Assessing the mechanical strength of interfacial atomic bonds by quantitative high-resolution transmission electron microscopy

F. Ernst
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引用次数: 3

Abstract

Abstract A method is presented for quantitatively assessing the strength of interatomic bonding forces across interfaces between two dissimilar crystalline materials. At such interfaces, the mismatch of corresponding lattice parameters gives rise to a periodic pattern of linear regions of poor match, denoted as ‘misfit dislocations’. The atom displacements that occur in these regions constitute an ‘image’ of the bonding forces across the interface. By fitting a model of the displacement field to experimentally determined atom positions at misfit dislocation cores, therefore, it should be possible to assess the mechanical strength of the interatomic bonds across the interface. The feasibility of this approach is demonstrated for the cube-on-cube interface between a SrTiO3(001) substrate and an epitaxial layer of SrZrO3. The atom positions at the misfit dislocations in this interface were determined with small error limits (0.03 nm) by quantitative high-resolution transmission electron microscopy. By fitting a continuum model describing the displacement field of misfit dislocations as a function of elasticity parameters of the interfacial bond layer and the two juxtaposed crystals, it is possible to determine the shear stiffness of the interatomic bonds across this interface quantitatively and with well-defined error limits (30%). Moreover, the analysis enables determining Poisson's ratio and the shear modulus of epitaxial layers, in this case SrZrO3. The method introduced here has a broad range of applications.
用定量高分辨率透射电子显微镜评估界面原子键的机械强度
摘要提出了一种定量评估两种不同晶体材料界面间原子间结合力强度的方法。在这样的界面上,相应的晶格参数的不匹配导致了不匹配的线性区域的周期性模式,称为“错配位错”。发生在这些区域的原子位移构成了界面上化学力的“图像”。因此,通过将位移场模型拟合到实验确定的错配位错核心处的原子位置,应该可以评估界面上原子间键的机械强度。通过SrTiO3(001)衬底与SrZrO3外延层之间的立方体对立方体界面,证明了该方法的可行性。用定量高分辨率透射电镜测定了该界面失配位错处的原子位置,误差限很小(0.03 nm)。通过拟合一个连续体模型,将错配位错的位移场描述为界面键层和两个并列晶体的弹性参数的函数,可以定量地确定该界面上原子间键的剪切刚度,并具有明确的误差限制(30%)。此外,该分析还可以确定外延层的泊松比和剪切模量,在本例中为SrZrO3。这里介绍的方法具有广泛的应用范围。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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