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Peierls instabilities in covalent structures - I. Electronic structure, cohesion and the Z = 8-N rule

机译:共价结构中的Peierls不稳定性-I.电子结构,内聚力和Z = 8-N规则

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The Vast majority of the molecular, crystalline or liquid structures of groups V, VI and VII of the periodic table and their compounds obey the octet rule (Z = 8 - N). The structure and stability of those structures are discussed in a simple tight-binding approximation. In this framework we show that the Peierls electronic instability of a simple cubic structure leads to the octet rule. This instability does not rely upon the periodicity and consequently may occur in crystalline, amorphous or liquid matter. In a general discussion on the stability of covalent structures, we show that the existence of a Peierls distortion is governed by the balance between the attractive (band) term and the empirical repulsive term. As the hardness of the latter increases when going down the periodic table, this explains why the Peierls distortion is stronger for the light elements. [References: 29]
机译:元素周期表第V,VI和VII组及其化合物的绝大多数分子,晶体或液体结构均遵循八位位组规则(Z = 8-N)。这些结构的结构和稳定性以简单的紧结合近似进行讨论。在此框架中,我们证明了简单立方结构的Peierls电子不稳定性会导致八位位组规则。这种不稳定性不依赖于周期性,因此可能会出现在结晶,无定形或液态物质中。在对共价结构稳定性的一般讨论中,我们表明Peierls失真的存在受吸引(带)项和经验排斥项之间的平衡支配。当沿着元素周期表下降时,后者的硬度会增加,这解释了为什么Peierls变形对于轻元素会更强。 [参考:29]

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