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Simple model of bulk and surface excitation effects to inelastic scattering in low-energy electron beam irradiation of multi-walled carbon nanotubes

机译:在多壁碳纳米管的低能电子束辐照中,体积和表面激发对非弹性散射的简单模型

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摘要

The effect of bulk and surface excitations to inelastic scattering in low-energy electron beam irradiation of multi-walled carbon nanotubes (MWNTs) is studied using the dielectric formalism. Calculations are based on a semiempirical dielectric response function for MWCNTs determined by means of a many-pole plasmon model with parameters adjusted to available experimental spectroscopic data under theoretical sum-rule constrains. Finite-size effects are considered in the context of electron gas theory via a boundary correction term in the plasmon dispersion relations, thus, allowing a more realistic extrapolation of the electronic excitation spectrum over the whole energy-momentum plane. Energy-loss differential and total inelastic scattering cross sections as a function of electron energy and distance from the surface, valid over the energy range ∼50-30,000 eV, are calculated with the individual contribution of bulk and surface excitations separated and analyzed for the case of normally incident and escaping electrons. The sensitivity of the results to the various approximations for the spatial dispersion of the electronic excitations is quantified. Surface excitations are shown to have a strong influence upon the shape and intensity of the energy-loss differential cross section in the near surface region whereas the general notion of a spatially invariant inelastic mean free path inside the material is found to be of good approximation. © 2011 American Institute of Physics.
机译:利用介电形式学研究了体和表面激发对多壁碳纳米管(MWNTs)低能电子束辐照中非弹性散射的影响。计算基于MWCNT的半经验电介质响应函数,该函数通过多极等离子体激元模型确定,并在理论和规则约束下将参数调整为可用的实验光谱数据。在电子气理论的上下文中,通过等离激元色散关系中的边界校正项考虑了有限尺寸的影响,因此,可以在整个能量动量平面上更真实地推断电子激发光谱。计算能量损失的微分和总非弹性散射截面与电子能量和与表面的距离的函数,在约50-30,000 eV的能量范围内有效,并分别计算并分析了主体和表面激发的个体贡献正入射和逸出的电子量化了结果对于电子激励的空间色散的各种近似的敏感性。已显示表面激励对近表面区域的能量损耗微分截面的形状和强度有很大影响,而发现材料内部空间不变的无弹性平均自由程的一般概念具有很好的近似性。 ©2011美国物理研究所。

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