A novel machine learning-based model for predicting the transition fatigue lifetime in piston aluminum alloys

Mahmood Matin, Mohammad Azadi
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Abstract

The estimation of transition fatigue lifetimes for piston aluminum alloys was carried out using unsupervised machine learning (ML) with the K-means algorithm. For this purpose, an experimental dataset representing standard ISO specimens with piston aluminum alloy material, which was subjected to rotational bending fatigue tests under fully reversed cyclic load conditions, was utilized. Subsequently, the stress and fatigue lifetime data were employed to fit the algorithm of K-means clustering. Then, to enhance the K-means performance, various preprocessing methods and Kernel functions were employed to cluster fatigue lifetime and stress data. Furthermore, following the division of the data into multiple clusters, the middle cluster, which represents fatigue lifetime and stress, was identified as the transition fatigue region, and its center defines the estimated transition fatigue lifetime. Ultimately, the transition fatigue lifetimes were determined using the Coffin–Manson–Basquin equation for piston aluminum alloys and compared to the estimated transition fatigue lifetimes, along with the calculation of relative errors. The obtained results indicated that, among the different models employed in this study, the polynomial Kernel K-means clustering algorithm proved to be the most efficient for clustering data within stress and number of cycles plots (S–N plots). Moreover, employing the K-means algorithm with a polynomial Kernel function and five cluster numbers yielded the most accurate estimation of transition fatigue lifetime for piston aluminum alloys, exhibiting the lowest relative error.

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基于机器学习的新型活塞铝合金过渡疲劳寿命预测模型
使用 K-means 算法的无监督机器学习(ML)估算了活塞铝合金的过渡疲劳寿命。为此,利用了一个实验数据集,该数据集代表了活塞铝合金材料的标准 ISO 试样,在完全反向循环载荷条件下进行了旋转弯曲疲劳试验。随后,利用应力和疲劳寿命数据拟合 K-means 聚类算法。然后,为了提高 K-means 的性能,采用了各种预处理方法和核函数对疲劳寿命和应力数据进行聚类。此外,在将数据划分为多个聚类后,将代表疲劳寿命和应力的中间聚类确定为过渡疲劳区域,其中心定义了估计的过渡疲劳寿命。最后,使用 Coffin-Manson-Basquin 公式确定了活塞铝合金的过渡疲劳寿命,并与估计的过渡疲劳寿命进行了比较,同时计算了相对误差。结果表明,在本研究采用的不同模型中,多项式核 K 均值聚类算法被证明是在应力和循环次数图(S-N 图)内对数据进行聚类的最有效方法。此外,使用具有多项式核函数和五个聚类数的 K-means 算法可以最准确地估算活塞铝合金的过渡疲劳寿命,相对误差最小。
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来源期刊
International Journal of Lightweight Materials and Manufacture
International Journal of Lightweight Materials and Manufacture Engineering-Industrial and Manufacturing Engineering
CiteScore
9.90
自引率
0.00%
发文量
52
审稿时长
48 days
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