Machine learning-supported visual analytics for high resolution X-ray inspection of metal matrix composites

Tomography of Materials and Structures Pub Date : 2025-03-01 Epub Date: 2025-01-02 DOI:10.1016/j.tmater.2024.100047
Thomas Lang , Anja Heim , Christoph Heinzl
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Abstract

Metal matrix composites are utilized in a multitude of applications due to their mechanical and thermodynamical properties, which are highly dependent on the microstructure. A detailed characterization is thus vital for a sound understanding of the material’s properties. X-ray computed tomography, in particular high resolution synchrotron imaging, presents a promising inspection method for this purpose. However, a high-resolution inspection of medium-sized samples produces very large volumetric datasets, which prevents a proper data analysis with commonly available tools and software. We propose a workflow for analyzing large volumetric datasets of particle-reinforced metal matrix composites, from 3D renderings of the datasets to qualitative and quantitative characterizations of the material regarding shape and spatial distribution of the contained particles. Each step in this workflow is designed to be applicable to arbitrarily large volumetric datasets. Application-dependent visualizations facilitate derived secondary information to become accessible, generating in-depth insights despite the large number of particles. The workflow is demonstrated on a large high-resolution dataset in qualitative and quantitative evaluations, whose visual representations confirm that the distribution of particles within the sample is quite homogeneous albeit the presence of minor agglomerations.
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基于机器学习的金属基复合材料高分辨率x射线检测可视化分析
金属基复合材料由于其力学和热力学性能而被广泛应用,而这些性能高度依赖于其微观结构。因此,详细的表征对于充分了解材料的特性至关重要。x射线计算机断层扫描,特别是高分辨率同步加速器成像,是一种很有前途的检测方法。然而,对中等大小样本的高分辨率检查会产生非常大的体积数据集,这阻碍了使用常用工具和软件进行适当的数据分析。我们提出了一个工作流,用于分析颗粒增强金属基复合材料的大体积数据集,从数据集的3D渲染到材料的定性和定量表征,包括颗粒的形状和空间分布。该工作流中的每个步骤都设计为适用于任意大容量数据集。依赖于应用程序的可视化使派生的辅助信息变得易于访问,尽管粒子数量很大,但仍能产生深入的见解。该工作流程在定性和定量评估的大型高分辨率数据集上进行了演示,其视觉表示证实了样品内颗粒的分布相当均匀,尽管存在轻微的聚集。
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