C6−60低能非二十面体结构的计算

Z. Slanina, F. Uhlík, J. François, E. Ōsawa
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引用次数: 3

摘要

由于C60中LUMO的三重简并,它的六阴离子不受jann - teller畸变。然而,与公认的假设相反,在MNDO、AMI、PM3、SAM1、HF/STO-3G、HF/3-21G和HF/4-31G水平上的计算表明,C6−60的完全松弛、非二十面体笼的能量较低。计算的能量增益在60和150 kJ/mol之间变化,因此,它始终是显著的(最复杂的方法,HF/4-31G,产生93 kJ/mol)。弛豫结构中最长的C-C键最多比二十面体C6 - 60的5/6键长0.05 Å。C6 - 60的对称弛豫为D2 A C2v,并讨论了同分异构体。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Computations of Low-Energy Non-Icosahedral Structures of C6− 60
Abstract Owing to the three-fold degeneracy of the LUMO in C60, its hexa-anion is not subjected to Jahn-Teller distortions. In contrast to the accepted presumptions, however, computations at the MNDO, AMI, PM3, SAM1, HF/STO-3G, HF/3-21G, and HF/4-31G levels show that the completely relaxed, non-icosahedral cage of C6− 60is lower in energy. The computed energy gain varies between 60 and 150 kJ/mol and thus, it is consistently significant (the most sophisticated approach, HF/4-31G, yields 93 kJ/mol). The longest C-C bond in the relaxed structures is at most computed 0.05 Å longer compared to the 5/6 bond in the icosahedral C6− 60The symmetry of C6− 60is relaxed to D2 A C2v, isomer is discussed, too.
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