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从分层运动方程方法得到的二维电子光谱:在模型二聚体中的应用。

Two-dimensional electronic spectra from the hierarchical equations of motion method: Application to model dimers.

机构信息

Beijing National Laboratory for Molecular Sciences, State Key Laboratory for Structural Chemistry of Unstable and Stable Species, Institute of Chemistry, Chinese Academy of Sciences, Zhongguancun, Beijing 100190, China.

出版信息

J Chem Phys. 2010 Jan 14;132(2):024505. doi: 10.1063/1.3293039.

Abstract

We extend our previous study of absorption line shapes of molecular aggregates using the Liouville space hierarchical equations of motion (HEOM) method [L. P. Chen, R. H. Zheng, Q. Shi, and Y. J. Yan, J. Chem. Phys. 131, 094502 (2009)] to calculate third order optical response functions and two-dimensional electronic spectra of model dimers. As in our previous work, we have focused on the applicability of several approximate methods related to the HEOM method. We show that while the second order perturbative quantum master equations are generally inaccurate in describing the peak shapes and solvation dynamics, they can give reasonable peak amplitude evolution even in the intermediate coupling regime. The stochastic Liouville equation results in good peak shapes, but does not properly describe the excited state dynamics due to the lack of detailed balance. A modified version of the high temperature approximation to the HEOM gives the best agreement with the exact result.

摘要

我们将使用刘维尔空间层次运动方程(HEOM)方法[L. P. Chen、R. H. Zheng、Q. Shi 和 Y. J. Yan,J. Chem. Phys. 131,094502(2009)]扩展我们之前对分子聚集体吸收线形状的研究,以计算模型二聚体的三阶光响应函数和二维电子光谱。与我们之前的工作一样,我们专注于与 HEOM 方法相关的几种近似方法的适用性。我们表明,虽然二阶微扰量子主方程通常在描述峰形状和溶剂化动力学方面不准确,但它们甚至在中等耦合情况下也可以给出合理的峰幅度演化。随机刘维尔方程产生良好的峰形状,但由于缺乏详细平衡,不能正确描述激发态动力学。HEOM 的高温近似的修改版本与精确结果吻合得最好。

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