Towards Maximum Optical Efficiency of Ensembles of Colloidal Nanorods
Owen D. Miller, Kyoungweon Park, and Richard A. Vaia

TL;DR
This paper combines theory and experiment to determine the maximum optical response of colloidal nanorod ensembles, deriving bounds, synthesizing near-ideal samples, and introducing a metric to predict polydispersity from far-field measurements.
Contribution
It provides the first theoretical bounds on optical cross-sections per volume for nanorod ensembles and demonstrates how to approach these bounds experimentally.
Findings
Resonant nanorods nearly achieve theoretical optical response bounds.
A new extinction metric predicts polydispersity from far-field data.
Ensembles with low polydispersity can maximize optical efficiency.
Abstract
Experimental and theoretical studies of colloidal nanoparticles have primarily focused on accurate characterization and simulation of observable characteristics, such as resonant wavelength. In this Letter, we tackle the optimal design of colloidal-nanoparticle ensembles: what is the largest possible optical response, which designs might achieve them, and can such response be experimentally demonstrated? We combine theory and experiment to answer each of these questions. We derive general bounds on the maximum cross-sections per volume, and we apply an analytical antenna model to show that resonant nanorods should nearly achieve such bounds. We use a modified seed-mediated synthesis approach to synthesize ensembles of gold nanorods with small polydispersity, i.e., small variations in size and aspect ratio. Polydispersity is the key determinant of how closely such ensembles can approach…
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