Weiqi Yue, Pawan K. Tripathi, Gabriel Ponon, Zhuldyz Ualikhankyzy, Donald W. Brown, Bjorn Clausen, Maria Strantza, Darren C. Pagan, Matthew A. Willard, Frank Ernst, Erman Ayday, Vipin Chaudhary, Roger H. French
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To demonstrate this concept, we applied a novel deep learning framework to determine the evolution of the <span>\\(\\upbeta \\)</span>-phase volume fraction in a Ti–6Al–4V alloy during heat-treatment from video sequences of 2D diffraction patterns recorded in transmission and with highly monochromatic radiation in a synchrotron beamline. In particular, we studied the impact of <i>network design</i> on prediction reliability and computational performance. Networks of different architectures were trained using 3008 experimental 2D patterns. A well-tuned model was found to reproduce the phase fractions of another experimental data set, consisting of 1100 diffraction patterns, with a mean-square error as small as <span>\\(2.6 \\times 10^{-4}\\)</span>. The average prediction error of <span>\\(\\upbeta \\)</span>-phase volume fraction was within <span>\\(1.6 \\times 10^{-2}\\)</span> (in each diffraction pattern) of the values obtained by conventional methods. 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引用次数: 0
摘要
X 射线衍射图样包含有关材料原子结构和微观结构(缺陷群)的信息,从衍射图样中提取详细信息非常复杂,要求很高,并且依赖于先验知识。我们假设,深度学习技术可以帮助以高吞吐率进行有效而准确的分析。为了证明这一概念,我们应用了一种新颖的深度学习框架,通过同步辐射光束线以透射和高单色辐射方式记录的二维衍射图样视频序列,确定了热处理过程中 Ti-6Al-4V 合金中的\(\upbeta \)相体积分数的演变。我们特别研究了网络设计对预测可靠性和计算性能的影响。我们使用 3008 个实验二维图案训练了不同架构的网络。结果发现,一个经过良好调整的模型可以再现由 1100 个衍射图样组成的另一个实验数据集的相位分数,其均方误差小到 (2.6 倍 10^{-4})。在每个衍射图样中,相体积分数的平均预测误差在传统方法得出的数值的 1.6 倍(10^{-2})以内。我们的工作表明,卷积神经网络能以出色的可靠性评估高能 X 射线衍射图样。此外,它还证明了网络设计对预测可靠性和计算性能的重要意义。最复杂的模型并不一定能带来最高的准确性,甚至可能无法从数据中学习。
Phase Identification in Synchrotron X-ray Diffraction Patterns of Ti–6Al–4V Using Computer Vision and Deep Learning
X-ray diffraction patterns contain information about the atomistic structure and microstructure (defect population) of materials, extracting detailed information from diffraction patterns is complex, demanding and relies on prior knowledge. We hypothesize that deep-learning techniques can help to perform an effective and accurate analysis with high throughput rates. To demonstrate this concept, we applied a novel deep learning framework to determine the evolution of the \(\upbeta \)-phase volume fraction in a Ti–6Al–4V alloy during heat-treatment from video sequences of 2D diffraction patterns recorded in transmission and with highly monochromatic radiation in a synchrotron beamline. In particular, we studied the impact of network design on prediction reliability and computational performance. Networks of different architectures were trained using 3008 experimental 2D patterns. A well-tuned model was found to reproduce the phase fractions of another experimental data set, consisting of 1100 diffraction patterns, with a mean-square error as small as \(2.6 \times 10^{-4}\). The average prediction error of \(\upbeta \)-phase volume fraction was within \(1.6 \times 10^{-2}\) (in each diffraction pattern) of the values obtained by conventional methods. Our work demonstrates that convolutional neural networks can evaluate high energy X-ray diffraction patterns with a remarkable level of reliability. Furthermore, it demonstrates the significance of network design on the reliability of predictions and computational performance. The most complex models do not necessarily result in highest accuracy and may even fail to learn from the data.
期刊介绍:
The journal will publish: Research that supports building a model-based definition of materials and processes that is compatible with model-based engineering design processes and multidisciplinary design optimization; Descriptions of novel experimental or computational tools or data analysis techniques, and their application, that are to be used for ICME; Best practices in verification and validation of computational tools, sensitivity analysis, uncertainty quantification, and data management, as well as standards and protocols for software integration and exchange of data; In-depth descriptions of data, databases, and database tools; Detailed case studies on efforts, and their impact, that integrate experiment and computation to solve an enduring engineering problem in materials and manufacturing.