Shape and size dependence of dipolar plasmonic resonance of nanoparticles
Habib Ammari, Pierre Millien
TL;DR
This paper introduces a new integral equation-based method to analyze how the shape and size of nanoparticles influence their dipolar plasmonic resonances, with rigorous derivations of optical cross sections.
Contribution
It presents a novel approach using singular volume integral equations to accurately compute size-dependent plasmonic resonances and derives formulas for extinction and absorption cross sections of elliptical nanoparticles.
Findings
New integral equation method for size-dependent plasmonic analysis
Rigorous derivations of optical cross sections for elliptical particles
Enhanced understanding of shape and size effects on plasmonic resonances
Abstract
The aim of this paper is to present a new approach, based on singular volume integral equations, in order to compute the size dependency of plasmonic resonances. The paper also provides rigorous derivations of the extinction and absorption cross sections for elliptical particles.
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