| Home | E-Submission | Sitemap | Editorial Office |  
top_img
Journal of Korean Society for Quality Management > Volume 39(2); 2011 > Article
Journal of Korean Society for Quality Management 2011;39(2): 320-.
포괄적 누적 충격 공통원인고장 모형 및 시스템 신뢰도 평가
임태진
숭실대학교 산업.정보시스템공학과
Comprehensive Cumulative Shock Common Cause Failure Models and Assessment of System Reliability
Tae-Jin Lim
Dept. of Industrial & Information Systems Engineering, Soongsil University
ABSTRACT
This research proposes comprehensive models for analyzing common cause failures (CCF) due to cumulative shocks and to assess system reliability under the CCF. The proposed cumulative shock models are based on the binomial failure rate (BFR) model. Six kinds of models are proposed so as to explain diverse cumulative shock phenomena. The models are composed of the initial failure probability, shape parameter, and the total shock number. Some parameters of the proposed models can not be explicitly estimated, so we adopt the Expectation-maximization (EM) algorithm in order to obtain the maximum likelihood estimator (MLE) for the parameters. By estimating the parameters for the cumulative shock models, the system reliability with CCF can be assessed sequentially according to the number of cumulative shocks. The result can be utilizes in dynamic probabilistic safety assessment (PSA), aging studies, or risk management for nuclear power plants. Replacement or maintenance policies can also be developed based on the proposed model.
Key Words: CCF;BFR;Cumulative Shock;EM Algorithm;System Reliability;
TOOLS
PDF Links  PDF Links
Full text via DOI  Full text via DOI
Download Citation  Download Citation
Share:      
METRICS
1,195
View
1
Download
Related article
Editorial Office
13F, 145, Gasan digital 1-ro, Geumcheon-gu, Seoul 08506, Korea
TEL: +82-2-2624-0357   FAX: +82-2-2624-0358   E-mail: ksqmeditor@ksqm.org
About |  Browse Articles |  Current Issue |  For Authors and Reviewers
Copyright © The Korean Society for Quality Management.                 Developed in M2PI
Close layer
prev next