 title "Local fields in the electrodynamics of mesoscopic media" @default.
• W2015754239 cites W1139092166 @default.
• W2015754239 cites W1533328589 @default.
• W2015754239 cites W1963773083 @default.
• W2015754239 cites W1965050886 @default.
• W2015754239 cites W1965328351 @default.
• W2015754239 cites W1966830035 @default.
• W2015754239 cites W1969091251 @default.
• W2015754239 cites W1969267794 @default.
• W2015754239 cites W1969640080 @default.
• W2015754239 cites W1969657355 @default.
• W2015754239 cites W1969964520 @default.
• W2015754239 cites W1971619603 @default.
• W2015754239 cites W1971691133 @default.
• W2015754239 cites W1972317029 @default.
• W2015754239 cites W1972530574 @default.
• W2015754239 cites W1972593783 @default.
• W2015754239 cites W1973696945 @default.
• W2015754239 cites W1975739238 @default.
• W2015754239 cites W1976938174 @default.
• W2015754239 cites W1977889426 @default.
• W2015754239 cites W1979115603 @default.
• W2015754239 cites W1979115772 @default.
• W2015754239 cites W1979350189 @default.
• W2015754239 cites W1979448017 @default.
• W2015754239 cites W1980470313 @default.
• W2015754239 cites W1981170205 @default.
• W2015754239 cites W1982528173 @default.
• W2015754239 cites W1983497865 @default.
• W2015754239 cites W1984642572 @default.
• W2015754239 cites W1987079326 @default.
• W2015754239 cites W1987565993 @default.
• W2015754239 cites W1988277971 @default.
• W2015754239 cites W1988472848 @default.
• W2015754239 cites W1988744717 @default.
• W2015754239 cites W1989584587 @default.
• W2015754239 cites W1990750739 @default.
• W2015754239 cites W1993202921 @default.
• W2015754239 cites W1993293980 @default.
• W2015754239 cites W1994390014 @default.
• W2015754239 cites W1994724214 @default.
• W2015754239 cites W1994795223 @default.
• W2015754239 cites W1995890715 @default.
• W2015754239 cites W1996814959 @default.
• W2015754239 cites W1997639940 @default.
• W2015754239 cites W1997707282 @default.
• W2015754239 cites W2000063773 @default.
• W2015754239 cites W2001220938 @default.
• W2015754239 cites W2001814874 @default.
• W2015754239 cites W2002060775 @default.
• W2015754239 cites W2002105467 @default.
• W2015754239 cites W2002700674 @default.
• W2015754239 cites W2002948204 @default.
• W2015754239 cites W2003775601 @default.
• W2015754239 cites W2005719610 @default.
• W2015754239 cites W2006219986 @default.
• W2015754239 cites W2007034405 @default.
• W2015754239 cites W2007181190 @default.
• W2015754239 cites W2007518799 @default.
• W2015754239 cites W2007935341 @default.
• W2015754239 cites W2010071280 @default.
• W2015754239 cites W2010458309 @default.
• W2015754239 cites W2010763331 @default.
• W2015754239 cites W2011113143 @default.
• W2015754239 cites W2011336810 @default.
• W2015754239 cites W2013007275 @default.
• W2015754239 cites W2014833772 @default.
• W2015754239 cites W2014917474 @default.
• W2015754239 cites W2015091045 @default.
• W2015754239 cites W2015514556 @default.
• W2015754239 cites W2015848966 @default.
• W2015754239 cites W2016744527 @default.
• W2015754239 cites W2016937812 @default.
• W2015754239 cites W2017042644 @default.
• W2015754239 cites W2017380930 @default.
• W2015754239 cites W2019302823 @default.
• W2015754239 cites W2019911207 @default.
• W2015754239 cites W2022142804 @default.
• W2015754239 cites W2022730831 @default.
• W2015754239 cites W2022852081 @default.
• W2015754239 cites W2023178948 @default.
• W2015754239 cites W2024679238 @default.
• W2015754239 cites W2025948248 @default.
• W2015754239 cites W2026829666 @default.
• W2015754239 cites W2027572134 @default.
• W2015754239 cites W2027905892 @default.
• W2015754239 cites W2028720404 @default.
• W2015754239 cites W2028948400 @default.
• W2015754239 cites W2029015277 @default.
• W2015754239 cites W2029657879 @default.
• W2015754239 cites W2030976617 @default.
• W2015754239 cites W2031606451 @default.
• W2015754239 cites W2033326827 @default.

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