利用机器学习模型预测 LPBF 期间熔池深度的新型特征工程方法

IF 4.2 Q2 ENGINEERING, MANUFACTURING
Mohammad Hossein Mosallanejad , Hassan Gashmard , Mahdi Javanbakht , Behzad Niroumand , Abdollah Saboori
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引用次数: 0

摘要

熔池几何形状是影响金属增材制造 (AM) 部件特性的决定性因素。AM 熔池形成过程中涉及的各种物理和热现象,以及种类繁多的合金成分和 AM 方法,再加上多种工艺参数的明显影响,使得很难预测给定条件下的熔池几何形状。因此,有必要使用人工智能(AI)方法(如机器学习(ML))进行准确预测。这项工作首次使用了物理信息特征选择策略和原子特征应用,旨在根据现有的高保真数据,为 AM 学术界和工业界最常见的合金(即 316 L 不锈钢、Ti6Al4V 和 AlSi10Mg)提供经过精确训练的模型。训练了多种 ML 算法,结果表明,当使用受 AM 熔池几何形状分析模型启发的激光和材料属性作为模型特征时,通过 K 倍交叉验证(K = 5)获得的平均 R2 和 RMSE 显著提高。去除多余特征并应用原子特征进一步提高了模型的准确性。因此,XGBoost、CatBoost 和 GPR 模型的 R2 分别为 0.907、0.889 和 0.882,而保留交叉验证的结果分别为 0.978、0.976 和 0.945。此外,结果显示 XGBoost 模型优于罗森塔尔方程。这种方法为更准确地预测金属 AM 组件的性能提供了一条途径。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A novel feature engineering approach for predicting melt pool depth during LPBF by machine learning models

Melt pool geometry is a deterministic factor affecting the characteristics of metal Additive Manufacturing (AM) components. The wide array of physical and thermal phenomena involved during the formation of the AM melt pool, along with the great variety of alloy compositions and AM methods, coupled with the clear influence of multiple process parameters, make it difficult to predict the melt pool geometry under a given set of conditions. Therefore, using Artificial Intelligence (AI) approaches such as Machine Learning (ML) is necessary for accurate predictions. Using a physics-informed feature selection strategy along with the application of atomic features for the first time, this work aims to offer accurately trained models relying on existing high-fidelity data for most common alloys in AM academia and industry, i.e., 316 L stainless steel, Ti6Al4V, and AlSi10Mg. Multiple ML algorithms were trained, and the results revealed that the average R2 and RMSE obtained by the K-fold cross-validation (K = 5) were significantly enhanced when laser and material properties, inspired by the analytical models for AM melt pool geometry, were used as the model features. Removing the excess features and applying atomic features further enhanced the accuracy of the models. As a result, R2 for the XGBoost, CatBoost, and GPR models were 0.907, 0.889, and 0.882, respectively, while the hold-out cross-validation led to 0.978, 0.976, and 0.945, respectively. Furthermore, the results showed that the XGBoost model outperforms the Rosenthal equation. This approach provides a pathway to more accurately predict the properties of metal AM components.

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来源期刊
Additive manufacturing letters
Additive manufacturing letters Materials Science (General), Industrial and Manufacturing Engineering, Mechanics of Materials
CiteScore
3.70
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