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乌尔曼双自由基的电子结构:正交价键解释。

The electronic structure of Ullman's biradicals: an orthogonal valence bond interpretation.

机构信息

Dipartimento di Chimica, Università di Ferrara, Via Borsari 46, 44100 Ferrara, Italy.

出版信息

Phys Chem Chem Phys. 2011 Aug 28;13(32):14617-28. doi: 10.1039/c1cp20887j. Epub 2011 Jul 11.

Abstract

This paper addresses the electronic structure of Ullman's organic biradical, bis(nitronyl) nitroxide, in the frame of ab initio wave function based methods, both using standard (delocalized) molecular orbital methods and a valence bond strategy based on orthogonal localized orbitals. The aim of this study is to clarify the origin of the magnetic coupling of this molecule and to understand the recently observed unexpected behavior of the computed magnetic coupling constant with respect to the use of different theoretical methods. A detailed analysis of the physical effects that govern the correct description of the main characteristics of the electronic structure, in particular the spin density, reveals that the wave functions of the radical fragments are better seen as arising from the interaction of three unpaired electrons and that the intuitive picture of one unpaired electron per fragment is oversimplified and can lead to incorrect results. Furthermore, we establish that both the triplet and the singlet wave functions are well represented by the antisymmetrized product of the two fragment wavefunctions, thus corroborating previous observations concerning the low weight of the ionic structures (hopping of one electron from one fragment to the other) in the biradical singlet wavefunction. The use of the orthogonal valence bond formalism has also allowed us to extract a set of parameters for the fragment (direct exchange, hopping integral, on-site repulsion) which can be used for larger magnetic systems in studies based on model Hamiltonians.

摘要

本文采用从头算波函数方法研究了 Ullman 的有机双自由基——双(硝酮基)氮氧自由基的电子结构,既使用了标准(离域)分子轨道方法,也使用了基于正交定域轨道的价键策略。本研究的目的是阐明该分子磁耦合的起源,并理解最近观察到的计算磁耦合常数对不同理论方法的使用的意外行为。对控制电子结构主要特征(特别是自旋密度)正确描述的物理效应的详细分析表明,自由基片段的波函数更好地被视为三个未配对电子相互作用的结果,而每个片段一个未配对电子的直观图像过于简化,可能导致错误的结果。此外,我们还确定了三重态和单态波函数都可以很好地由两个片段波函数的反对称乘积来表示,从而证实了之前关于在双自由基单态波函数中离子结构(一个电子从一个片段跃迁至另一个片段)权重较低的观察结果。正交价键形式主义的使用还使我们能够提取出用于较大磁性系统的片段参数(直接交换、跃迁积分、局域排斥),这些参数可用于基于模型哈密顿量的研究。

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