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Inelastic mean free path of low-energy electrons in condensed media: beyond the standard models

机译:凝聚态介质中低能电子的无弹性平均自由程:超出标准模型

摘要

The most established approach for ‘practical’ calculations of the inelastic mean free path (IMFP) of low-energy electrons (~10 eV to ~10 keV) is based on optical-data models of the dielectric function. Despite nearly four decades of efforts, the IMFP of low-energy electrons is often not known with the desired accuracy. A universal conclusion is that the predictions of the most popular models are in rather fair agreement above a few hundred electron volts but exhibit considerable differences at lower energies. However, this is the energy range where their two main approximations, namely, the random-phase approximation (RPA) and the Born approximation, may be invalid. After a short overview of the most popular optical-data models, we present an approach to include exchange and correlation (XC) effects in IMFP calculations, thus going beyond the RPA and Born approximation. The key element is the so-called many-body local-field correction (LFC). XC effects among the screening electrons are included using a time-dependent local-density approximation for the LFC. Additional XC effects related to the incident and struck electrons are included through the vertex correction calculated using a screened-Hubbard formula for the LFC. The results presented for liquid water reveal that XC may increase the IMFP by 15–45% from its Born–RPA value, yielding much better agreement with available experimental data. The present work provides a manageable, yet rigorous, approach to improve upon the standard models for IMFP calculations, through the inclusion of XC effects at both the level of screening and the level of interaction.
机译:低能量电子(〜10 eV至〜10 keV)的非弹性平均自由程(IMFP)的“实用”计算最成熟的方法是基于介电函数的光学数据模型。尽管进行了近四十年的努力,但对于低能量电子的IMFP却常常不以所需的精度来了解。一个普遍的结论是,最流行的模型的预测在几百个电子伏特以上就相当公平,但是在较低的能量下却显示出相当大的差异。但是,这是在它们的两个主要近似值(即随机相位近似值(RPA)和Born近似值)可能无效的能量范围内。在简要介绍了最流行的光学数据模型之后,我们提出了一种在IMFP计算中包括交换和相关(XC)效应的方法,从而超越了RPA和Born近似。关键要素是所谓的多体局部场校正(LFC)。对于LFC,使用与时间有关的局部密度近似来包括屏蔽电子之间的XC效应。通过使用LFC的Screened-Hubbard公式计算出的顶点校正,可以包括与入射电子和撞击电子有关的其他XC效应。针对液态水的结果表明,XC可能使IMFP的Born-RPA值提高15–45%,与现有实验数据的一致性更好。通过在筛选级别和交互级别都包含XC效果,本工作提供了一种可管理但严格的方法来改进IMFP计算的标准模型。

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