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Modeling Distributed Kinetics in Isolated Semiconductor Quantum Dots

Published

Author(s)

M Kuno, D P. Fromm, S T. Johnson, Alan Gallagher, David Nesbitt

Abstract

tailed modeling of recently observed nonexponential fluorescence intermittency in colloidal semiconductor quantum dots (QDs) is presented. In particular, experiments have shown that both on-time and off-time probability densities generated from single-QD fluorescence trajectories follow an inverse power law, P(τon/off)variation}1/τ1+alphaon/off, over multiple decades in time, where the exponent 1+α can, in general, differ for on versus off episodes. Several models are considered and tested against their ability to predict inverse power law behavior in both P(τdoff^). A physical picture involving electron tunneling to, and return from, traps located several nanometers away from the QD is found to be consistent with the observed P(τoff), but does not yield the inverse power-law behavior seen in P(au}on). However, a simple phenomenological model based on exponentially distributed and randomly switched on and off decay rates is analyzed in detail and shown to yield inverse power law behavior in both P(τon) and P(τoff). Monte-Carlo calculations are used to simulate the resulting blinking behavior and are subsequently compared with experimental observations. Most relevantly, these comparisons indicate that the experimental on->off blinking kinetics are independent of excitation intensity, in contradiction with previous multiphoton models of on/off intermittency based on Auger assisted ionization of the QD by recombination of a second electron-hole pair.
Citation
Physical Review B (Condensed Matter and Materials Physics)
Volume
67
Issue
No. 12

Keywords

fluorescence, semiconductor quantum dots

Citation

Kuno, M. , Fromm, D. , Johnson, S. , Gallagher, A. and Nesbitt, D. (2003), Modeling Distributed Kinetics in Isolated Semiconductor Quantum Dots, Physical Review B (Condensed Matter and Materials Physics) (Accessed June 16, 2024)

Issues

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Created February 28, 2003, Updated October 12, 2021