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arXiv:cond-mat/0402250 · The European Physical Journal B

Residual conductance of correlated one-dimensional nanosystems: A numerical approach

Rafael A. Molina, Peter Schmitteckert, Dietmar Weinmann A, Rodolfo A. Jalabert, Gert‐Ludwig Ingold, J.‐L. Pichard

Published May 1, 2004• 24 citations
arXivHTMLPDF
DOI
10.1140/epjb/e2004-00176-y

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The processes of reemission of ultrashort electromagnetic pulses by arbitrary nanosystems consisted of isolated complex atoms have been considered. The angular distributions of reemission spectra have been obtained for a series of regular nanosystems. It has been shown that the interference of the photon-emission amplitudes leads to the appearance of characteristic “diffraction” maxima. One-, two-, and three-dimensional nanostructures, as well as planar and cylindrical constructions as models of planar nanosystems and nanotubes, were used as examples that allow a simple analytical consideration.
The effect of defects in nanostructured targets on interference spectra at the reemission of attosecond electromagnetic pulses has been considered. General expressions have been obtained for calculations of spectral distributions for one-, two-, and three-dimensional multiatomic nanosystems consisting of identical complex atoms with defects such as bends, vacancies, and breaks. Changes in interference spectra by a linear chain with several removed atoms (chain with breaks) and by a linear chain with a bend have been calculated as examples allowing a simple analytical representation. Generalization to two- and three-dimensional nanosystems has been developed.