Remaining useful life prediction of aero-engines based on random-coefficient regression model considering random failure threshold

Remaining useful life (RUL) prediction is one of the most crucial components in prognostics and health manage-ment (PHM) of aero-engines. This paper proposes an RUL pre-diction method of aero-engines considering the randomness of failure threshold. Firstly,a random-coefficient regression (RCR) model...

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Veröffentlicht in:Journal of systems engineering and electronics 2023-04, Vol.34 (2), p.530-542
Hauptverfasser: Wang, Fengfei, Tang, Shengjin, Li, Liang, Sun, Xiaoyan, Yu, Chuanqiang, Si, Xiaosheng
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Sprache:eng
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Zusammenfassung:Remaining useful life (RUL) prediction is one of the most crucial components in prognostics and health manage-ment (PHM) of aero-engines. This paper proposes an RUL pre-diction method of aero-engines considering the randomness of failure threshold. Firstly,a random-coefficient regression (RCR) model is used to model the degradation process of aero-engines. Then,the RUL distribution based on fixed failure threshold is derived. The prior parameters of the degradation model are calculated by a two-step maximum likelihood estima-tion (MLE) method and the random coefficient is updated in real time under the Bayesian framework. The failure threshold in this paper is defined by the actual degradation process of aero-engines. After that,a expectation maximization (EM) algorithm is proposed to estimate the underlying failure threshold of aero-engines. In addition,the conditional probability is used to satisfy the limitation of failure threshold. Then,based on above results,an analytical expression of RUL distribution of aero-engines based on the RCR model considering random failure threshold (RFT) is derived in a closed-form. Finally,a case study of turbo-fan engine is used to demonstrate the effectiveness and superi-ority of the RUL prediction method and the parameters estima-tion method of failure threshold proposed.
ISSN:1004-4132
1004-4132
DOI:10.23919/JSEE.2023.000042