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首页> 外文期刊>材料とプロセス: 日本鉄鋼協会講演論文集 >(PS179)Nano-mechanical Analysis of SUS304L Stainless Steel with Bimodal Distribution in Grain Size
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(PS179)Nano-mechanical Analysis of SUS304L Stainless Steel with Bimodal Distribution in Grain Size

机译:(PS179)SUS304L不锈钢纳米力分析,具有晶粒尺寸的双峰分布

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摘要

Previous works have clearly explained the co-relationship of matrix strength [1] and grain boundary effect [2] to the yield strength as described in Hall-Petch equation. Fine grained steels ensures higher strength but the grain refinement may lead to poor ductility in a trade-off relation. Zhang et al. [3] developed a material with good balance in strength and ductility by bimodal grain size distribution consisting of shell and core regions with fine and coarse grain sizes, respectively, named "harmonic structure". For further understanding the good mechanical performance in the material, local deformation behaviour and strengthening factors should be characterized for the individual regions. This paper is aiming at evaluating a local strength of grain interior of the fine (shell) and coarse (core) grains, which is associated with the first term in Hall-Petch equation, to separate strengthening factors of grain interior and grain boundary in the two regions for deeper interpretation of strengthening mechanisms.
机译:以前的作用清楚地解释了基质强度[1]和晶界效应[2]的共同关系,如霍尔波格方程中所述的屈服强度。细粒钢确保强度更高,但晶粒细化可能导致权衡关系中的延展性差。张等人。 [3]通过双模晶粒尺寸分布在分别由具有精细和粗粒尺寸的壳体和核心区组成的双峰粒度分布,开发了一种具有良好的强度和延展性平衡的材料。为了进一步了解材料中的良好机械性能,应对各个地区表征局部变形行为和强化因素。本文旨在评估细(壳)和粗(核心)颗粒的颗粒内部的局部强度,其与霍尔竖起方程中的第一项相关,以分离谷物内部和晶界的强化因素两个地区深入解释加强机制。

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