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Fe Nanoclusters on the Ge(001) Surface Studied by Scanning Tunneling Microscopy, Density Functional Theory Calculations and X-Ray Magnetic Circular Dichroism

Fe Nanoclusters on the Ge(001) Surface Studied by Scanning Tunneling Microscopy, Density Functional Theory Calculations and X-Ray Magnetic Circular Dichroism
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摘要 Ge (001 ) 表面上的 Fe nanoclusters 的生长用低温度的扫描通道显微镜学(STM ) 和密度被学习了功能的理论(DFT ) 计算。STM 结果显示 Fe 在 Ge (001 ) 表面上起核心作用,形成一致尺寸的秩序井然的 nanoclusters。取决于准备条件, nanoclusters 的二种类型被观察在 nanocluster 以内有四或十六个 Fe 原子。结果被 DFT 计算证实。退火在 420 K 的 nanoclusters 导致 nanorow 结构的形成,由于在如此的温度的簇活动性。在 Ge (001 ) 表面上形成的 Fe nanoclusters 和 nanorow 结构显示出由 X 光检查磁性的圆形的二色性测量了的 superparamagnetic 行为。 The growth of Fe nanoclusters oN the Ge(001) surface has been studied using low-temperature scanning tunneling microscopy (STM) and density functional theory (DFT) calculations. STM results indicate that Fe nucleates on the Ge(001) surface, forming well-ordered nanoclusters of uniform size. Depending on the preparation conditions, two types of nanoclusters were observed having either four or sixteen Fe atoms within a nanocluster. The results were confirmed by DFT calculations. Annealing the nanoclusters at 420 K leads to the formation of nanorow structures, due to cluster mobility at such temperature. The Fe nanoclusters and nanorow structures formed on the Ge(001) surface show a superparamagnetic behaviour as measured by X-ray magnetic circular dichroism.
出处 《Nano Research》 SCIE EI CAS CSCD 2011年第10期971-978,共8页 纳米研究(英文版)
基金 This work was supported by Science Foundation Ireland (Principal Investigator grant No. 06/IN.1/191 and Research Frontiers Programme grant No. 07/ RFP/MASF185). The authors wish to thank Trinity College High Performance Cluster, funded by the Higher Education Authority under the Program for Research in Third Level Institutes, for the use of their computing facilities.
关键词 扫描隧道显微镜 DFT计算 密度泛函理论 纳米团簇 磁性圆二色 X射线 铁团簇 表面 Ge(001), iron nanoclusters, self-assembly, scanning tunnelling microscopy, X-ray magnetic circular dichroism,density functional theory calculations
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