Geometrical enhancement of the electric field: Application of fractional
calculus in nanoplasmonics
E. Baskin, and A. Iomin. (2012)cite arxiv:1203.2447 Comment: Published in EPL.
Abstract
We developed an analytical approach, for a wave propagation in
metal-dielectric nanostructures in the quasi-static limit. This consideration
establishes a link between fractional geometry of the nanostructure and
fractional integro-differentiation. The method is based on fractional calculus
and permits to obtain analytical expressions for the electric field
enhancement.
Description
Geometrical enhancement of the electric field: Application of fractional
calculus in nanoplasmonics
%0 Generic
%1 baskin2012geometrical
%A Baskin, E.
%A Iomin, A.
%D 2012
%K fractals
%T Geometrical enhancement of the electric field: Application of fractional
calculus in nanoplasmonics
%U http://arxiv.org/abs/1203.2447
%X We developed an analytical approach, for a wave propagation in
metal-dielectric nanostructures in the quasi-static limit. This consideration
establishes a link between fractional geometry of the nanostructure and
fractional integro-differentiation. The method is based on fractional calculus
and permits to obtain analytical expressions for the electric field
enhancement.
@misc{baskin2012geometrical,
abstract = {We developed an analytical approach, for a wave propagation in
metal-dielectric nanostructures in the quasi-static limit. This consideration
establishes a link between fractional geometry of the nanostructure and
fractional integro-differentiation. The method is based on fractional calculus
and permits to obtain analytical expressions for the electric field
enhancement.},
added-at = {2012-03-14T04:44:00.000+0100},
author = {Baskin, E. and Iomin, A.},
biburl = {https://www.bibsonomy.org/bibtex/256d3373c8b47cb0c617765d40681f6db/vakaryuk},
description = {Geometrical enhancement of the electric field: Application of fractional
calculus in nanoplasmonics},
interhash = {ae0ed277e5b730ded83a9f582c7a9675},
intrahash = {56d3373c8b47cb0c617765d40681f6db},
keywords = {fractals},
note = {cite arxiv:1203.2447 Comment: Published in EPL},
timestamp = {2012-03-14T04:44:00.000+0100},
title = {Geometrical enhancement of the electric field: Application of fractional
calculus in nanoplasmonics},
url = {http://arxiv.org/abs/1203.2447},
year = 2012
}