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首页> 外文期刊>Bulletin of Japan Society of Coordination Chemistry >Development of approximate spin projection method and its application for elucidation of electronic structures, molecular structures and physical properties of polynuclear metal complexes
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Development of approximate spin projection method and its application for elucidation of electronic structures, molecular structures and physical properties of polynuclear metal complexes

机译:近似自旋投影方法的发展及其在阐明多核金属配合物的电子结构,分子结构和物理性质中的应用

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A broken-symmetry (BS) method is now widely used for systems that involve (quasi) degenerate frontier orbitals because of their lower cost of computations. The BS method splits up-spin and down-spin electrons into two differentspatial orbitals. Within the BS method, therefore, a singlet spin state of the degenerate system is expressed as a spinpolarized state e.g. a singlet diradical. However the spin-polarized wavefunction suffers from a serious problem calleda spin contamination error. An approximate spin projection (AP) method can eliminate the error from the BS solution by assuming the Heisenberg model, and one can obtain molecular energies and its derivatives without the error. In thisaccounts, we illustrate a theoretical background of the BS and AP methods, starting from a bond dissociation of the simplest H_(2) molecule. And we also show some examples of its application especially for Cr(II)_(2) complex that is a typicalspin-polarized system with a multiple bond.
机译:破碎对称(BS)方法由于其较低的计算成本而被广泛用于涉及(近似)简并边界轨道的系统。 BS方法将自旋向上和自旋向下的电子拆分为两个不同的空间轨道。因此,在BS方法中,简并系统的单重态自旋态表示为自旋极化态,例如。单线自由基。然而,自旋极化波函数遭受称为自旋污染误差的严重问题。近似自旋投影(AP)方法可以通过假设Heisenberg模型消除BS解中的误差,并且可以获得无误差的分子能量及其导数。在这种情况下,我们从最简单的H_(2)分子的键解离开始说明BS和AP方法的理论背景。并且,我们还将展示一些其应用实例,特别是对于Cr(II)_(2)配合物,它是典型的具有多重键的自旋极化系统。

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