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过渡金属自旋态能量学的基准:为何以及如何使用实验参考数据?

Benchmarks for transition metal spin-state energetics: why and how to employ experimental reference data?

作者信息

Radoń Mariusz

机构信息

Faculty of Chemistry, Jagiellonian University, Gronostajowa 2, 30-387 Krakow, Krakow, Poland.

出版信息

Phys Chem Chem Phys. 2023 Nov 22;25(45):30800-30820. doi: 10.1039/d3cp03537a.

Abstract

Accurate prediction of energy differences between alternative spin states of transition metal complexes is essential in computational (bio)inorganic chemistry-for example, in characterization of spin crossover materials and in the theoretical modeling of open-shell reaction mechanisms-but it remains one of the most compelling problems for quantum chemistry methods. A part of this challenge is to obtain reliable reference data for benchmark studies, as even the highest-level applicable methods are known to give divergent results. This Perspective discusses two possible approaches to method benchmarking for spin-state energetics: using either theoretically computed or experiment-derived reference data. With the focus on the latter approach, an extensive general review is provided for the available experimental data of spin-state energetics and their interpretations in the context of benchmark studies, targeting the possibility of back-correcting the vibrational effects and the influence of solvents or crystalline environments. With a growing amount of experience, these effects can be now not only qualitatively understood, but also quantitatively modeled, providing the way to derive nearly chemically accurate estimates of the electronic spin-state gaps to be used as benchmarks and advancing our understanding of the phenomena related to spin states in condensed phases.

摘要

准确预测过渡金属配合物不同自旋态之间的能量差异,在计算(生物)无机化学中至关重要——例如,在自旋交叉材料的表征以及开壳反应机理的理论建模中——但这仍然是量子化学方法面临的最具挑战性的问题之一。这一挑战的部分原因在于,即便已知最高级别的适用方法会给出不同的结果,仍需获取用于基准研究的可靠参考数据。本综述讨论了两种用于自旋态能量学方法基准测试的可能途径:使用理论计算的参考数据或实验得出的参考数据。重点关注后一种方法,针对自旋态能量学的现有实验数据及其在基准研究背景下的解释进行了广泛的综合评述,目标是对振动效应以及溶剂或晶体环境的影响进行反向校正。随着经验的不断积累,现在不仅可以定性地理解这些效应,还能对其进行定量建模,从而提供了一种方法来推导几乎化学精确的电子自旋态间隙估计值,用作基准,并加深我们对凝聚相中与自旋态相关现象的理解。

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