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A Method For Thin Foil Thickness Determination By Transmission Electron Microscopy

机译:透射电子显微镜确定薄箔厚度的方法

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With the intention of determining the local thickness within a crystalline thin foil specimen, by means of transmission electron microscopy (TEM), a method previously proposed by Zuo and Shi [J.M. Zuo, Y.F. Shi, Microsc. Microanal. 7 (Suppl. 2) (2001) 224-225] was applied. Using the convergent beam technique, with the incident beam parallel to a zone axis with low indices, diffraction patterns were obtained for some aluminum alloys with low solute content. These patterns were contrasted with those obtained from simulations based on the dynamic theory with Bloch's waves formalism. The local thickness of the thin foil was then obtained by visually comparing the simulated patterns with the experimental one. Comparison of the proposed method with that based on the analysis of two-beam convergent beam patterns [P.M. Kelly, A. Jostsons, R.G. Blake, J.G. Napier, Phys. Stat. Solidi (a) 31 (1975) 771-780] and with that based on the ratio of intensity of the zero loss peak to the total intensity in an electron energy loss spectrum [R.F. Egerton, Electron Energy Loss Spectroscopy in the Electron Microscope, second ed., Plenum Press, New York, 1996] was carried out. A very good agreement between thicknesses determined using the different methods was found. The sensitivity of the method of Zuo et al. was found to be about 1 or 2 nm. The advantages and limitations of the different methods are discussed. The method of Zuo et al. can provide fast and reliable results and can be applied in all modern instruments.
机译:为了确定晶体薄箔样品中的局部厚度,借助于透射电子显微镜(TEM),Zuo和Shi先前提出了一种方法[J.M.左永发施,Microsc。微肛门。参见,例如,J.Med.Chem.7(Suppl.2)(2001)224-225]。使用会聚束技术,使入射光束平行于具有低折射率的区域轴,获得了一些具有低溶质含量的铝合金的衍射图样。这些模式与通过基于Bloch的Wave形式主义的动力学理论进行仿真得到的模式形成了对比。然后,通过将模拟图案与实验图案进行视觉比较来获得薄箔的局部厚度。所提方法与基于两束会聚光束方向图分析的方法的比较[PM。凯利(A. Jostsons),R.G。布莱克纳皮尔(Napier),物理。统计(Solidi(a)31(1975)771-780),并且基于电子能量损失谱中零损耗峰的强度与总强度之比[R.F. Egerton,《电子显微镜中的电子能量损失谱》,第二版,Plenum Press,纽约,1996]。发现使用不同方法确定的厚度之间有很好的一致性。左等人的方法的敏感性。被发现约为1或2nm。讨论了不同方法的优缺点。左等人的方法。可以提供快速可靠的结果,并可以应用于所有现代仪器中。

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