通过分形分析了解应力诱发的 $$\gamma /\epsilon $$ 界面移动和 $$\epsilon $$ 马氏体变体的凝聚

Arpan Das
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引用次数: 0

摘要

通过对(epsilon)板的分形测量,研究了应力/应变对(γ/epsilon)界面的移动/重新排列以及高锰钢固定位置下(epsilon)板的凝聚的影响。图像纹理分析也被用来识别这种板在(γ)矩阵下作为拉伸变形函数的存储能量和构型稳定性。epsilon)变体的断裂与它们在不同方向上的几何构型相关,并随着拉伸应变的系统性增加而增加。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Understanding the Stress-Induced Movement of $$\gamma /\epsilon $$ Interfaces and Coalescence of $$\epsilon $$ Martensite Variants Through Fractal Analysis

Understanding the Stress-Induced Movement of $$\gamma /\epsilon $$ Interfaces and Coalescence of $$\epsilon $$ Martensite Variants Through Fractal Analysis

The influence of stress/strain on the movement/rearrangement of \(\gamma /\epsilon \) interfaces and the coalescence of \(\epsilon \) plates under a fixed location of a high Mn steel have been investigated through fractal measurement of \(\epsilon \) plates. Image texture analysis has also been implemented to recognize the stored energy and configurational stability of such plates under \(\gamma \) matrix as a function of tensile deformation. Fractality of \(\epsilon \) variants are correlated with their geometrical configurations at different directions with systematic increment of tensile strain.

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