Alkorta Ibon, Legon Anthony C
Instituto de Química Médica (IQM-CSIC), Juan de la Cierva, 3, E-28006 Madrid, Spain.
School of Chemistry, University of Bristol, Cantock's Close, Bristol BS8 1TS, UK.
Phys Chem Chem Phys. 2019 Aug 21;21(31):16914-16922. doi: 10.1039/c9cp03463c. Epub 2019 Jul 22.
Equilibrium nuclear quadrupole coupling constants associated with the di-halogen molecule XY in each of 60 complexes BXY (where B is one of the Lewis bases N, CO, HCN, HO, HS, HCCH, CH, PH, NH or (CH)N and XY is one of the di-halogens Cl, BrCl, Br, ICl, IBr or I) have been calculated ab initio. The Townes-Dailey model for interpreting the changes in the coupling constants when XY enters the complex was used to describe the electron redistribution in the di-halogen molecule in terms of the fraction δ of an electron transferred from the Lewis base B to atom X and the fraction δ of an electron transferred simultaneously from atom X to atom Y. Systematic relationships between the δ values for the six series are established. It is shown that, in reasonable approximation, δ decays exponentially as the first ionisation energy I of the Lewis base B increases, that is δ = A exp(-bI). It is concluded from the results for the series BBrCl, BBr, BICl, BIBr and BI that the coefficients A and b in regression fits to the corresponding logarithmic version ln(δ) = ln(A) -b(I) of the equation are not strongly dependent on either the halogen atom X directly involved in the halogen bond in BXY or, for a given X, on the nature of Y. The behaviour of PH as a Lewis base appears to be anomalous. Values of δ and δ calculated by the quantum theory of atoms-in-molecules and natural bond orbital methodologies are very close to those from application of the Townes-Dailey approach described.
已从头计算了60种配合物BXY(其中B为路易斯碱N、CO、HCN、HO、HS、HCCH、CH、PH、NH或(CH)N之一,XY为双卤分子Cl、BrCl、Br、ICl、IBr或I之一)中与双卤分子XY相关的平衡核四极耦合常数。采用汤斯 - 戴利模型来解释当XY进入配合物时耦合常数的变化,该模型根据从路易斯碱B转移到原子X的电子分数δ以及同时从原子X转移到原子Y的电子分数δ来描述双卤分子中的电子重新分布。建立了六个系列的δ值之间的系统关系。结果表明,在合理近似下,δ随着路易斯碱B的第一电离能I增加呈指数衰减,即δ = A exp(-bI)。从BBrCl、BBr、BICl、BIBr和BI系列的结果得出,方程相应对数形式ln(δ) = ln(A) - b(I)的回归拟合中的系数A和b,既不强烈依赖于BXY中直接参与卤键的卤原子X,对于给定的X,也不依赖于Y的性质。PH作为路易斯碱的行为似乎异常。通过分子中的原子量子理论和自然键轨道方法计算的δ和δ值与应用上述汤斯 - 戴利方法得到的值非常接近。