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- W2040984309 abstract "Within the framework of the dispersion-equation treatment, the characteristics of the propagation of elastic waves along one-dimensional superlattices radiated by an infrared laser field are investigated. The Kubo formalism is generalized to evaluate the conductivity tensor in this system. When the condition ${mathit{s}}_{0}$/ensuremath{Delta}densuremath{Vert}${mathit{J}}_{0}$(eFd/ensuremath{Omega})ensuremath{Vert}ensuremath{simeq}1 is satisfied (2ensuremath{Delta} and d are the miniband width and period of superlattice, F and ensuremath{Omega} are amplitude and frequency of the laser field, respectively, and ${mathit{s}}_{0}$ is the sound velocity in the absence of interaction), a strong renormalization of the sound velocity is predicted, along with intense absorption peaks indicating the localization of waves. The spectrum of plasma oscillations propagating along the superlattice axis is also calculated. The characteristic feature of these plasmons is the absence of Landau damping. In the dynamic localization regime the plasma oscillations along the superlattice axis disappear." @default.
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- W2040984309 date "1994-07-15" @default.
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- W2040984309 title "Propagation of elastic waves in semiconductor superlattices under the action of a laser field" @default.
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- W2040984309 doi "https://doi.org/10.1103/physrevb.50.1619" @default.
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