2013
DOI: 10.1021/jp404612r
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Signatures of Exciton Coupling in Paired Nanoemitters

Abstract: An exciton formed by the delocalized electronic excitation of paired nanoemitters is interpreted in terms of the electromagnetic emission of the pair and their mutual coupling with a photodetector. A formulation directly tailored for fluorescence detection is identified, giving results which are strongly dependent on geometry and selection rules. Signature symmetric and antisymmetric combinations are analyzed and their distinctive features identified.

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Cited by 6 publications
(6 citation statements)
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“…It is convenient, in particular for physical interpretation, to write the intensity in terms of the density matrix elements of the density operator of the two-atom system represented in the basis of the superposition (collective) states [34][35][36] |g = |g 1 |g 2 , |e = |e 1 |e 2 ,…”
Section: A Intensity Of the Radiation Fieldmentioning
confidence: 99%
See 1 more Smart Citation
“…It is convenient, in particular for physical interpretation, to write the intensity in terms of the density matrix elements of the density operator of the two-atom system represented in the basis of the superposition (collective) states [34][35][36] |g = |g 1 |g 2 , |e = |e 1 |e 2 ,…”
Section: A Intensity Of the Radiation Fieldmentioning
confidence: 99%
“…The dissipative part of the master equation (10) consists of two terms corresponding to the two decay (fluorescent emission) channels [32,34]; the symmetric channel |e → |s → |g with an enhanced decay rate Γ s = Γ + Γ 12 :…”
Section: Fig 4 (Color Online)mentioning
confidence: 99%
“…82 Further examples can be found in the field of light-harvesting materials 83 and the interparticle transfer of excitation associated with coupled nanoantenna emission. 84 It is interesting to reflect on the changes in photon property that result from traveling through a medium with significant optical dispersion in the wavelength region of the photon. The variation in phase velocity associated with the frequency or wavelength dependence of the refractive index means that the velocity varies in a characteristic way across the absorption spectrum.…”
Section: Placing the Photon In Nanophotonicsmentioning
confidence: 99%
“…We focus on the general case of three or more (n) such emitters, centered upon a rotational symmetry axis of order n. 18 [Two nanoemitters may generate a planar phase discontinuity, but vortex emission is not possible for such a case.] 19 This configuration confers precisely equivalent electronic coupling between each adjacent pair, on the assumption that there is negligible interaction with potentially less highly symmetric surroundings. The Schoenflies point group symmetry designation of such a system is C n or C nh , 20 depending on the absence or presence, respectively, of reflection symmetry in the plane that includes the centers of each component of the array.…”
Section: Molecular Array and Symmetrymentioning
confidence: 99%