A Dynamic Risk Control Methodology for Mission-Critical Systems Under Dependent Fault Processes

Industrial systems operating under severe mission environment are frequently confronted with intricate failure behaviors arising from system internal degradation and extrinsic stresses, posing an elevating challenge to system survivability and mission reliability. Mission termination strategies are attracting increasing attention as an intuitive and effective means to mitigating catastrophic mission-induced risk. However, how to manage coupled risk arising from competing fault processes, particularly when these modes are interdependent, has been rarely reported in existing works. To bridge this gap, this study delves into a dynamic risk control policy for continuously degrading systems operating under a random shock environment, which yields competing and dependent fault processes. An optimal mission termination policy is developed to minimize risk-centered losses throughout the mission execution, whose optimization problem constitutes a finite-time Markov decision process. Some critical structural properties associated with the optimal policy are derived, and by leveraging these structures, the alerting threshold for implementing mission termination procedure is formally established. Alternative risk control policies are introduced for comparison, and experimental evaluations substantiate the superior model capacity in risk mitigation.

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Publication Details

Journal
Mathematics
Published
2025-08-15
DOI
https://doi.org/10.3390/math13162618
Primary Topic
Reliability and Maintenance Optimization
Type
article
Field-Weighted Citation Impact
0.00

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article

A Dynamic Risk Control Methodology for Mission-Critical Systems Under Dependent Fault Processes

Kaiye Gao, Yuhan Ma, Zhan Kang, Bin Wang
Mathematics
Reliability and Maintenance Optimization
article

A Dynamic Risk Control Methodology for Mission-Critical Systems Under Dependent Fault Processes

Kaiye Gao, Yuhan Ma, Zhan Kang, Bin Wang
article en

Abstract

Industrial systems operating under severe mission environment are frequently confronted with intricate failure behaviors arising from system internal degradation and extrinsic stresses, posing an elevating challenge to system survivability and mission reliability. Mission termination strategies are attracting increasing attention as an intuitive and effective means to mitigating catastrophic mission-induced risk. However, how to manage coupled risk arising from competing fault processes, particularly when these modes are interdependent, has been rarely reported in existing works. To bridge this gap, this study delves into a dynamic risk control policy for continuously degrading systems operating under a random shock environment, which yields competing and dependent fault processes. An optimal mission termination policy is developed to minimize risk-centered losses throughout the mission execution, whose optimization problem constitutes a finite-time Markov decision process. Some critical structural properties associated with the optimal policy are derived, and by leveraging these structures, the alerting threshold for implementing mission termination procedure is formally established. Alternative risk control policies are introduced for comparison, and experimental evaluations substantiate the superior model capacity in risk mitigation.

MathematicsVol. 13(16)
Beijing Forestry University (CN), Beihang University (CN)
National Natural Science Foundation of China
Openalex Percentile: Top 74%
Reliability and Maintenance Optimization
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