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Fusion of heterogeneous data for robust degradation prognostics

  • Edgar Jaber
  • , Emmanuel Remy
  • , Vincent Chabridon
  • , Mathilde Mougeot
  • , Didier Lucor
  • Lamsid/EDF/R and D
  • ENS Paris-Saclay
  • INRIA Saclay, Laboratoire de Recherche en Informatique (LRI), Université Paris Sud

Research output: Contribution to journalArticlepeer-review

Abstract

Assessing the degradation state of an industrial asset first requires evaluating its current condition and then projecting the forecast model trajectory to a predefined prognostic threshold, thereby estimating its remaining useful life (RUL). Depending on the available information, two primary categories of forecasting models may be used: model-based simulation codes and data-driven (machine learning) approaches. Combining both modelling approaches may enhance prediction robustness, especially with respect to their individual uncertainties. This paper introduces a methodology for fusion of heterogeneous data in degradation prognostics. The proposed modular approach acts iteratively on a computer model’s uncertain input variables by combining kernel-based sensitivity analysis for variable ranking with a Bayesian framework to inform the priors with the heterogeneous data - and adds a Kalman based smoothing step for reducing uncertainties on the prognostics horizon. Additionally, we propose an integration of an aggregate surrogate modeling strategy for computationally expensive degradation simulation codes. The methodology updates the knowledge of the computer code input probabilistic model and reduces the output uncertainty. As an application, we illustrate this methodology on a toy model from crack propagation based on Paris law as well as a complex industrial clogging simulation model for nuclear power plant steam generators, where data is intermittently available over time.

Original languageEnglish
Article number112435
JournalReliability Engineering and System Safety
Volume274
DOIs
Publication statusPublished - 1 Oct 2026
Externally publishedYes

Keywords

  • Bayesian model updating
  • Ensemble Kalman smoothing
  • Global sensitivity analysis
  • Heterogeneous data
  • Physics-based data fusion

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