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自旋轨道组态相互作用水平下的量子化学拓扑学:在砹化合物中的应用。

Quantum chemical topology at the spin-orbit configuration interaction level: Application to astatine compounds.

作者信息

Gomez Pech Cecilia, Haase Pi A B, Sergentu Dumitru-Claudiu, Borschevsky Anastasia, Pilmé Julien, Galland Nicolas, Maurice Rémi

机构信息

SUBATECH, UMR CNRS 6457, IN2P3/IMT Atlantique/Université de Nantes, Nantes, France.

CEISAM, UMR CNRS 6230, Université de Nantes, Nantes, France.

出版信息

J Comput Chem. 2020 Sep 5;41(23):2055-2065. doi: 10.1002/jcc.26373. Epub 2020 Jul 3.

Abstract

We report a methodology that allows the investigation of the consequences of the spin-orbit coupling by means of the QTAIM and ELF topological analyses performed on top of relativistic and multiconfigurational wave functions. In practice, it relies on the "state-specific" natural orbitals (NOs; expressed in a Cartesian Gaussian-type orbital basis) and their occupation numbers (ONs) for the quantum state of interest, arising from a spin-orbit configuration interaction calculation. The ground states of astatine diatomic molecules (AtX with X = AtF) and trihalide anions (IAtI , BrAtBr , and IAtBr ) are studied, at exact two-component relativistic coupled cluster geometries, revealing unusual topological properties as well as a significant role of the spin-orbit coupling on these. In essence, the presented methodology can also be applied to the ground and/or excited states of any compound, with controlled validity up to including elements with active 5d, 6p, and/or 5f shells, and potential limitations starting with active 6d, 7p, and/or 6f shells bearing strong spin-orbit couplings.

摘要

我们报告了一种方法,该方法能够通过对相对论和多组态波函数进行QTAIM和ELF拓扑分析,来研究自旋轨道耦合的后果。实际上,它依赖于自旋轨道组态相互作用计算产生的、针对感兴趣量子态的“态特定”自然轨道(NOs;以笛卡尔高斯型轨道基表示)及其占据数(ONs)。研究了砹双原子分子(AtX,其中X = AtF)和三卤化物阴离子(IAtI、BrAtBr和IAtBr)在精确的二分量相对论耦合簇几何结构下的基态,揭示了不同寻常的拓扑性质以及自旋轨道耦合在这些性质上的重要作用。本质上,所提出的方法也可应用于任何化合物的基态和/或激发态,对于包含活跃5d、6p和/或5f壳层的元素,其有效性可控,而对于具有强自旋轨道耦合的活跃6d、7p和/或6f壳层元素,可能存在潜在限制。

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