Accurate and Interpretable Representation of Correlated Electronic Structure via Tensor Product Selected CI

IF 3.3 3区 化学 Q2 CHEMISTRY, PHYSICAL Faraday Discussions Pub Date : 2024-03-28 DOI:10.1039/d4fd00049h
Nicole M Braunscheidel, Arnab Bachhar, Nicholas J. Mayhall
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Abstract

The task of computing wavefunctions that are accurate, yet simple enough mathematical objects to use for reasoning has long been a challenge in quantum chemistry. The difficulty in drawing physical conclusions from a wavefunction is often related to the generally large number of configurations with similar weights. In Tensor Product Selected CI, we use a locally correlated tensor product state basis, which has the effect of concentrating the weight of a state onto a smaller number of physically interpretable degrees of freedom. In this paper, we apply TPSCI to a series of three molecular systems ranging in separability, one of which is the first application of TPSCI to an open-shell bimetallic system. For each of these systems, we obtain accurate solutions to large active spaces, and analyze the resulting wavefunctions through a series of different approaches including (i) direct inspection of the TPS basis coefficients, (ii) construction of Bloch effective Hamiltonians, and (iii) computation of cluster correlation functions.
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通过张量乘积选取 CI 对相关电子结构进行准确且可解释的表示
长期以来,量子化学领域一直面临着一个挑战,那就是如何计算既精确又简单的波函数,以用于推理。从波函数中得出物理结论的困难往往与具有相似权重的构型数量普遍庞大有关。在张量乘积精选 CI 中,我们使用局部相关的张量乘积态基,其效果是将一个态的权重集中到较少数量的可物理解释的自由度上。在本文中,我们将 TPSCI 应用于一系列分离度不同的三个分子系统,其中一个是首次将 TPSCI 应用于开壳双金属系统。对于这些系统中的每一个,我们都获得了大活动空间的精确解,并通过一系列不同的方法分析了所得到的波函数,这些方法包括:(i) 直接检查 TPS 基系数;(ii) 构建布洛赫有效哈密顿;(iii) 计算簇相关函数。
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Faraday Discussions
Faraday Discussions 化学-物理化学
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期刊介绍: Discussion summary and research papers from discussion meetings that focus on rapidly developing areas of physical chemistry and its interfaces
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