RUL prediction of oil filter based on random process-failure mechanism model integration
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摘要:
油滤作为保障液压系统油液清洁的关键部件,在实际运行中,由于颗粒污染物的尺寸与到来时间具有较强随机性,且制造、安装公差与认知不确定性难以避免,其剩余寿命预测面临参数不确定性与模型不确定性带来的双重挑战。基于此,提出一种融合失效机理退化模型与基于数据的随机过程模型的剩余寿命预测方法,基于贝叶斯推断理论结合实时退化观测数据与不同候选模型优势,对油滤的剩余使用寿命进行了有效预测。通过试验验证,所提方法的退化轨迹预测均方根误差(RMSE)为0.003 9 MPa,相较于传统失效机理Ergun物理机理模型与Wiener随机过程模型分别降低了79.9%和77.5%,表现出良好的预测精度和泛化能力,具有较高工程应用价值。
Abstract:Due to the considerable randomness in contaminant size and arrival, as well as unavoidable epistemic uncertainties and manufacturing/installation variations, both parametric and model uncertainties in practice pose a challenge to the oil filter's remaining useful life prediction. The oil filter is a crucial component in guaranteeing hydraulic fluid cleanliness. This paper introduces a remaining useful life prediction method that fuses a physics-based degradation model with data-driven stochastic process models. Based on Bayesian inference, the method achieves effective RUL prediction for oil filters by synthesizing real-time degradation observations with the respective advantages of different candidate models. In comparison to the Ergun and Wiener models, experimental validation shows that the root mean square error(RMSE)of real-time degradation prediction for oil filter achieves 0.003 9 MPa, resulting in drops of 79.9% and 77.5%, respectively. The results indicate that the proposed method exhibits superior prediction accuracy and strong generalization capability, highlighting its practical value for engineering applications.
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表 1 油滤参数
Table 1. Oil filter parameters
最大工作
流量/(L·min−1)极限
压差/MPa最大工作
压力/MPa工作温度/℃ 过滤
精度/μm72 0.6±0.06 2 ≥30 15 表 2 试验参数配置
Table 2. Experimental parameter configuration
试验类 试验编号 流量/(L·min−1) 温度/℃ 浓度/(mg·L−1) 温度试验 1 70 40 1 2 70 30 1 3 70 50 1 浓度试验 4 70 40 0.25 5 70 40 0.5 6 70 40 1.5 表 3 不同预测方法的退化量预测误差
Table 3. Degradation prediction errors of different prediction methods
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