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Intrinsic optical bistability of thin films of linear molecular aggregates: The two-exciton approximation

机译:线性分子薄膜的本征光学双稳态   聚合:双激子近似

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摘要

We generalize our recent work on the optical bistability of thin films ofmolecular aggregates [J. Chem. Phys. 127, 164705 (2007); arXiv:0707.1264v1[cond-mat.dis-nn]] by accounting for the optical transitions from theone-exciton manifold to the two-exciton manifold as well as the exciton-excitonannihilation of the two-exciton states via a high-lying molecular vibronicterm. We also include the relaxation from the vibronic level back to both theone-exciton manifold and the ground state. By selecting the dominant opticaltransitions between the ground state, the one-exciton manifold, and thetwo-exciton manifold, we reduce the problem to four levels, enabling us todescribe the nonlinear optical response of the film. The one- and two-excitonstates are obtained by diagonalizing a Frenkel Hamiltonian with an uncorrelatedon-site (diagonal) disorder. The optical dynamics is described by means of thedensity matrix equations coupled to the electromagnetic field in the film. Weshow that the one-to-two exciton transitions followed by a fast exciton-excitonannihilation promote the occurrence of bistability and reduce the switchingintensity. We provide estimates of pertinent parameters for actual materialsand conclude that the effect can be realized.
机译:我们总结了分子聚集体薄膜的光学双稳性方面的最新工作[J.化学物理127,164705(2007); arXiv:0707.1264v1 [cond-mat.dis-nn]]通过考虑从单激子流形到二激子流形的光学跃迁以及通过高价分子对激子进行双激子-灭振动术语。我们还包括从振动水平到单激子流形和基态的弛豫。通过选择基态,一激子流形和二激子流形之间的主要光学跃迁,我们将问题简化为四个级别,从而能够描述薄膜的非线性光学响应。一激子态和二激子态是通过对角形Frenkel哈密顿量与不相关的现场(对角线)紊乱而获得的。借助与薄膜中的电磁场耦合的密度矩阵方程来描述光学动力学。我们表明一到两个激子跃迁,然后快速激子-激子an灭促进了双稳态的发生并降低了开关强度。我们提供了实际材料相关参数的估计,并得出可以实现效果的结论。

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