An Improved Ensemble Learning Model-Based Strategy for Fault Diagnosis of Lithium Battery Double Roller Press Equipment

IF 2.7 3区 工程技术 Q1 ENGINEERING, MULTIDISCIPLINARY Measurement Science and Technology Pub Date : 2024-07-03 DOI:10.1088/1361-6501/ad5ea0
Yanjun Xiao, Weihan Song, Shanshan Yin, Feng Wan, Weiling Liu, Nannan Zhang
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Abstract

The production process of lithium batteries is intricate, involving the coordination of various types of equipment.The sta-bility and precision of double roller press equipment directly affect product performance. With the increasing global de-mand for green energy, the application of lithium batteries in electric vehicles and energy storage systems is expanding, which imposes higher requirements on the stability and quality of lithium battery production. It is an important topic to address the challenges brought about by the gradual intelligentization of double roller presses, such as the complexifica-tion of control systems and the diversification of fault reasons. This paper proposes an enhanced ensemble learning model-based fault diagnosis strategy for lithium battery double roller press equipment. Firstly, the K-nearest neighbors (KNN) algorithm is employed to handle missing data, combined with normalization and standardization methods to improve fea-ture processing, thereby enhancing data quality. Secondly, the Maximum Information Coefficient (MIC) algorithm is utilized to select features highly correlated with fault labels, combined with the Recursive Feature Elimination with Cross-Validation (RFECV) to further optimize feature selection, creating an optimal feature subset. Finally, a RXS-XGBoost model is constructed through the Stacking ensemble learning method, selecting Random Forest (RF), XGBoost, and Sup-port Vector Machines (SVM) as base learners, with XGBoost as the meta-learner. This ensemble approach aims to lever-age the complementary advantages of different algorithms, enhancing the accuracy and robustness of fault diagnosis. The experimental results demonstrate that this improved ensemble learning diagnostic strategy achieves an accuracy rate of up to 99.05%, which is significantly better than other fault diagnosis strategies. It not only effectively reduces the model's training complexity and the risk of overfitting but also significantly enhances the efficiency and precision of fault diagno-sis for lithium battery double roller press equipment.
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基于改进的集合学习模型的锂电池双辊压机设备故障诊断策略
锂电池生产工艺复杂,涉及各类设备的协调配合,双辊压机设备的稳定性和精度直接影响产品性能。随着全球对绿色能源的需求日益增长,锂电池在电动汽车和储能系统中的应用不断扩大,这对锂电池生产的稳定性和质量提出了更高的要求。如何应对双辊压机逐步智能化带来的控制系统复杂化、故障原因多样化等挑战,是一个重要课题。本文针对锂电池双辊压机设备提出了一种基于增强型集合学习模型的故障诊断策略。首先,采用 K-nearest neighbors(KNN)算法处理缺失数据,并结合归一化和标准化方法改进特征处理,从而提高数据质量。其次,利用最大信息系数(MIC)算法选择与故障标签高度相关的特征,并结合交叉验证递归特征消除(RFECV)进一步优化特征选择,从而创建最佳特征子集。最后,通过堆叠集合学习法构建 RXS-XGBoost 模型,选择随机森林(RF)、XGBoost 和超端口向量机(SVM)作为基础学习器,XGBoost 作为元学习器。这种集合方法旨在利用不同算法的互补优势,提高故障诊断的准确性和鲁棒性。实验结果表明,这种改进的集合学习诊断策略的准确率高达 99.05%,明显优于其他故障诊断策略。它不仅有效降低了模型的训练复杂度和过拟合风险,还显著提高了锂电池双辊压机设备故障诊断的效率和精度。
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来源期刊
Measurement Science and Technology
Measurement Science and Technology 工程技术-工程:综合
CiteScore
4.30
自引率
16.70%
发文量
656
审稿时长
4.9 months
期刊介绍: Measurement Science and Technology publishes articles on new measurement techniques and associated instrumentation. Papers that describe experiments must represent an advance in measurement science or measurement technique rather than the application of established experimental technique. Bearing in mind the multidisciplinary nature of the journal, authors must provide an introduction to their work that makes clear the novelty, significance, broader relevance of their work in a measurement context and relevance to the readership of Measurement Science and Technology. All submitted articles should contain consideration of the uncertainty, precision and/or accuracy of the measurements presented. Subject coverage includes the theory, practice and application of measurement in physics, chemistry, engineering and the environmental and life sciences from inception to commercial exploitation. Publications in the journal should emphasize the novelty of reported methods, characterize them and demonstrate their performance using examples or applications.
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