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用于有机分子三重态的筛选混合GW/贝里-萨尔皮特方法。

Screening mixing GW/Bethe-Salpeter approach for triplet states of organic molecules.

作者信息

Ziaei Vafa, Bredow Thomas

机构信息

Mulliken Center for Theoretical Chemistry, University of Bonn, 53115 Bonn, Germany.

出版信息

J Phys Condens Matter. 2018 Oct 3;30(39):395501. doi: 10.1088/1361-648X/aadb75. Epub 2018 Aug 20.

Abstract

We recently proposed a screening mixing many-body ansatz (Ziaei and Bredow 2017 Phys. Rev. B 96 195115) to decrease the typical overestimation of the Hartree-Fock based GW/Bethe-Salpeter equation (BSE) singlet-singlet excitation energies in molecular systems. Now we have evaluated the accuracy of the proposed scheme for triplet states of a set of 20 organic molecules known as the Thiel set. We show that by mixing different screenings into GW and BSE calculated within random phase approximation (in order to ensure best gap and an optimal exciton binding energy), the total mean absolute error of 0.59 eV in the standard Hartree-Fock based eigenvalue GW/BSE approach is reduced to 0.26 eV for 63 triplet states. We further demonstrate that the quasi-particle self-consistent GW/BSE approach in which orbitals and energies are updated in the Green's function and the dynamically screened interaction mostly and considerably underestimates the excitation energies as shown for a few molecules.

摘要

我们最近提出了一种筛选混合多体假设(Ziaei和Bredow,《物理评论B》96,195115,2017年),以减少分子系统中基于哈特里 - 福克的GW/贝塞耳 - 萨尔皮特方程(BSE)单重态 - 单重态激发能的典型高估。现在我们评估了该方案对于一组被称为蒂尔集的20个有机分子的三重态的准确性。我们表明,通过将不同的筛选混合到在随机相位近似下计算的GW和BSE中(为了确保最佳能隙和最佳激子结合能),在基于标准哈特里 - 福克的本征值GW/BSE方法中0.59 eV的总平均绝对误差对于63个三重态降低到了0.26 eV。我们进一步证明,在格林函数中更新轨道和能量以及动态筛选相互作用的准粒子自洽GW/BSE方法,如对一些分子所示,大多相当大地低估了激发能。

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