Unscented Kalman Filtering for Prognostics Under Varying Operational and Environmental Conditions

IF 1.4 Q2 ENGINEERING, MULTIDISCIPLINARY
Luc Keizers, R. Loendersloot, T. Tinga
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引用次数: 5

Abstract

Prognostics gained a lot of research attention over the last decade, not the least due to the rise of data-driven prediction models. Also hybrid approaches are being developed that combine physics-based and data-driven models for better performance. However, limited attention is given to prognostics for varying operational and environmental conditions. In fact, varying operational and environmental conditions can significantly influence the remaining useful life of assets. A powerful hybrid tool for prognostics is Bayesian filtering, where a physical degradation model is updated based on realtime data. Although these types of filters are widely studied for prognostics, application for assets in varying conditions is rarely considered in literature. In this paper, it is proposed to apply an unscented Kalman filter for prognostics under varying operational conditions. Four scenarios are described in which a distinction is made between the level in which real-time and future loads are known and between short-term and long-term prognostics. The method is demonstrated on an artificial crack growth case study with frequently changing stress ranges in two different stress profiles. After this specific case, the generic application of the method is discussed. A positioning diagram is presented, indicating in which situations the proposed filter is useful and feasible. It is demonstrated that incorporation of physical knowledge can lead to highly accurate prognostics due to a degradation model in which uncertainty in model parameters is reduced. It is also demonstrated that in case of limited physical knowledge, data can compensate for missing physics to yield reasonable predictions.
无气味卡尔曼滤波在不同的操作和环境条件下的预测
在过去十年中,预测获得了很多研究关注,尤其是由于数据驱动预测模型的兴起。此外,正在开发混合方法,将基于物理的模型和数据驱动的模型结合起来,以获得更好的性能。然而,对变化的操作和环境条件的预测给予的关注有限。事实上,不同的操作和环境条件会显著影响资产的剩余使用寿命。一个强大的预测混合工具是贝叶斯过滤,其中物理退化模型是根据实时数据更新的。尽管这些类型的过滤器被广泛研究用于预测,但在文献中很少考虑在不同条件下资产的应用。本文提出了一种无气味卡尔曼滤波器用于不同操作条件下的预测。本文描述了四种情景,在这些情景中,对实时负荷和未来负荷的已知水平以及短期负荷和长期负荷的预测进行了区分。该方法在两种不同应力剖面中具有频繁变化应力范围的人工裂纹扩展实例中得到了验证。在此具体案例之后,讨论了该方法的一般应用。给出了定位图,说明了所提出的滤波器在哪些情况下是有用和可行的。研究表明,由于模型参数的不确定性降低,物理知识的结合可以导致高度准确的预测。在物理知识有限的情况下,数据可以弥补物理知识的缺失,从而产生合理的预测。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
2.90
自引率
9.50%
发文量
18
审稿时长
9 weeks
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