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典型夹心型二聚体中二自由基特征的研究:堆积型四氰基乙烯(TCNE)阴离子二聚体和中性 K(2)TCNE(2)配合物。

Study of the diradicaloid character in a prototypical pancake-bonded dimer: the stacked tetracyanoethylene (TCNE) anion dimer and the neutral K(2)TCNE(2) complex.

机构信息

Department of Chemistry, Georgetown University, 37th & O Streets, NW, Washington, DC 20057-1227 (USA).

出版信息

Chemphyschem. 2014 Jan 13;15(1):165-76. doi: 10.1002/cphc.201300784. Epub 2013 Nov 20.

DOI:10.1002/cphc.201300784
PMID:24254985
Abstract

The π-bonded tetracyanoethylene anion dimer (TCNE2(2-)) and the neutral K2TCNE2 system have been investigated to obtain new insights into the unique features of two-electron multicenter (2e-mc) π-pancake bonding. The inter-radical interaction leads to a significant diradicaloid character described by two singly occupied molecular orbitals (SOMOs) of the monomers. A highly correlated approach, the multireference averaged quadratic coupled-cluster (MR-AQCC) method, has been used to achieve a balanced description of the different types of electron correlation that occur in this system. The analysis of the interaction energies for the two systems in the singlet and the lowest triplet states and of the unpaired electron densities demonstrate the importance of diradical π bonding in addition to the conventional van der Waals interactions that occur in intermolecular interactions. In this analysis, the separation of the repulsive Coulomb interaction energies from the remaining terms turned out to be a crucial prerequisite to achieve consistent results. Our calculations also confirm that the driving force behind the energetic stability of the pancake bonds predominantly derives from the overlap of the SOMO-SOMO bonding interaction.

摘要

已研究了π键合四氰乙烯阴离子二聚体(TCNE2(2-))和中性 K2TCNE2 体系,以深入了解双电子多中心(2e-mc)π-薄饼键合的独特特征。自由基间相互作用导致单体的两个单占据分子轨道(SOMO)描述的显著自由基特性。使用多参考平均二次耦合簇(MR-AQCC)方法进行了高度相关的方法,以实现对发生在该体系中的不同类型电子相关的平衡描述。在单重态和最低三重态下对两个体系的相互作用能以及未配对电子密度的分析表明,除了发生在分子间相互作用中的传统范德华相互作用之外,自由基π键合也很重要。在这种分析中,从剩余项中分离出排斥库仑相互作用能被证明是实现一致结果的关键前提。我们的计算还证实,薄饼键合的能量稳定性的驱动力主要来自 SOMO-SOMO 成键相互作用的重叠。

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