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Evaluation of Aero-engine Fault Diagnosability Under Multi-source Uncertainty

  • AVIC Xi’an Aeronautics Computing Technique Research Institute

Research output: Contribution to journalArticlepeer-review

Abstract

Aero-engine is faced with various uncertainties while operating. To reduce the conservativeness of diagnosis system in complex environment, it is of great significance to consider the impact of multi-source uncertainty of fault diagnosis systems during the design process, the most effective way of which is to quantify the fault diagnosability. In this paper, the multi-source uncertainty environment, which is composed of aero-engine epistemic uncertainty caused by modeling and stochastic uncertainties of actuator output and sensor measurement in control system, is considered, and the diagnostic evaluation of actuator, sensor and gas-path component faults is carried out, respectively. Based on ITO integral and polynomial chaos expansion, the agent model of output response was established, and the uncertainty of fault response under multi-source uncertainty was quantified. Isolability is defined based on the fault space and transformed into the inherent properties of the corresponding fault space, meanwhile, quantification of fault diagnosability is transformed into solving multivariate distribution probability distance, and the evaluation of detection and isolation is realized by introducing Bhattacharyya distance. Numerical simulation results show that the diagnosability evaluation method proposed in this paper is effective under multi-source uncertainty and can realize the quantitative evaluation of the detectability and isolability dynamically during the fault response.

Original languageEnglish
Pages (from-to)2471-2486
Number of pages16
JournalInternational Journal of Aeronautical and Space Sciences
Volume26
Issue number5
DOIs
StatePublished - Oct 2025

Keywords

  • Aero-engine
  • Bhattacharyya distance (BD)
  • Fault diagnosability
  • Multi-source uncertainty
  • Polynomial chaos expansion (PCE)
  • Uncertainty quantification (UQ)

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