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arXiv 0811.4320cond-mat.mtrl-scicond-mat.mes-hall
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小碳团簇Cn(n = 2-10)稳定态的理论研究

Theoretical study of the stable states of small carbon clusters Cn (n = 2-10)

D. P. Kosimov, A. A. Dzhurakhalov, F. M. Peeters

摘要:

采用能量最小化方法和改进的Brenner势对偶数和奇数中性碳团簇Cn(n = 2-10)进行了系统的研究.发现了许多稳定构型,并预测了几种新的异构体。对于能量最低的稳定构型,我们得到了它们的结合能和键长。我们发现,对于n5< 6 the linear isomer is the most stable one while for n >的单环异构体成为最稳定的。后者被发现是经常为所有研究集群。线性和环状团簇的结合能与团簇尺寸n(n = 2-10)的依赖关系被发现与先前的几个计算,特别是与从头计算以及n = 2-5的实验数据吻合良好。

英文摘要:

Both even- and odd-numbered neutral carbon clusters Cn (n = 2-10) are systematically studied using the energy minimization method and the modified Brenner potential for the carbon-carbon interactions. Many stable configurations were found and several new isomers are predicted. For the lowest energy stable configurations we obtained their binding energies and bond lengths. We found that for n < 6 the linear isomer is the most stable one while for n > 5 the monocyclic isomer becomes the most stable. The latter was found to be regular for all studied clusters. The dependence of the binding energy for linear and cyclic clusters versus the cluster size n (n = 2-10) is found to be in good agreement with several previous calculations, in particular with ab initio calculations as well as with experimental data for n = 2-5.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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