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Instability in Chemical Bonds from Broken-Symmetry Single-Reference to Symmetry-Adapted Multireference Approaches to Strongly Correlated Electron Systems

机译:来自破裂对称的化学键的不稳定性对对称适应的多引导方法的对称性的电子系统的方法

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Theoretical descriptions of strongly correlated electron systems have been investigated from the view point of generalization of molecular orbital (MO) concepts; namely from broken-symmetry (BS) single reference (SR) MO theories to symmetry-adapted (SA) multi-reference (MR) MO theories. Generalized Hartree-Fock (GHF) MO and generalized Kohn-Sham (GKS) DFT methods are first introduced as the BS SR approach, whereas the MR-X (X=configuration interaction (CI), perturbation (PT), coupled-cluster (CC) and density functional theory (DFT)) are discussed as the SA MR approach. The quantum resonance (R) of the degene rated BS MO solutions is also examined as a powerful procedure for recovery of the broken spin and spatial symmetries in finite systems. The RBS MO CI has been applied to elucidate electronic structures of triangular and tetrahedral systems with strong spin frustrations. The RBS MO method also gives rise to an approximate spin projection (AP) scheme of the spin-contaminated BS solutions. The natural orbitals (NO) analysis of BS and RBS solutions provides symmetry-adapted (SA) NOs and their occupation numbers, which are useful for construction of complete active space (CAS) for successive MR-X computations. The occupation numbers of NOs are also used to define several chemical indices such as effective bond order (b and B) and unpaired electron density (U), which are common conceptual bridges between BS SR and SA MR methods. Applications of these theoretical methods have been performed for elucidation of chameleonic reactivity of molecular oxygen and transition-metal oxo species, and the nature of chemical bonds in ion-radicals and mixed-valence (MV) iron-sulfur clusters as typical examples with strongly correlated electron systems.
机译:从分子轨道(MO)概念的概念的概括的观点来研究了强相关的电子系统的理论描述;即来自破碎对称(BS)单个参考(SR)Mo理论到对称性适应(SA)多参考(MR)MO理论。首先引入广义Hartree-Fock(GHF)Mo和广义Kohn-sham(GKS)DFT方法作为BS SR方法,而MR-X(X =配置交互(CI),扰动(PT),耦合簇( CC)和密度泛函理论(DFT))被讨论为SA MR方法。还检查了DEGENE额定BS MO溶液的量子共振(R)作为在有限系统中恢复破碎的旋转和空间对称的强大程序。 RBS Mo CI已被应用于阐明具有强旋转挫折的三角和四面体系统的电子结构。 RBS Mo方法还产生旋转污染的BS解决方案的近似自旋投影(AP)方案。 BS和RBS解决方案的自然轨道分析提供了对称性适应(SA)NOS及其占用号码,其可用于构建完整的活动空间(CAS),用于连续的MR-X计算。 NOS的占用数量也用于定义几种化学指标,例如有效的键(B和B)和未配对的电子密度(U),其是BS SR和SA MR方法之间的常见概念桥。已经进行了这些理论方法的应用,用于阐明分子氧和过渡金属氧代物种的变色型反应性,以及离子 - 自由基中的化学键和混合价(MV)铁 - 硫簇的性质,作为具有强烈相关的典型实例电子系统。

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