Wang Z L
Cavendish Laboratory, Cambridge, England.
J Electron Microsc Tech. 1990 Jan;14(1):13-20. doi: 10.1002/jemt.1060140104.
Several basic physical concepts of applying eq. Ik = I sigma Nxt to surface microanalysis by reflection electron energy-loss spectroscopy (REELS) are clarified. Here Ik and I are the integrated intensities of the core ionization edge and the low loss part, sigma is the scattering cross section of element x with atomic concentration Nx, and t is the specimen thickness. The reflected inelastic electrons are found to be distributed almost symmetrically around the Bragg spots and can be reasonably described by a Lorentzian function. EELS microanalysis can be performed by using the diffracted spots. The omega correction, arising from the angular contributions of the neighbouring spots into the spectrometer collecting aperture, is required to be considered.
阐明了将公式Ik = IσNxt应用于反射电子能量损失谱(REELS)表面微分析的几个基本物理概念。这里Ik和I分别是芯电离边和低损失部分的积分强度,σ是元素x的散射截面,其原子浓度为Nx,t是样品厚度。发现反射的非弹性电子几乎围绕布拉格斑对称分布,并且可以用洛伦兹函数合理地描述。电子能量损失谱微分析可以通过使用衍射斑来进行。需要考虑由相邻斑点对光谱仪收集孔径的角度贡献引起的ω校正。