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首页> 外文期刊>International Journal of Quantum Chemistry >The effects of atom pyramidalization and square distribution on the stability of F_4F_6-(BN)_n polyhedrons
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The effects of atom pyramidalization and square distribution on the stability of F_4F_6-(BN)_n polyhedrons

机译:原子金字塔化和正方形分布对F_4F_6-(BN)_n多面体稳定性的影响

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摘要

The structures and stability of F4F6-(BN)_n polyhedrons (n = 20-30) with the alternation of B and N atoms were studied with DFT method. The calculation results reveal that the atoms at square-square fusions with large pyramidalization angles are remarkably extruded out of the surfaces of (BN)n polyhedrons. The energetically favorable isomers do not contain square-square bonds and the energies of those isomers containing square-square bonds increase with the number of square-square bonds linearly, demonstrating that the energetically favorable structures of F_4F _6-(BN)_n polyhedrons satisfy the isolated square rule and square adjacency penalty rule. The atom pyramidalization determines the stability of the isomers. The binding energy is fitted to the numbers of vertices formed from different faces and a model is proposed to predict the relative stability of these polyhedral molecules.
机译:用DFT方法研究了B和N原子交替的F4F6-(BN)_n多面体(n = 20-30)的结构和稳定性。计算结果表明,具有大锥化角的正方形-正方形融合处的原子显着地从(BN)n多面体的表面挤出。能量上有利的异构体不包含正方形-正方形键,并且包含正方形-正方形键的那些异构体的能量随正方形-正方形键的数量线性增加,表明F_4F _6-(BN)_n多面体的能量上有利的结构满足孤立的平方规则和平方邻接惩罚规则。原子金字塔化决定了异构体的稳定性。结合能适合于不同面形成的顶点数量,并提出了一个模型来预测这些多面体分子的相对稳定性。

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