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Topics in theoretical surface science: I Structures of clean and adsorbate covered surfaces II Epitaxy of metals on metal surfaces

机译:理论表面科学主题:I清洁和吸附覆盖表面的结构II金属在金属表面上的外延

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摘要

The energetics and structures of clean and adsorbate covered surfaces are investigated in this dissertation. First, the formalism, within the Corrected Effective Medium (CEM) method, for calculating the surface energy of a clean surface is derived. The surface energies for many different metals and their low index surfaces are presented. The minimization of the surface energy is then used to predict the multilayer relaxation of the Al(111), (100), (110), Ni(100), (110) and Fe(100) surfaces. The driving forces behind surface relaxation is then examined within the CEM method;Extensions of the surface CEM formalism to calculate the binding energies of ordered adsorbates on metals surfaces are also derived. The minimization of the binding energy allowed determination of the binding heights, sites and the extent of induced multilayer relaxation for H and N atoms on the Fe(110), (100) and W(110) surfaces;The last topic deals with the dynamics of the epitaxial growth of metals on metal surfaces. The CEM method was first modified by making approximations to enable faster evaluations of the potential and its corresponding forces for molecular dynamics simulations. The goal of these simulations was to identify the important steps in the formation of equilibrium epitaxial structures. Molecular dynamics simulation results are presented for the Rh on Ag(100) and Au on Cu(100) systems. Static calculations for Au on Ag(110) system are also presented.
机译:本文研究了清洁和吸附覆盖表面的能量学和结构。首先,在校正有效介质(CEM)方法内,得出用于计算清洁表面的表面能的形式主义。给出了许多不同金属及其低折射率表面的表面能。然后将表面能的最小值用于预测Al(111),(100),(110),Ni(100),(110)和Fe(100)表面的多层弛豫。然后在CEM方法中检查了表面松弛背后的驱动力;还推导了表面CEM形式的扩展,以计算有序吸附物在金属表面上的结合能。结合能的最小化可以确定Fe(110),(100)和W(110)表面上H和N原子的结合高度,结合位点和诱导的多层弛豫程度;最后一个主题涉及动力学金属在金属表面上外延生长的过程。首先对CEM方法进行了近似修改,以实现对分子动力学模拟的势及其相应力的更快评估。这些模拟的目的是确定平衡外延结构形成中的重要步骤。提出了在Ag(100)上的Rh和在Cu(100)上的Au的分子动力学模拟结果。还介绍了Ag(110)系统上Au的静态计算。

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    Raeker, Todd Joseph;

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  • 年度 1990
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  • 原文格式 PDF
  • 正文语种 en
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