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用于解决量子化学问题的贝特-萨尔皮特方程与组态相互作用方法的比较:计算有限一维哈伯德链的激发能

Comparison between the Bethe-Salpeter Equation and Configuration Interaction Approaches for Solving a Quantum Chemistry Problem: Calculating the Excitation Energy for Finite 1D Hubbard Chains.

作者信息

Ou Qi, Subotnik Joseph E

机构信息

Department of Chemistry, University of Pennsylvania , Philadelphia, Pennsylvania 19104, United States.

出版信息

J Chem Theory Comput. 2018 Feb 13;14(2):527-542. doi: 10.1021/acs.jctc.7b00246. Epub 2018 Jan 8.

Abstract

We calculate the excitation energies of finite 1D Hubbard chains with a variety of different site energies from two perspectives: (i) the physics-based Bethe-Salpeter equation (BSE) method and (ii) the chemistry-based configuration interaction (CI) approach. Results obtained from all methods are compared against the exact values for three classes of systems: metallic, impurity-doped, and molecular (semiconducting/insulating) systems. While in a previous study we showed that the GW method holds comparative advantages versus traditional quantum chemistry approaches for calculating the ionization potentials and electron affinities across a large range of Hamiltonians, we show now that the BSE method outperforms CI approaches only for metallic and semiconducting systems. For insulating molecular systems, CI approaches generate better results.

摘要

我们从两个角度计算了具有各种不同格点能量的有限一维哈伯德链的激发能

(i)基于物理的贝塞耳-萨尔皮特方程(BSE)方法,以及(ii)基于化学的组态相互作用(CI)方法。将所有方法得到的结果与三类系统的精确值进行了比较:金属系统、杂质掺杂系统和分子(半导体/绝缘)系统。虽然在之前的一项研究中我们表明,在计算大范围哈密顿量的电离势和电子亲和势方面,GW方法相对于传统量子化学方法具有比较优势,但我们现在表明,BSE方法仅在金属和半导体系统中优于CI方法。对于绝缘分子系统,CI方法能产生更好的结果。

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