Wang, Xiuli; Jiang, Bin; Wu, Shaomin; Lu, Ningyun; Ding, Steven X.:
Multivariate Relevance Vector Regression based Degradation Modeling and Remaining Useful Life Prediction
In: IEEE Transactions on Industrial Electronics (T-IE), Jg. 69 (2022), Heft 9, S. 9514 - 9523
2022Artikel/Aufsatz in ZeitschriftOA Grün
ElektrotechnikFakultät für Ingenieurwissenschaften » Elektrotechnik und Informationstechnik » Automatisierungstechnik und komplexe Systeme
Damit verbunden: 1 Publikation(en)
Titel in Englisch:
Multivariate Relevance Vector Regression based Degradation Modeling and Remaining Useful Life Prediction
Autor*in:
Wang, Xiuli
ORCID
0000-0001-8237-3887ORCID iD
;
Jiang, Bin
Sonstiges
korrespondierende*r Autor*in
;
Wu, Shaomin
ORCID
0000-0001-9786-3213ORCID iD
;
Lu, Ningyun
ORCID
0000-0002-9964-7677ORCID iD
;
Ding, Steven X.UDE
GND
134302427
LSF ID
2347
ORCID
0000-0002-5149-5918ORCID iD
Sonstiges
der Hochschule zugeordnete*r Autor*in
Erscheinungsjahr:
2022
Open Access?:
OA Grün
IEEE ID
Web of Science ID
Scopus ID
Sprache des Textes:
Englisch
Schlagwort, Thema:
Remaining useful life (RUL) ; Capacitors ; Covariance matrices ; Degradation ; Degradation process ; Feature extraction ; First hitting time ; Gaussian distribution ; Kernel ; Monitoring ; Multivariate relevance vector regression (MRVR) ; Nesterov's accelerated gradient (NAG) ; Predictive models
Ressourcentyp:
Text

Abstract in Englisch:

Relevance vector regression (RVR) is a useful tool for degradation modeling and remaining useful life (RUL) prediction. However, most RVR models are for 1-D degradation processes and can only handle univariate observations. This article proposes a degradation path-based RUL prediction framework using a dynamic multivariate relevance vector regression model. Specifically, a multistep regression model is established for describing the degradation dynamics and extending the classical RVR into a multivariate one with consideration of the multivariate environment. The article introduces a matrix Gaussian distribution-based RVR approach and then estimates the hyperparameters with Nesterov's accelerated gradient method to avoid the exhausting re-estimation phenomenon in seeking analytical solutions. It further forecasts the degradation path for monitoring the degradation status. Based on the forecasted path, the RUL is predicted by the first hitting time method. Finally, the proposed methods are illustrated by two case studies, one is presented in this article and the other in the supplement, which investigate the capacitors' and bearings' performance degradations.