Wang Zhao, Zhicong Pang, Chenxi Wang, Weifeng He, Xiaoqing Liang, Jingdong Song, Zhenyang Cao, Shuang Hu, Mo Lang, Sihai Luo
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Firstly, different physical parameters are determined according to their corresponding mechanisms, and ABAQUS software is used to resolve the attenuation characteristics of shock waves induced by lasers. Subsequently, these identified physical parameters are utilized as input features for the artificial neural networks (ANN) model in order to forecast residual stress and microhardness. The predicted results reveal that our model exhibits a high level of precision in predicting microhardness (correlation coefficient of 0.99935) and residual stress (correlation coefficient of 0.99562) for a wide range of materials subjected to LSP. By comparing our physics-informed ML model with the traditional ANN models and empirical formula, its superior performance is effectively demonstrated in terms of accuracy and effectiveness (lower error and higher precision). Its superiority lies in the effective integration of ML methods’ representational capabilities with the combination of domain knowledge and physical understanding. This approach not only establishes a robust theoretical foundation for predicting these behaviors but also holds great promise for practical applications in industries that utilize LSP due to the universality for various materials.","PeriodicalId":19597,"journal":{"name":"Optics & Laser Technology","volume":"148 1","pages":""},"PeriodicalIF":0.0000,"publicationDate":"2024-09-07","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":"{\"title\":\"Hybrid ANN-physical model for predicting residual stress and microhardness of metallic materials after laser shock peening\",\"authors\":\"Wang Zhao, Zhicong Pang, Chenxi Wang, Weifeng He, Xiaoqing Liang, Jingdong Song, Zhenyang Cao, Shuang Hu, Mo Lang, Sihai Luo\",\"doi\":\"10.1016/j.optlastec.2024.111750\",\"DOIUrl\":null,\"url\":null,\"abstract\":\"Residual stress and microhardness formed through laser shock peening (LSP) are crucial for enhancing the mechanical properties of metallic materials in industries like aerospace, automotive, and biomedical engineering. 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引用次数: 0
摘要
在航空航天、汽车和生物医学工程等行业中,通过激光冲击强化(LSP)形成的残余应力和显微硬度对于提高金属材料的机械性能至关重要。因此,精确有效地评估显微硬度和残余应力对于在工业应用中成功实施 LSP 至关重要。在本文中,我们提出了一种物理信息机器学习(ML)模型来应对这些评估挑战,并准确预测 LSP 后金属材料的残余应力和显微硬度。首先,根据相应的机理确定不同的物理参数,并使用 ABAQUS 软件解析激光诱导冲击波的衰减特性。随后,这些确定的物理参数被用作人工神经网络(ANN)模型的输入特征,以预测残余应力和显微硬度。预测结果表明,我们的模型在预测受激光冲击波影响的各种材料的显微硬度(相关系数为 0.99935)和残余应力(相关系数为 0.99562)方面表现出很高的精度。通过将我们的物理信息 ML 模型与传统的 ANN 模型和经验公式进行比较,其在准确性和有效性(误差更小、精度更高)方面的优越性能得到了有效体现。其优越性在于 ML 方法的表征能力与领域知识和物理理解的有效结合。这种方法不仅为预测这些行为奠定了坚实的理论基础,而且由于其对各种材料的通用性,在使用 LSP 的行业中的实际应用中也大有可为。
Hybrid ANN-physical model for predicting residual stress and microhardness of metallic materials after laser shock peening
Residual stress and microhardness formed through laser shock peening (LSP) are crucial for enhancing the mechanical properties of metallic materials in industries like aerospace, automotive, and biomedical engineering. Therefore, precise and efficient assessment of microhardness and residual stress is vital for the successful implementation of LSP in industrial applications. In this paper, we propose a physics-informed machine learning (ML) model to address these assessment challenges and accurately predict the residual stress and microhardness of metallic materials after LSP. Firstly, different physical parameters are determined according to their corresponding mechanisms, and ABAQUS software is used to resolve the attenuation characteristics of shock waves induced by lasers. Subsequently, these identified physical parameters are utilized as input features for the artificial neural networks (ANN) model in order to forecast residual stress and microhardness. The predicted results reveal that our model exhibits a high level of precision in predicting microhardness (correlation coefficient of 0.99935) and residual stress (correlation coefficient of 0.99562) for a wide range of materials subjected to LSP. By comparing our physics-informed ML model with the traditional ANN models and empirical formula, its superior performance is effectively demonstrated in terms of accuracy and effectiveness (lower error and higher precision). Its superiority lies in the effective integration of ML methods’ representational capabilities with the combination of domain knowledge and physical understanding. This approach not only establishes a robust theoretical foundation for predicting these behaviors but also holds great promise for practical applications in industries that utilize LSP due to the universality for various materials.