TY - GEN
T1 - Belief Reliability Analysis Under the Parameter Uncertainty of Performance Margin Using Uncertain Random Simulation
AU - Zhang, Qingyuan
AU - Li, Wenxi
AU - Chen, Yubing
AU - Wen, Meilin
AU - Kang, Rui
N1 - Publisher Copyright:
© 2024 IEEE.
PY - 2024
Y1 - 2024
N2 - Belief reliability is a reliability metric considering both aleatory and epistemic uncertainty based on probability theory, uncertainty theory and chance theory. Generally, the belief reliability analysis process is conducted through the performance margin model of a system or a component. To model the parameters affected by different types of uncertainty in the margin model, in this paper, we describe them as random variables if they are mainly affected by aleatory uncertainty or uncertain variables if they contain mainly epistemic uncertainty. Based on this, a basic belief reliability model is first proposed according to the operational laws of chance theory. Since it is usually difficult to calculate the belief reliability analytically using this model, we also develop an uncertain random simulation method to cope with this problem based on the geometric properties of uncertainty theory. As an illustration, a case study of belief reliability analysis for an aero-hydraulic spool valve is performed.
AB - Belief reliability is a reliability metric considering both aleatory and epistemic uncertainty based on probability theory, uncertainty theory and chance theory. Generally, the belief reliability analysis process is conducted through the performance margin model of a system or a component. To model the parameters affected by different types of uncertainty in the margin model, in this paper, we describe them as random variables if they are mainly affected by aleatory uncertainty or uncertain variables if they contain mainly epistemic uncertainty. Based on this, a basic belief reliability model is first proposed according to the operational laws of chance theory. Since it is usually difficult to calculate the belief reliability analytically using this model, we also develop an uncertain random simulation method to cope with this problem based on the geometric properties of uncertainty theory. As an illustration, a case study of belief reliability analysis for an aero-hydraulic spool valve is performed.
KW - Belief reliability
KW - parameter uncertainty
KW - performance margin
KW - uncertain random simulation
UR - https://www.scopus.com/pages/publications/105003170634
U2 - 10.1109/ICSRS63046.2024.10927439
DO - 10.1109/ICSRS63046.2024.10927439
M3 - 会议稿件
AN - SCOPUS:105003170634
T3 - 2024 8th International Conference on System Reliability and Safety, ICSRS 2024
SP - 793
EP - 800
BT - 2024 8th International Conference on System Reliability and Safety, ICSRS 2024
PB - Institute of Electrical and Electronics Engineers Inc.
T2 - 8th International Conference on System Reliability and Safety, ICSRS 2024
Y2 - 20 November 2024 through 22 November 2024
ER -