Orbital-Based Bonding Analysis in Solids

IF 7.6 1区 化学 Q1 CHEMISTRY, MULTIDISCIPLINARY
Peter Christian Müller, Linda S Reitz, David Hemker, Richard Dronskowski
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引用次数: 0

Abstract

As of today, there is certainly no doubt about the quantum character of the atomistic world, most straightforwardly calculated by using wave mechanics and Schrödinger’s fundamental equation from 1926. Even though one century has passed, the paramount importance of the wave function, which determines everything down to the last detail, remains unchanged, and the wave function is most conveniently approximated by a combination of orbitals, one-electron wave functions for atoms, molecules, and also solids. And it is precisely this “orbital basis” that serves as a gateway to understanding the very interactions that cause atoms to condense into solids, just like for molecules. The analysis of quantum-chemical interactions and the nature of the chemical bonding between atoms in solids by use of orbitals will be our topic in this perspective, starting with the glorious past, going over to the current practice and, of course, the magnificent prospects for the future. As electronic structures for periodic solids are most often calculated using plane waves (instead of orbitals), for simple reasons of translational symmetry and Bloch’s fundamental theorem, a unitary transformation to atomic or molecular orbitals is needed for final inspection, technically solved by the LOBSTER quantum-chemistry package. LOBSTER allows for the calculation of wave function-based atomic charges, various population analyses and periodic bonding indicators, first-principles bond orders, two- and multi-centre bonding analysis, fragment-molecular analysis, and a lot more. All those techniques are illustrated from three solid-state systems deriving from carbonate chemistry.
固体中基于轨道的成键分析
时至今日,原子世界的量子特性毫无疑问,最直接的计算方法是使用波动力学和Schrödinger 1926年的基本方程。即使一个世纪过去了,波函数的首要重要性仍然没有改变,它决定了一切,直到最后一个细节,波函数是最方便的近似轨道,原子,分子和固体的单电子波函数的组合。正是这种“轨道基础”为理解原子凝聚成固体的相互作用提供了途径,就像分子一样。利用轨道分析量子化学相互作用和固体中原子之间化学键的性质将是我们的主题,从辉煌的过去开始,到目前的实践,当然,还有未来的宏伟前景。由于周期性固体的电子结构通常使用平面波(而不是轨道)来计算,由于平移对称性和布洛赫基本定理的简单原因,最终检查需要原子或分子轨道的幺正变换,技术上由龙虾量子化学包解决。LOBSTER允许计算基于波函数的原子电荷,各种人口分析和周期键指示器,第一线键顺序,两中心和多中心键分析,片段分子分析等等。所有这些技术都是由碳酸盐化学衍生的三个固态系统来说明的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Chemical Science
Chemical Science CHEMISTRY, MULTIDISCIPLINARY-
CiteScore
14.40
自引率
4.80%
发文量
1352
审稿时长
2.1 months
期刊介绍: Chemical Science is a journal that encompasses various disciplines within the chemical sciences. Its scope includes publishing ground-breaking research with significant implications for its respective field, as well as appealing to a wider audience in related areas. To be considered for publication, articles must showcase innovative and original advances in their field of study and be presented in a manner that is understandable to scientists from diverse backgrounds. However, the journal generally does not publish highly specialized research.
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