用于评估第一次损伤的深度学习算法监测材料的能量释放

IF 1.2 Q4 MATERIALS SCIENCE, MULTIDISCIPLINARY Frattura ed Integrita Strutturale Pub Date : 2022-09-22 DOI:10.3221/igf-esis.62.34
D. Milone, D. Santonocito
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引用次数: 1

摘要

对常用工程材料疲劳试验过程中的能量释放进行监测,可以提供疲劳性能的相关信息,减少试验时间和材料消耗。在静态拉伸试验中,可以评估两个不同的阶段:在第一阶段(阶段I),所有晶体都受到弹性应力,温度趋势遵循线性热弹性定律;而在第二相(II相),一些晶体开始变形,温度呈非线性趋势。阶段I和阶段II之间的宏观过渡应力可能与“极限应力”有关,如果循环施加,将导致材料失效。现在,已经不可能客观地区分第一阶段和第二阶段的过渡。事实上,这取决于操作者的经验。本工作旨在建立一种通用的方法,通过采用神经网络来评估温度趋势的变化,从而预测极限应力。深度学习算法已经创建并训练了来自几类材料(钢、塑料、复合材料)的静态拉伸测试的实验数据。经过训练后,该网络可以预测材料内部发生第一次塑性变形的转变温度。
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Deep Learning algorithm for the assessment of the first damage initiation monitoring the energy release of materials
Monitoring the energy release during fatigue tests of common engineering materials has been shown to give relevant information on fatigue properties, reducing the testing time and material consumption. During a static tensile test, it is possible to assess two distinct phases: In the first phase (Phase I), where all the crystals are elastically stressed, the temperature trend follows the linear thermoelastic law; while, in the second phase (Phase II), some crystals begin to deform, and the temperature assumes a non-linear trend. The macroscopic transition stress between Phase I and Phase II could be related to the “limit stress” that, if cyclically applied, would lead to material failure. Nowadays, it is impossible to distinguish the transition between Phase I and Phase II in an objective way. Indeed, it is up to the operator's experiences. This work aims to create a universal methodology that predicts the limit stress by assessing the change in temperature trend by adopting Neural Networks. A Deep Learning algorithm has been created and trained on experimental data coming from static tensile tests performed on several classes of materials (steels, plastics, composite materials). Once trained, the network can predict the transition temperature at which the first plastic deformation occurs within the material.
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来源期刊
Frattura ed Integrita Strutturale
Frattura ed Integrita Strutturale Engineering-Mechanical Engineering
CiteScore
3.40
自引率
0.00%
发文量
114
审稿时长
6 weeks
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