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Absence of weak localization in two-dimensional disordered Frenkel lattices

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Rodriguez, A. and Martin-Delgado Alcántara, Miguel Ángel and Rodriguez-Laguna, J. and Sierra, G. and Malyshev, Andrey and Domínguez-Adame Acosta, Francisco and Lemaistre, I. J. (2001) Absence of weak localization in two-dimensional disordered Frenkel lattices. Journal of Luminescence, 94 . pp. 359-363. ISSN 0022-2313

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Official URL: http://dx.doi.org/10.1016/S0022-2313(01)00302-7




Abstract

The standard one-parameter scaling theory predicts that all eigenstates in two-dimensional random lattices are weakly localized. We show that this claim fails in two-dimensional dipolar Frenkel exciton systems. The linear energy dispersion at the top of the exciton band, originating from the long-range inter-site coupling of dipolar nature, yields the same size-scaling law for the level spacing and the effective disorder seen by the exciton. This finally results in the delocalization of those eigenstates in the thermodynamic limit. Large scale numerical simulations allow us to perform a detailed multifractal analysis and to elucidate the nature of the excitonic eigenstates.


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© 2001 Elsevier Science B.V. All rights reserved.
International Conference on Dynamical Proces Excited States of Solids (30. 2001. Villeurbanne, Francia)
The authors thank E. Macía, A. Sánchez, E. Díez, R. Römer and M. Hilke for discussions. F. D-A. and A. R. were supported by DGI-MCyT (Project MAT2000-0734). V. A. M. acknowledges support from INTAS (Project No. 97-10434).

Uncontrolled Keywords:2-Dimensional Anderson Model, Off-Diagonal Disorder, Quantum Diffusion, Systems; States
Subjects:Sciences > Physics > Materials
ID Code:27530
Deposited On:02 Dec 2014 13:02
Last Modified:05 Jul 2018 14:31

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