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AlB_n^+(n=2-10)团簇结构和红外振动光谱研究 被引量:2
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作者 李莉莎 刘甫 +4 位作者 孙久雨 何金龙 张冯望东 王俊斐 姜振益 《光子学报》 EI CAS CSCD 北大核心 2011年第2期321-326,共6页
用密度泛函理论的B3LYP方法在6-311G(d)水平上对AlB+n(n=2-10)团簇几何结构、稳定性、电子结构和成键特性进行了系统理论研究,得到了AlB+n(n=2-10)团簇的最稳定结构.结果表明,硼原子间容易聚集,铝原子处于整个硼原子集团的外围.与相应中... 用密度泛函理论的B3LYP方法在6-311G(d)水平上对AlB+n(n=2-10)团簇几何结构、稳定性、电子结构和成键特性进行了系统理论研究,得到了AlB+n(n=2-10)团簇的最稳定结构.结果表明,硼原子间容易聚集,铝原子处于整个硼原子集团的外围.与相应中性AlBn团簇相比,Al-B键作用变弱,使正价团簇(n=6和10除外)结构变化较大;对AlB+n(n=2-10)和相应中性团簇能隙的计算分析表明,AlB+n团簇的稳定性有所增强,其中AlB+3、AlB+5和AlB+8团簇尤为显著;通过对最稳定构型红外振动光谱的研究分析表明,硼原子间对称或非对称振动、铝原子不动的振动模式更容易出现较强谱峰,即硼原子间更容易成键. 展开更多
关键词 AlB+n团簇 密度泛函理论 结构与稳定性 红外振动光谱
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Theoretical prediction of ion conductivity in solid state HfO_2
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作者 张炜 陈文周 +1 位作者 孙久雨 姜振益 《Chinese Physics B》 SCIE EI CAS CSCD 2013年第1期441-446,共6页
A theoretical prediction of ion conductivity for solid state HfO2 is carried out in analogy to ZrO2 based on the density functional calculation. Geometric and electronic structures of pure bulks exhibit similarity for... A theoretical prediction of ion conductivity for solid state HfO2 is carried out in analogy to ZrO2 based on the density functional calculation. Geometric and electronic structures of pure bulks exhibit similarity for the two materials. Negative formation enthalpy and negative vacancy formation energy are found for YSH (yttria-stabilized hafnia) and YSZ (yttria- stabilized zirconia), suggesting the stability of both materials. Low activation energies (below 0.7 eV) of diffusion are found in both materials, and YSH's is a little higher than that of YSZ. In addition, for both HfO2 and ZrO2, the supercells with native oxygen vacancies are also studied. The so-called defect states are observed in the supercells with neutral and +1 charge native vacancy but not in the +2 charge one. It can give an explanation to the relatively lower activation energies of yttria-doped oxides and +2 charge vacancy supercells. A brief discussion is presented to explain the different YSH ion conductivities in the experiment and obtained by us, and we attribute this to the different ion vibrations at different temperatures. 展开更多
关键词 ion conduction diffusion in solids ionic crystals density functional calculations
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