Machine learning driven multi-property prediction for rare earth permanent magnet materials

Rare earth permanent magnets are key functional materials for strategic emerging fields such as energy engineering and intelligent manufacturing. Misch metal (MM)‑based alloys help boost rare‑earth resource utilization, yet traditional trial‑and‑error experiments suffer from long cycles and cumbersome variable control. In this work, we established 18 model-optimization combinations by coupling six machine learning models with three hyperparameter optimization algorithms. A systematic test was conducted on datasets with different target properties, including Curie temperature T c , residual magnetization B r , saturation magnetization M s , coercivity H c and maximum energy product ( BH ) max . For T c prediction, 14 combinations achieved the coefficient of determination R 2 > 0.9. For the small-sample datasets B r and M s , 8 combinations maintained R 2 > 0.79 with satisfying generalization capacity. The optimal combination, Extreme Gradient Boosting coupled with Grey Wolf Optimizer, was further applied to predict H c and ( BH ) max of MM x Fe y B 100- x - y . The high-performance regions for H c and ( BH ) max are x = 0.14 – 0.16, y = 0.79 – 0.80 and x = 0.125 – 0.13, y = 0.79 – 0.795. Its predictions closely matched experimental data, with average errors of merely 0.317 kOe and 0.016 MGOe. These findings provide guidance on the machine learning driven material design and performance optimization for permanent magnets.

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Publication Details

Journal
npj Computational Materials
Published
2026-09-01
DOI
https://doi.org/10.1038/s41524-026-02299-0
Primary Topic
Machine Learning in Materials Science
Type
article
Field-Weighted Citation Impact
0.00

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article

Machine learning driven multi-property prediction for rare earth permanent magnet materials

Fengxia Hu, Yuan Li, Yinong Yin, Xinqi Zheng et al.
npj Computational Materials
Machine Learning in Materials Science
article

Machine learning driven multi-property prediction for rare earth permanent magnet materials

Fengxia Hu, Yuan Li, Yinong Yin, Xinqi Zheng, Dan Liu, Jiazheng Hao, Xin Ming, Tongyun Zhao, Jianfeng Xi, Baogen Shen, Ruoshui Liu
article en

Abstract

Rare earth permanent magnets are key functional materials for strategic emerging fields such as energy engineering and intelligent manufacturing. Misch metal (MM)‑based alloys help boost rare‑earth resource utilization, yet traditional trial‑and‑error experiments suffer from long cycles and cumbersome variable control. In this work, we established 18 model-optimization combinations by coupling six machine learning models with three hyperparameter optimization algorithms. A systematic test was conducted on datasets with different target properties, including Curie temperature T c , residual magnetization B r , saturation magnetization M s , coercivity H c and maximum energy product ( BH ) max . For T c prediction, 14 combinations achieved the coefficient of determination R 2 > 0.9. For the small-sample datasets B r and M s , 8 combinations maintained R 2 > 0.79 with satisfying generalization capacity. The optimal combination, Extreme Gradient Boosting coupled with Grey Wolf Optimizer, was further applied to predict H c and ( BH ) max of MM x Fe y B 100- x - y . The high-performance regions for H c and ( BH ) max are x = 0.14 – 0.16, y = 0.79 – 0.80 and x = 0.125 – 0.13, y = 0.79 – 0.795. Its predictions closely matched experimental data, with average errors of merely 0.317 kOe and 0.016 MGOe. These findings provide guidance on the machine learning driven material design and performance optimization for permanent magnets.

npj Computational Materials
Anhui University (CN), Beijing Technology and Business University (CN), China Spallation Neutron Source (CN), Institute of Physics (CN), University of Science and Technology Beijing (CN)
National Natural Science Foundation of China, National Science and Technology Major Project, National Key Research and Development Program of China
Climate action
Openalex Percentile: Top 24%
Machine Learning in Materials Science
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