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Two Dimensional Joint Distribution Densities of Mesodeformations and Stress-Strain State Parameters in Steel AISI-321

机译:钢铁AISI-321中边极形成和应力 - 应变状态参数的二维关节分布密度

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Basing on statistical distribution laws of first and second-level mesodeformations, we determined two experimental dimensional joint distribution densities of the deformation intensity and the Nadai-Lode stress parameter. The tests have been performed in two stages with uniaxial tension of a specimen made of AISI-321 steel up to 6 and 10 % residual plastic deformations. Components of the tensor for plastic mesodeformations and its statistics have been determined using the grade grid method. The grid size for the total amount of grains in the sample's plane was 50 micrometers. Four large grains have been selected on the etched surface of the specimen. A grade grid of 10 micrometers size was applied to those areas. Afterwards, we have got histograms of two dimensional joint distribution densities of mesodeformations and the stress-strain state of the structural elements of the whole specimen and for particularly selected grains. Histograms help to determine probabilities of local overloads in mesostructures.
机译:基于第一和二级等码表达的统计分布规律,我们确定了两种实验尺寸关节分布密度的变形强度和Nadai-Lode应力参数。测试已经以两个阶段进行,具有由AISI-321钢的标本的单轴张力,高达6至10%的残余塑性变形。使用级栅格方法确定塑料间隙的张量的组件及其统计数据。样品平面中谷物总量的网格尺寸为50微米。在样本的蚀刻表面上选择了四颗大颗粒。将10微米尺寸的级栅格应用于这些区域。之后,我们已经获得了二维关节分布密度的短片图和整个样本的结构元件的应力 - 应变状态,以及特别选定的晶粒。直方图有助于确定Mesostrucess中局部过载的概率。

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