用威布尔分布表征轴承失效运行变化趋势的探索

Ethan Wescoat, Joshua D. Bradford, Matthew Krugh, L. Mears
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引用次数: 0

摘要

在预测性维护策略中,剩余使用寿命(RUL)对于优化零件寿命和降低维护成本至关重要。当前的剩余使用寿命预测方法在很大程度上依赖于作为输入特征的操作条件和时间。然而,这些特征并不能完全包含实际操作条件的可变性,特别是当轴承接近故障时。这项工作通过探索在不同运行条件下使用有目的故障方法生成的轴承故障数据集的底层数据分布参数,提供了改进的故障表示,然后与广泛使用的NASA/IMS轴承运行到故障数据集进行了比较。室内实验利用轴承试验台捕捉疲劳和污染破坏模式的破坏状态。将疲劳和污染失效过程与NASA轴承数据集中的失效轴承进行比较,以检查两个数据集之间基础数据分布的相似性。然后将威布尔分布拟合到两个数据集上。所得到的分布表现出类似的趋势,取决于破坏阶段。在拟合参数的基础上,雕刻测试用例的威布尔参数受速度变化的影响呈下降趋势,与NASA轴承数据集的趋势相似。由此产生的对数据分布参数的理解将通过描述最能决定轴承寿命修改数的分布拟合来改善RUL计算的结束。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Exploration in Using the Weibull Distribution for Characterizing Trends in Bearing Failure Operational Changes
Remaining Useful Life (RUL) is critical to optimizing part life and reducing maintenance costs in a predictive maintenance strategy. Current methods of remaining useful life predictions are significantly dependent on operating conditions and time as input features. However, these features do not fully encompass the variability of real-world operating conditions and notably as the bearing nears failure. This work provides an improved failure representation by exploring the underlying data distribution parameters of a bearing failure dataset generated using the Purposeful Failure Methodology under varying operating conditions and then provides a comparison to the widely used NASA/IMS bearing run-to-failure dataset. Laboratory experiments utilized a bearing test stand to capture failure states for fatigue and contamination failure mode. The fatigue and contamination failure procession is compared to the failed bearings from the NASA Bearing dataset to examine similarities in the underlying data distribution between either dataset. A Weibull distribution is then fitted to both datasets. The resulting distributions exhibit similar trends, dependent on the damage stage. Based on the fitted parameters, a decreasing trend for the Weibull parameters was influenced by the changing speed in the engraving test case with similar trends to the NASA bearing dataset. The resulting understanding of the data distribution parameters will be used to improve the end of RUL calculation by describing the distribution fit that best determines the bearing life modification numbers.
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