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arXiv 2505.08922cond-mat.mtrl-sci
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物理信息机器学习用于从空间分辨 X 射线衍射大型数据集中识别高压难以捉摸的相

Physics-informed machine learning applied to the identification of high-pressure elusive phases from spatially resolved X-ray diffraction large datasets

Lucas H. Francisco, Camila M. Araújo, André A. M. C. Silva, Ulisses F. Kaneko, Jairo Fonseca, Guilherme A. Calligaris, Audrey D. Grockowiak, Danusa do Carmo, Ri… 展开作者

Lucas H. Francisco, Camila M. Araújo, André A. M. C. Silva, Ulisses F. Kaneko, Jairo Fonseca, Guilherme A. Calligaris, Audrey D. Grockowiak, Danusa do Carmo, Ricardo D. dos Reis, Narcizo M. Souza-Neto

AI总结:

针对空间分辨 XRD 大数据难以人工识别物相的问题,提出基于无监督聚类的物理信息分析框架,并用于揭示高压氢化铈的相分布。

摘要:

随着第四代同步加速器设施的近期出现而增强的多技术高分辨率 X 射线成像,能够产生庞大的数据集,对传统分析方法构成挑战。在探测非均匀样品的晶体结构时,这种困难明显体现出来:衍射图谱的数量随成像分辨率迅速增加,使得通过直接人工检查在大量反射集合中识别晶体相变得不可行地具有挑战性。在此,我们开发了一种基于无监督聚类算法的新型分析方法,用于识别衍射空间图谱中的独立相,这使我们能够识别高压氢化铈中的材料分布。通过研究该特定化合物,我们还有助于理解超氢化物之间的合成非均匀性;超氢化物是凝聚态物理中一类重要的超导体,即使对最先进的材料技术而言,其表征也极具挑战性。我们提出的分析框架可以很容易地扩展到任何特征与特定实体(如结构相)相关联的相关曲线集合。

英文摘要:

Multi-technique high resolution X-ray mapping enhanced by the recent advent of 4th generation synchrotron facilities can produce colossal datasets, challenging traditional analysis methods. Such difficulty is clearly materialized when probing crystal structure of inhomogeneous samples, where the number of diffraction patterns quickly increases with map resolution, making the identification of crystal phases within a vast collection of reflections unfeasibly challenging by direct human inspection. Here we develop a novel analysis approach based on unsupervised clustering algorithms for identifying independent phases within a diffraction spatial map, which allowed us to identify the material distribution across a high-pressure cerium hydride. By investigating the specific compound, we also contribute to the understanding of synthesis inhomogeneities among the superhydrides, a prominent superconductor class in condensed matter physics whose characterization is highly challenging even for state-of-the-art materials techniques. The analysis framework we present may be readily extended to any correlated set of curves whose features are tied to specific entities, such as structural phases.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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