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Determination of elastic strain fields and geometricallynecessary dislocation distributions near nanoindents using electronback scatter diffraction

机译:利用电子背散射衍射确定纳米压痕附近的弹性应变场和几何上必要的位错分布

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The deformation around a 500-nm deep Berkovich indent in a large grainedFe sample has been studied using high resolution electron back scatterdiffraction (EBSD). EBSD patterns were obtained in a two-dimensionalmap around the indent on the free surface. A cross-correlation-basedanalysis of small shifts in many sub-regions of the EBSD patterns was usedto determine the variation of elastic strain and lattice rotations across themap at a sensitivity of —±10-4. Elastic strains were smaller than latticerotations, with radial strains found to be compressive and hoop strainstensile as expected. Several analyses based on Nyes dislocation tensor wereused to estimate the distribution of geometrically necessary dislocations(GNDs) around the indent. The results obtained using different assumeddislocation geometries, optimisation routines and different contributionsfrom the measured lattice rotation and strain fields are compared. Ourfavoured approach is to seek a combination of GND types which supportthe six measurable (of a possible nine) gradients of the lattice rotations aftercorrection for the 10 measurable elastic strain gradients, and minimise thetotal GND line energy using an L1 optimisation method. A lower boundestimate for the noise on the GND density determination is —±1012 m-2for a 200-nm step size, and near the indent densities as high as 1015 m-2were measured. For comparison, a Hough-based analysis of the EBSDpatterns has a much higher noise level of f1014m2 for the GND density.
机译:使用高分辨率电子背散射衍射(EBSD)研究了大颗粒Fe样品中500纳米深的Berkovich凹痕周围的变形。 EBSD图案是在自由表面上的凹痕周围的二维图中获得的。基于交叉相关的EBSD图案许多子区域中的小位移分析用于确定弹性应变和整个地图上晶格旋转的变化,灵敏度为±10-4。弹性应变小于晶格旋转,发现径向应变为预期的压缩和环向拉伸。基于Nyes位错张量的几种分析被用来估计凹痕周围的几何必要位错(GNDs)的分布。比较了使用不同的假定位错几何形状,优化例程以及从测量的晶格旋转和应变场获得的不同贡献所获得的结果。我们偏爱的方法是寻求GND类型的组合,这些类型在校正了10个可测量的弹性应变梯度后支持6个(可能的9个)晶格旋转梯度,并使用L1优化方法将GND线的总能量最小化。对于GND密度测定,噪声的下限估计为-±1012 m-2(步长为200 nm),并且测得的压痕密度接近1015 m-2。为了进行比较,对于EB密度,基于Hough的EBSD模式分析具有较高的噪声水平f1014m2。

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