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arXiv 1507.01969physics.chem-ph
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用运动方程线性耦合集团理论近似电子激发态

Approximating electronically excited states with equation-of-motion linear coupled-cluster theory

Jason N. Byrd, Varun Rishi, Ajith Perera, Rodney J. Bartlett

摘要:

利用耦合团簇微扰理论,提出了正则运动方程耦合团簇理论的一种新的微扰方法。利用二阶Møller-Plesset方法得到了著名的运动方程多体微扰理论(EOM-MBPT(2))方程和基于线性耦合团簇双波函数(EOM-LCCD)和线性耦合团簇单波和双波函数(EOM-LCCSD)的两种新的运动方程方法.这是通过对MBPT(2)相似性变换的哈密顿量执行短路过程来实现的。这些新方法是以25种有机小分子的非常精确的理论和实验光谱为基准的。结果表明,与最佳估计理论和实验谱相比,本文方法在态序和相对激发态能量方面与正则EOM-CCSD态有很好的一致性,在绝对激发能方面也有可接受的定量一致性.

英文摘要:

A new perturbative approach to canonical equation-of-motion coupled-cluster theory is presented using coupled-cluster perturbation theory. A second-order Møller-Plesset partitioning of the Hamiltonian is used to obtain the well known equation-of-motion many-body perturbation theory (EOM-MBPT(2)) equations and two new equation-of-motion methods based on the linear coupled-cluster doubles (EOM-LCCD) and linear coupled-cluster singles and doubles (EOM-LCCSD) wavefunctions. This is achieved by performing a short-circuiting procedure on the MBPT(2) similarity transformed Hamiltonian. These new methods are benchmarked against very accurate theoretical and experimental spectra from 25 small organic molecules. It is found that the proposed methods have excellent agreement with canonical EOM-CCSD state for state orderings and relative excited state energies as well as acceptable quantitative agreement for absolute excitation energies compared with the best estimate theory and experimental spectra.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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