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通过定域轨道/局域原点方法对磁圆二色性光谱和电子圆二色性光谱进行与原点无关的态求和模拟。

Origin-independent sum over states simulations of magnetic and electronic circular dichroism spectra via the localized orbital/local origin method.

作者信息

Štěpánek Petr, Bouř Petr

机构信息

Group of Molecular Spectroscopy, Institute of Organic Chemistry and Biochemistry, Academy of Sciences, Flemingovo nám. 2, 16610, Prague, Czech Republic; Institute of Physics, Faculty of Mathematics and Physics, Charles University, Ke Karlovu 5, 121 16, Prague, Czech Republic.

出版信息

J Comput Chem. 2015 Apr 15;36(10):723-30. doi: 10.1002/jcc.23845. Epub 2015 Feb 7.

DOI:10.1002/jcc.23845
PMID:25662937
Abstract

Although electronic and magnetic circular dichroism (ECD, MCD) spectra reveal valuable details about molecular geometry and electronic structure, quantum-chemical simulations significantly facilitate their interpretation. However, the simulated results may depend on the choice of coordinate origin. Previously (Štěpánek and Bouř, J. Comput. Chem. 2013, 34, 1531), the sum-over-states (SOS) methodology was found useful for efficient MCD computations. Approximate wave functions were "resolved" using time-dependent density functional theory, and the origin-dependence was avoided by placing the origin to the center of mass of the investigated molecule. In this study, a more elegant way is proposed, based on the localized orbital/local origin (LORG) formalism, and a similar approach is also applied to generate ECD intensities. The LORG-like approach yields fully origin-independent ECD and MCD spectra. The results thus indicate that the computationally relatively cheap SOS simulations open a new way of modeling molecular properties, including those involving the origin-dependent magnetic dipole moment operator.

摘要

尽管电子圆二色光谱(ECD)和磁圆二色光谱(MCD)能揭示有关分子几何结构和电子结构的重要细节,但量子化学模拟能极大地促进对这些光谱的解读。然而,模拟结果可能取决于坐标原点的选择。此前(Štěpánek和Bouř,《计算化学杂志》,2013年,34卷,1531页),态叠加(SOS)方法被发现对高效的MCD计算很有用。使用含时密度泛函理论对近似波函数进行“解析”,并通过将原点置于所研究分子的质心来避免原点依赖性。在本研究中,基于定域轨道/局域原点(LORG)形式主义提出了一种更简便的方法,并且也采用类似方法来生成ECD强度。类LORG方法能产生完全与原点无关的ECD和MCD光谱。因此结果表明,计算上相对便宜的SOS模拟为分子性质建模开辟了一条新途径,包括那些涉及依赖原点的磁偶极矩算符的性质。

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