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Learning metal microstructural heterogeneity through spatial mapping of diffraction latent space features
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作者 Mathieu Calvat Chris Bean +4 位作者 Dhruv Anjaria Hyoungryul Park Haoren Wang kenneth vecchio J.C.Stinville 《npj Computational Materials》 2025年第1期3074-3091,共18页
To leverage advancements in machine learning for metallic materials design and property prediction,it is crucial to develop a data-reduced representation of metal microstructures that surpasses the limitations of curr... To leverage advancements in machine learning for metallic materials design and property prediction,it is crucial to develop a data-reduced representation of metal microstructures that surpasses the limitations of current physics-based discrete microstructure descriptors.This need is particularly relevant for metallic materials processed through additive manufacturing,which exhibit complex hierarchical microstructures that cannot be adequately described using the conventional metrics typically applied to wrought materials.Furthermore,capturing the spatial heterogeneity of microstructures at the different scales is necessary within such framework to accurately predict their properties.To address these challenges,we propose the physical spatial mapping of metal diffraction latent space features.This approach integrates(i)point diffraction data encoding via variational autoencoders or contrastive learning and(ii)the physical mapping of the encoded values.Together,these steps offer a method to comprehensively describe metal microstructures.We demonstrate this approach on a wrought and additively manufactured alloy,showing that it effectively encodes microstructural information and enables direct identification of microstructural heterogeneity not directly possible by physics-based models.This data-reduced microstructure representation opens the application of machine learning models in accelerating metallic material design and accurately predicting their properties. 展开更多
关键词 conventional metrics additive manufacturingwhich metallic materials property predictionit diffraction latent space spatial mapping machine learning metal microstructures
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high-entropy silicide:(Mo_(0.2)Nb_(0.2)Ta_(0.2)Ti_(0.2)W_(0.2))Si_(2) 被引量:41
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作者 Joshua Gild Jeffrey Braun +5 位作者 Kevin Kaufmann Eduardo Marin Tyler Harrington Patrick Hopkins kenneth vecchio Jian Luo 《Journal of Materiomics》 SCIE EI 2019年第3期337-343,共7页
A high-entropy metal disilicide,(Mo_(0.2)Nb_(0.2)Ta_(0.2)Ti_(0.2)W_(0.2))Si_(2),has been successfully synthesized.X-ray diffraction(XRD),energy dispersive X-ray spectroscopy(EDX),and electron backscatter diffraction(E... A high-entropy metal disilicide,(Mo_(0.2)Nb_(0.2)Ta_(0.2)Ti_(0.2)W_(0.2))Si_(2),has been successfully synthesized.X-ray diffraction(XRD),energy dispersive X-ray spectroscopy(EDX),and electron backscatter diffraction(EBSD)collectively show the formation of a single high-entropy silicide phase.This high-entropy(Mo_(0.2)Nb_(0.2)Ta_(0.2)Ti_(0.2)W_(0.2))Si_(2) possesses a hexagonal C40 crystal structure with ABC stacking sequence and a space group of P6222.This discovery expands the known families of high-entropy materials from metals,oxides,borides,carbides,and nitrides to a silicide,for the first time to our knowledge,as well as demonstrating that a new,non-cubic,crystal structure(with lower symmetry)can be made into highentropy phase.This(Mo_(0.2)Nb_(0.2)Ta_(0.2)Ti_(0.2)W_(0.2))Si_(2) exhibits high nanohardness of 16.7±1.9 GPa and Vickers hardness of 11.6±0.5 GPa.Moreover,it has a low thermal conductivity of 6.9±1.1Wm^(-1) K^(-1),which is approximately one order of magnitude lower than that of the widely-used tetragonal MoSi_(2) and ~1/3 of those reported values for the hexagonal NbSi_(2) and TaSi_(2) with the same crystal structure. 展开更多
关键词 High-entropy ceramics High-entropy silicide Thermal conductivity HARDNESS C40 crystal structure
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