基于 RBF 近似模型的轴承残余寿命预测

IF 3.1 Q1 Mathematics
Qiang Zhen, Ling Shen
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引用次数: 0

摘要

摘要旋转机械一旦发生故障,可能造成整个系统瘫痪,造成巨大的经济损失,也可能造成人员伤亡。因此,轴承剩余寿命的预测具有重要意义。本文的目的是分析近似建模技术,并开发一种组合近似建模技术框架。针对基于径向近似模型技术的局限性,提出了一种基于径向近似模型的多策略优化模型。利用权系数求解技术,建立变置信度RBF模型,即RBF- lstm模型。提出使用轴承寿命预测过程进行寿命预测的剩余方法。采用RBF-LSTM组合逼近模型构建滚动轴承剩余寿命预测评价指标。采用实证分析方法,分别分析了不同模型的优化效果和轴承剩余寿命预测的精度。实验表明,RBF-LSTM组合近似模型的数据范围在[23,52]之间,数据的整体波动范围不大,所用时间仅为31 s。经过230次计算,模型优化效果较好。在剩余寿命验证中,132h和148h的起始值与实际寿命相差较小,分别只有1.53h和1.3h,模型预测精度较高。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Residual life prediction of bearings based on RBF approximation models
Abstract Once the failure of rotating machinery occurs, it may cause the whole system to paralyze and cause great economic losses, or it may cause casualties. Therefore, the prediction of the remaining life of bearings is of great significance. The purpose of this paper is to analyze the approximate modeling technology and develop a framework for combined approximate modeling technology. A multi-strategy radial-based approximate model optimization model is proposed based on the limitations of radial-based approximate model technology. Utilizing the weight coefficient solving technique, the variable confidence RBF model, i.e., RBF-LSTM model, is established. Propose the remaining methods for life prediction using the bearing life prediction process. The RBF-LSTM combined approximation model is used to construct the evaluation index for rolling bearing remaining life prediction. Using the empirical analysis method, the optimization effects of different models and the accuracy of bearing remaining life prediction are analyzed, respectively. Experiments show that the data range of the RBF-LSTM combined approximation model is between [23,52], the overall fluctuation range of the data is not large, and the time taken is only 31 s. After 230 calculations, the model optimization effect is better. In the remaining life validation, the starting values of 132h and 148h are less different from real life, only 1.53h and 1.3h, respectively, and the model prediction accuracy is high.
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来源期刊
Applied Mathematics and Nonlinear Sciences
Applied Mathematics and Nonlinear Sciences Engineering-Engineering (miscellaneous)
CiteScore
2.90
自引率
25.80%
发文量
203
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