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广泛使用的明尼苏达密度泛函在预测一些基准的第一过渡金属配合物的生成热、电离势方面的性能。

Performance of the widely used Minnesota density functionals for the prediction of heat of formations, ionization potentials of some benchmarked first row transition metal complexes.

机构信息

Department of Chemistry, University of North Bengal, Darjeeling, PIN. 734013, West Bengal, India.

出版信息

J Phys Chem A. 2013 Jun 13;117(23):4945-55. doi: 10.1021/jp400397r. Epub 2013 Jun 3.

Abstract

We have computed and investigated the performance of Minnesota density functionals especially the M05, M06, and M08 suite of complementary density functionals for the prediction of the heat of formations (HOFs) and the ionization potentials (IPs) of various benchmark complexes containing nine different first row transition metals. The eight functionals of M0X family, namely, the M05, M05-2X, M06-L, M06, M06-2X, M06-HF, M08-SO, and M08-HX are taken for the computation of the above-mentioned physical properties of such metal complexes along with popular Los Alamos National Laboratory 2 double-ζ (LANL2DZ) basis set. Total 54 benchmark systems are taken for HOF calculation, whereas the 47 systems among these benchmark complexes are chosen for the calculation of IPs because of lack of experimental results on rest of the seven systems. The computed values of HOFs and IPs are compared with the experimental results obtained from the literature. The deviation of these computed values from the actual experimental results is calculated for each eight different M0X functionals to judge their performances in evaluating these properties. Finally, a clear relationship between the exchange correlation energy of eight M0X functionals and their efficiency are made to predict the different physical properties.

摘要

我们计算并研究了明尼苏达密度泛函的性能,特别是 M05、M06 和 M08 系列互补密度泛函,用于预测各种基准配合物的生成热 (HOFs) 和电离势 (IPs),这些配合物包含九种不同的第一过渡金属。M0X 系列的八个函数,即 M05、M05-2X、M06-L、M06、M06-2X、M06-HF、M08-SO 和 M08-HX,用于计算这些金属配合物的上述物理性质,以及流行的洛斯阿拉莫斯国家实验室 2 倍-ζ (LANL2DZ) 基组。总共 54 个基准系统用于 HOF 计算,而在这些基准配合物中,由于其余七个系统缺乏实验结果,只有 47 个系统被选择用于计算 IPs。HOFs 和 IPs 的计算值与文献中获得的实验结果进行了比较。对于每个不同的 M0X 函数,计算了这些计算值与实际实验结果之间的偏差,以判断它们在评估这些性质方面的性能。最后,在八个 M0X 函数的交换相关能量与其效率之间建立了明确的关系,以预测不同的物理性质。

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