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A comparison between different semiclassical approximations for optical response functions in nonpolar liquid solutions

机译:非极性液体溶液中光学响应函数的不同半经典近似之间的比较

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The temporal behavior of optical response functions (ORFs) reflects the quantum dynamics of an electronic superposition state, and as such lacks a well-defined classical limit. In this paper, we consider the importance of accounting for the quantum nature of the dynamics when calculating ORFs of different types. To this end, we calculated the ORFs associated with the linear absorption spectrum and the nonlinear two-pulse photon-echo experiment, via the following approaches: (1) the semiclassical forward-backward approach; (2) an approach based on linearizing the path-integral forward-backward action in terms of the difference between the forward and backward paths; (3) an approach based on ground state nuclear dynamics. The calculations were performed on a model that consists of a two-state chromophore solvated in a nonpolar liquid. The different methods were found to yield very similar results for the absorption spectrum and "diagonal" two-pulse photon echo si. e., the homodyne-detected signal at time t=t(0) after the second pulse, where t(0) is the time interval between the two pulsesd. The different approximations yielded somewhat different results in the case of the time-integrated photon-echo signal. The reasons for the similarity between the predictions of different approximations are also discussed. (C) 2005 American Institute of Physics.
机译:光学响应函数(ORF)的时间行为反映了电子叠加态的量子动力学,因此缺乏明确定义的经典极限。在本文中,我们考虑在计算不同类型的ORF时考虑动力学的量子性质的重要性。为此,我们通过以下方法计算了与线性吸收谱和非线性两脉冲光子回波实验相关的ORF:(1)半经典正向-反向方法; (2)一种基于向前和向后路径之间的差异线性化路径积分的向前向后动作的方法; (3)一种基于基态核动力学的方法。计算是在一个模型中执行的,该模型由在非极性液体中溶解的两种状态的生色团组成。发现不同方法对于吸收光谱和“对角”两脉冲光子回波si产生非常相似的结果。例如,在第二个脉冲之后的时间t = t(0)处,由零差检测到的信号,其中t(0)是两个脉冲之间的时间间隔d。在时间积分光子回波信号的情况下,不同的近似值会产生一些不同的结果。还讨论了不同近似值的预测之间相似的原因。 (C)2005美国物理研究所。

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