摘要
利用密度泛函理论,在B3LYP/6-31+G(d, p)基组水平上对苯酚-水团簇C_6H_5OH(H_2O)_n(n=1-6)的可能构型进行全优化,得到了团簇的稳定结构;在B3LYP/6-311++G(d, p)基组水平上计算得到了各团簇构型的总能量和结合能,结果显示,在团簇尺寸较小(n≤5)时,团簇C_6H_5OH(H_2O)_n的最稳定结构为平面的环状结构,团簇尺寸较大(n>5)时,团簇C_6H_5OH(H_2O)_n的最稳定结构为三维立体结构.通过对团簇结合能的二阶差分、最高占据轨道与最低空轨道之间的能隙、费米能级和电离能的分析发现,团簇C_6H_5OH(H_2O)_2的最低能量结构具有较高的稳定性,可能具有幻数结构.
Using density functional theory, the possible geometrical structures of C_6H_5OH(H_2O)_(n )(n=1-6) clusters were fully optimized at the B3 LYP/6-31+G(d, p) level and the stable structures were attained. The total energies and binding energies of the clusters were calculated at the B3 LYP/6-311++G(d, p) level, and the result shows that the most stable structure of the C_6H_5OH(H_2O)_n(n=1-6)clusters is the plane circular structure when the n≤5, while it would have three-dimensional structure when the n>5. The second order difference of the binding energys, the HOMO-LUMO energy gaps, the Fermi levels, and the ionization potentials reveal that the lowest energy structure of the C_6H_5OH(H_2O)_2 cluster is more stable than any others in this series, and it is probably a magic number structure.
引文
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