Interpretable phase structure and hardness prediction of multi-principal element alloys through ensemble learning

IF 2.8 4区 材料科学 Q3 MATERIALS SCIENCE, MULTIDISCIPLINARY Applied Physics A Pub Date : 2025-02-27 DOI:10.1007/s00339-025-08358-5
Xiaohui Li, Zicong Li, Chenghao Hou, Nan Zhou
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Abstract

Optimizing the phase structure is critical for enhancing the mechanical properties of multi-principal element alloys (MPEAs). This study employed a stacking strategy within machine learning to build an ensemble model aimed at improving the accuracy of MPEA phase structure prediction, with an emphasis on the interpretability of the results. By utilizing Pearson correlation coefficients and mutual information scores, the importance of five key features was analyzed: valence electron concentration, difference in electronegativity, difference in atomic radius, mixing entropy, and mixing enthalpy, and weights were assigned accordingly. These features were used as the input variables to train the ensemble learning models. After comparing various models, it was found that an ensemble comprising Random Forest, XGBoost, CatBoost, and logistic regression performed optimally, achieving an accuracy of 0.875 and F1 score of 0.8731. Experimental validation confirmed the reliability of the ensemble model’s predictions. Furthermore, to demonstrate the applicability of the proposed ensemble model to continuous datasets, experiments were conducted to predict the MPEA hardness. The results show that the model also predicted the MPEA hardness, indicating that ensemble learning algorithms can effectively handle different types of data in material property predictions. In summary, this study highlights the potential value of ensemble learning in material science. Finally, the method of the ensemble learning model guiding material composition design is discussed in detail, which provides technical support for MPEA design and broadens the application scope of such algorithms.

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多主元素合金的可解释相结构和硬度预测
优化相结构是提高多主元素合金力学性能的关键。本研究采用机器学习中的堆叠策略来构建集成模型,旨在提高MPEA相结构预测的准确性,并强调结果的可解释性。利用Pearson相关系数和互信息得分,分析了价电子浓度、电负性差、原子半径差、混合熵和混合焓五个关键特征的重要性,并对其进行了权重分配。这些特征被用作训练集成学习模型的输入变量。通过比较各种模型,我们发现Random Forest、XGBoost、CatBoost和logistic回归组成的集合表现最佳,准确率为0.875,F1得分为0.8731。实验验证证实了集合模型预测的可靠性。此外,为了证明所提出的集成模型对连续数据集的适用性,进行了预测MPEA硬度的实验。结果表明,该模型还预测了MPEA硬度,表明集成学习算法可以有效地处理材料性能预测中不同类型的数据。总之,本研究突出了集成学习在材料科学中的潜在价值。最后,详细讨论了集成学习模型指导材料组成设计的方法,为MPEA设计提供了技术支持,拓宽了此类算法的应用范围。
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来源期刊
Applied Physics A
Applied Physics A 工程技术-材料科学:综合
CiteScore
4.80
自引率
7.40%
发文量
964
审稿时长
38 days
期刊介绍: Applied Physics A publishes experimental and theoretical investigations in applied physics as regular articles, rapid communications, and invited papers. The distinguished 30-member Board of Editors reflects the interdisciplinary approach of the journal and ensures the highest quality of peer review.
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