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X射线分子轨道分析。I. 量子力学与晶体学框架。

X-ray molecular orbital analysis. I. Quantum mechanical and crystallographic framework.

作者信息

Tanaka Kiyoaki

机构信息

Research Division, Nagoya Industrial Science Research Institute, Yotsuya tori 1-13, Chikusa-ku/Nagoya, 464-0819, Japan.

出版信息

Acta Crystallogr A Found Adv. 2018 Jul 1;74(Pt 4):345-356. doi: 10.1107/S2053273318005478. Epub 2018 Jul 5.

DOI:10.1107/S2053273318005478
PMID:29978845
Abstract

Molecular orbitals were obtained by X-ray molecular orbital analysis (XMO). The initial molecular orbitals (MOs) of the refinement were calculated by the ab initio self-consistent field (SCF) MO method. Well tempered basis functions were selected since they do not produce cusps at the atomic positions on the residual density maps. X-ray structure factors calculated from the MOs were fitted to observed structure factors by the least-squares method, keeping the orthonormal relationship between MOs. However, the MO coefficients correlate severely with each other, since basis functions are composed of similar Gaussian-type orbitals. Therefore, a method of selecting variables which do not correlate severely with each other in the least-squares refinement was devised. MOs were refined together with the other crystallographic parameters, although the refinement with the atomic positional parameters requires a lot of calculation time. The XMO method was applied to diformohydrazide, (NHCHO), without using polarization functions, and the electron-density distributions, including the maxima on the covalent bonds, were represented well. Therefore, from the viewpoint of X-ray diffraction, it is concluded that the MOs averaged by thermal vibrations of the atoms were obtained successfully by XMO analysis. The method of XMO analysis, combined with X-ray atomic orbital (AO) analysis, in principle enables one to obtain MOs or AOs without phase factors from X-ray diffraction experiments on most compounds from organic to rare earth compounds.

摘要

分子轨道通过X射线分子轨道分析(XMO)获得。精修的初始分子轨道(MOs)由从头算自洽场(SCF)MO方法计算得出。选择了适度调节的基函数,因为它们在残余密度图的原子位置处不会产生尖点。由MOs计算出的X射线结构因子通过最小二乘法拟合到观测结构因子上,同时保持MOs之间的正交关系。然而,由于基函数由相似的高斯型轨道组成,MO系数之间存在严重的相关性。因此,设计了一种在最小二乘精修中选择彼此相关性不严重的变量的方法。MOs与其他晶体学参数一起进行精修,尽管对原子位置参数的精修需要大量的计算时间。XMO方法应用于二甲酰肼((NHCHO)),未使用极化函数,共价键上的最大值等电子密度分布得到了很好的呈现。因此,从X射线衍射的角度来看,可以得出结论,通过XMO分析成功获得了由原子热振动平均后的MOs。XMO分析方法与X射线原子轨道(AO)分析相结合,原则上能够从对大多数从有机化合物到稀土化合物的X射线衍射实验中,获得不含相位因子的MOs或AOs。

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