Extraordinary Light-Induced Local Angular Momentum near Metallic Nanoparticles
Author(s) -
Alessandro Alabastri,
Xiao Yang,
Alejandro Manjavacas,
Henry O. Everitt,
Peter Nordlander
Publication year - 2016
Publication title -
acs nano
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 5.554
H-Index - 382
eISSN - 1936-086X
pISSN - 1936-0851
DOI - 10.1021/acsnano.6b01851
Subject(s) - plasmon , polarization (electrochemistry) , near and far field , angular momentum , local field , electromagnetic field , dipole , nanostructure , field (mathematics) , physics , discrete dipole approximation , wavelength , momentum (technical analysis) , surface plasmon , computational physics , materials science , optics , nanotechnology , condensed matter physics , classical mechanics , chemistry , quantum mechanics , mathematics , finance , pure mathematics , economics
The intense local field induced near metallic nanostructures provides strong enhancements for surface-enhanced spectroscopies, a major focus of plasmonics research over the past decade. Here we consider that plasmonic nanoparticles can also induce remarkably large electromagnetic field gradients near their surfaces. Sizeable field gradients can excite dipole-forbidden transitions in nearby atoms or molecules and provide unique spectroscopic fingerprinting for chemical and bimolecular sensing. Specifically, we investigate how the local field gradients near metallic nanostructures depend on geometry, polarization, and wavelength. We introduce the concept of the local angular momentum (LAM) vector as a useful figure of merit for the design of nanostructures that provide large field gradients. This quantity, based on integrated fields rather than field gradients, is particularly well-suited for optimization using numerical grid-based full wave electromagnetic simulations. The LAM vector has a more compact structure than the gradient matrix and can be straightforwardly associated with the angular momentum of the electromagnetic field incident on the plasmonic structures.
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