npj Computational Materials · 2022 · 32 citations · 54 references
Natural SciencesMaterials EngineeringMaterials ScienceComputational Materials ScienceMachine LearningMetallurgyAlloysMaterial ModelingMechanical Property SimulationMetalsMultiscale Materials ModelingPhysical MetallurgyAlloy Phase DiagramsEssential Physical FeaturesExperimental ValidationHardnessHardness-property RelationshipsMaterial Performance PredictionMaterials Property PredictionMetallurgical Characterization
Abstract Despite a plethora of data being generated on the mechanical behavior of multi-principal element alloys, a systematic assessment remains inaccessible via Edisonian approaches. We approach this challenge by considering the specific case of alloy hardness, and present a machine-learning framework that captures the essential physical features contributing to hardness and allows high-throughput exploration of multi-dimensional compositional space. The model, tested on diverse datasets, was used to explore and successfully predict hardness in Al x Ti y (CrFeNi) 1- x - y , Hf x Co y (CrFeNi) 1- x - y and Al x (TiZrHf) 1- x systems supported by data from density-functional theory predicted phase stability and ordering behavior. The experimental validation of hardness was done on TiZrHfAl x . The selected systems pose diverse challenges due to the presence of ordering and clustering pairs, as well as vacancy-stabilized novel structures. We also present a detailed model analysis that integrates local partial-dependencies with a compositional-stimulus and model-response study to derive material-specific insights from the decision-making process.
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Generalized Gradient Approximation Made Simple
John P. Perdew, Kieron Burke, Matthias Ernzerhof · Physical Review Letters · 1996 · 211.5K citations · Full text
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Metastable high-entropy dual-phase alloys overcome the strength–ductility trade-off
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Solid‐Solution Phase Formation Rules for Multi‐component Alloys
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