Peng Lian-Mao
Key Laboratory for the Physics and Chemistry of Nanodevices, Department of Electronics, Peking University, Beijing 100871, China.
J Electron Microsc (Tokyo). 2005 Jun;54(3):199-207. doi: 10.1093/jmicro/dfi045. Epub 2005 Aug 2.
High-energy electrons may be elastically and inelastically scattered by a solid. To a good approximation the effect of inelastic scattering on the elastically scattered electrons may be taken into account using the concept of the complex optical potential. The optical potential may be calculated using electron atomic scattering factors and Debye-Waller factors, which in turn can be evaluated numerically using Hartree Fock atomic wave functions and shell models of lattice dynamics. The numerical electron atomic scattering factors have been parameterized using five Gaussian functions for all the neutral atoms of the periodic table and for 106 important ions, and the temperature-dependent Debye-Waller B-factors have been fitted by using fourth degree polynomial regression fitting for 19 compounds with the sodium chloride structure, 5 compounds with the cesium chloride structure, 17 compounds with the zinc-blend structure and 68 elemental crystals.
高能电子可能会被固体发生弹性散射和非弹性散射。在良好的近似下,可以使用复光学势的概念来考虑非弹性散射对弹性散射电子的影响。光学势可以利用电子原子散射因子和德拜-瓦勒因子来计算,而这些因子又可以使用哈特里-福克原子波函数和晶格动力学的壳层模型进行数值评估。数值电子原子散射因子已使用五个高斯函数对元素周期表中的所有中性原子和106种重要离子进行了参数化,并且通过对19种具有氯化钠结构的化合物、5种具有氯化铯结构的化合物、17种具有闪锌矿结构的化合物和68种元素晶体使用四次多项式回归拟合,对与温度相关的德拜-瓦勒B因子进行了拟合。