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Automated generation of structure datasets for machine learning potentials and alloys
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作者 Marvin Poul liam huber Jörg Neugebauer 《npj Computational Materials》 2025年第1期1845-1859,共15页
We propose a strategy for generating unbiased and systematically extendable training data for machine learning interatomic potentials(MLIP)for multicomponent alloys,called Automated Small SYmmetric Structure Training ... We propose a strategy for generating unbiased and systematically extendable training data for machine learning interatomic potentials(MLIP)for multicomponent alloys,called Automated Small SYmmetric Structure Training or ASSYST.Based on exploring the full space of random crystal structures with space groups,it facilitates the construction of training sets for MLIPs in an automatic way without prior knowledge of the material in question.The advantages of this approach are that only cells consisting of few atoms(≈10)are needed for the DFT training set,and the size and completeness of the data set can be systematically controlled with very few parameters.We validate that potentials fitted this way can accurately describe a wide range of binary and ternary phases,random alloys,as well as point and extended defects,that have not been part of the training set.Finally,we estimate the binary phase diagrams with good experimental agreement.We demonstrate that the overall excellent performance is not a coincidence,but a consequence of the extensive sampling in phase space of ASSYST.Overall,this means that ASSYST will enable the largely autonomous generation of highquality DFT reference data and MLIPs. 展开更多
关键词 automated small symmetric structure training structure datasets training data ALLOYS crystal structures automated generation machine learning interatomic potentials mlip machine learning potentials
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A machine learning approach to model solute grain boundary segregation 被引量:3
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作者 liam huber Raheleh Hadian +1 位作者 Blazej Grabowski Jörg Neugebauer 《npj Computational Materials》 SCIE EI 2018年第1期130-137,共8页
Even minute amounts of one solute atom per one million bulk atoms may give rise to qualitative changes in the mechanical response and fracture resistance of modern structural materials.These changes are commonly relat... Even minute amounts of one solute atom per one million bulk atoms may give rise to qualitative changes in the mechanical response and fracture resistance of modern structural materials.These changes are commonly related to enrichment by several orders of magnitude of the solutes at structural defects in the host lattice.The underlying concept—segregation—is thus fundamental in materials science.To include it in modern strategies of materials design,accurate and realistic computational modelling tools are necessary.However,the enormous number of defect configurations as well as sites solutes can occupy requires models which rely on severe approximations.In the present study we combine a high-throughput study containing more than 1 million data points with machine learning to derive a computationally highly efficient framework which opens the opportunity to model this important mechanism on a routine basis. 展开更多
关键词 GRAIN SOLUTE BOUNDARY
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