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(H2O)(n)BeX2(n = 1-3,X = H,F)复合物中氢键和铍键之间的协同作用。一个新视角。

Cooperativity between hydrogen bonds and beryllium bonds in (H2O)(n)BeX2 (n = 1-3, X = H, F) complexes. A new perspective.

机构信息

Department of Chemistry, Dalhousie University, Halifax, Nova Scotia, Canada.

出版信息

Phys Chem Chem Phys. 2012 Nov 14;14(42):14540-7. doi: 10.1039/c2cp42534c. Epub 2012 Sep 26.

Abstract

The interaction of BeX(2) (X = H, F) with water molecules has been analyzed at the B3LYP/6-311+G(3df,2p)//B3LYP/6-311+G(d,p) level of theory. The formation of strong beryllium bonds between water molecules and the BeX(2) derivative triggers significant electron density redistribution within the whole system, resulting in significant changes in the proton donor and proton acceptor capacity of the water molecules involved. Hence, significant cooperative and anti-cooperative effects are present, explaining why there is no case in which the global minimum corresponds to a tetracoordinated beryllium atom. In fact, the most stable clusters can be viewed as the result of the attachment of BeX(2) to the water trimer and the water dimer, respectively, and not as the result of the solvation of the BeX(2) molecule. We have also shown that the decomposition of the interaction energy into atomic components is a reliable quantitative tool to describe all the closed-shell interactions present in the clusters investigated herein, namely hydrogen bonds, beryllium bonds and dihydrogen bonds. Indeed, we have shown that the changes in the atomic energy components are correlated with the changes in the strength of these interactions, and they provide a quantitative measure of cooperative effects directly in terms of energies.

摘要

在 B3LYP/6-311+G(3df,2p)//B3LYP/6-311+G(d,p) 理论水平上分析了 BeX(2)(X = H,F)与水分子的相互作用。水分子与 BeX(2)衍生物之间形成的强铍键会触发整个体系内的电子密度重新分布,导致参与的水分子的质子供体和质子受体能力发生显著变化。因此,存在显著的协同和反协同效应,这解释了为什么没有一个全局最小值对应于四配位的铍原子的情况。事实上,最稳定的团簇可以看作是 BeX(2)分别与水分子三聚体和水分子二聚体的附着的结果,而不是 BeX(2)分子的溶剂化的结果。我们还表明,将相互作用能分解为原子分量是一种可靠的定量工具,可以描述本文研究的团簇中存在的所有闭壳层相互作用,即氢键、铍键和双氢键。事实上,我们已经表明,原子能量分量的变化与这些相互作用强度的变化相关,并且它们以能量的形式直接提供协同效应的定量度量。

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