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首页> 外文期刊>The journal of physical chemistry, B. Condensed matter, materials, surfaces, interfaces & biophysical >Stochastic Liouville Equations for Coherent Multidimensional Spectroscopy of Excitons
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Stochastic Liouville Equations for Coherent Multidimensional Spectroscopy of Excitons

机译:激子相干多维光谱的随机Liouville方程

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摘要

Signatures of chemical exchange and spectral diffusion in 2D photon-echo line shapes of molecular aggregates are studied using model calculations for a dimer whose Hamiltonian parameters are stochastically modulated. Cross peaks induced by chemical exchange and by exciton transport have different dynamics and distinguish two models which have the same absorption spectrum (a two-state jump bath modulation model of a dimer and a four-state jump bath model of a single chromophore). Slow Gaussian—Markovian spectral diffusion of a symmetric dimer induces new peaks which are damped as the dipole moment is equilibrated. These effects require an explicit treatment of the bath and may not be described by lower-level theories such as the Redfield equations, which ehminate the bath.
机译:分子聚集体的二维光子-回波线形状中的化学交换和光谱扩散的特征是使用模型计算的,该模型的哈密顿参数是随机调制的。由化学交换和激子传输引起的交叉峰具有不同的动力学特性,并区分了两个具有相同吸收光谱的模型(二聚体的两态跃迁浴调制模型和单发色团的四态跃迁浴模型)。对称二聚体的慢高斯-马尔可夫谱扩散会引起新的峰,当偶极矩平衡时,这些峰将被阻尼。这些效果需要对镀液进行显式处理,可能无法通过消除镀液的低级理论(例如Redfield方程)来描述。

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