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Unpaired Electrons, Spin Polarization, and Bond Orders in Radicals from the 2-RDM in Orbital Spaces: Basic Notions and Testing Calculations

机译:来自轨道空间中2-RDM的自由基中的不成对电子,自旋极化和键序:基本概念和测试计算

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Adopting the second-order reduced density matrix level, the conventional α- and β-spin populations in radicals are split into paired and unpaired or electropon (referring to the simultaneous occurrence of an electron and a hole of opposite spins in an orbital) populations. This analysis gives the possibility to distinguish the (un)favorable for chemical bonding electronic interactions by means of positive or negative Coulomb and/or Fermi correlations of two electropons. To overcome the conceptual difficulties originated from the subtle superposition of unpaired electrons due to spin density and those responsible for chemical bonding, we use the notion of properly unpaired electrons. The quantity describing this notion provides a global picture for the ability of electrons of a given orbital to form covalent bonds with the electrons of all remaining orbitals. More detailed information, concerning the behavior of electrons in two distinct target orbitals, is obtained by means of the two-electropon correlations. As shown, the boundary values of the used quantities are physically meaningful, and the whole theory is tested from various points of view concerning: localized and delocalized radical centers, orthogonal and nonorthogonal orbitals, uncorrelated and correlated levels, Coulomb and Fermi correlations. We also check the electropon based analysis by investigating the spin polarization effects and bond orders in radicals. The tests are achieved for well-known radicals, and to preserve the stability of the numerical results and the invariance of the obtained conceptual pictures, we used natural basis sets introduced within the natural bond orbital methodology. ? 2014 Wiley Periodicals, Inc.
机译:采用二阶降低密度矩阵能级,将自由基中的常规α-和β-自旋种群分为成对和不成对或电子跃迁(指的是在轨道上同时出现电子和相反自旋的空穴)。该分析提供了通过两个电子电偶的正或负库仑和/或费米相关性来区分(化学键)不利于化学键合电子相互作用的可能性。为了克服由于自旋密度和负责化学键合的原因而导致的不成对电子的微妙叠加所产生的概念上的困难,我们使用了适当的不成对电子的概念。描述该概念的数量为给定轨道的电子与所有其余轨道的电子形成共价键的能力提供了一个整体的认识。通过两个电子偶相关性,可以获得有关两个不同目标轨道中电子行为的更详细的信息。如图所示,使用量的边界值在物理上是有意义的,并且从各种角度对整个理论进行了测试,这些观点涉及:局部和非局部自由基中心,正交和非正交轨道,不相关和相关的能级,库仑和费米相关性。我们还通过研究自由基中的自旋极化效应和键序来检查基于电离的分析。测试是针对众所周知的自由基进行的,并且为了保持数值结果的稳定性和所获得概念图的不变性,我们使用了在自然键轨道方法中引入的自然基础集。 ? 2014 Wiley期刊公司

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