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SYSTEM RELIABILITY ENGINEERING

J. B. Fussell andj. S. Arendt, System Reliability Engineering Methodology A Discussion of the State-of-the-Art, Nuclear Safety, Vol. 20, No. 5, Oak Ridge, TN, September-October 1979. [Pg.86]

Maintaining reliability and providing reliability engineering are essential needs with modem electronic systems. Reliability engineering for electronic equipment requires a means for a quantitative baseline, or a reliability prediction analysis. The most recognized and used reliability prediction handbook is Md-HDBK-217. This standard... [Pg.325]

Final element assemblies are modeled like any combination of components using the system reliability engineering techniques. Failure mode classification is generally straightforward. The key variables to include in the evaluation of failure rates are ... [Pg.165]

Boiteau, M. Dutuit, Y. Rauzy, A. Signoret, J-P. 2006. The AltaRica data-flow language in use modeling of production availability of a multi-state system. Reliability Engineering System Safety 91 747-755. [Pg.133]

Torres-Echevertia A.C., Martorell S., Thompson H.A., 2009. Modelling and optimization of proof testing policies for safety instmmented systems. Reliability Engineering and System Safety, 94(4) 838-854. [Pg.367]

Grail, A., C. Berenguer, and L. Dieulle (2002). A condition-based maintenance policy for a stochaslly deteriorating system. Reliability Engineering and System Safety 76, 167-180. [Pg.492]

Thomas, L. 1986. A survey of maintenance and replacement models for maintainability and reliability of multiitem systems. Reliability Engineering 16(4) 291 MB. [Pg.548]

Moustafa, M., Maksoud, E. Sadek, S. (2004). Optimal major and minimal maintenance policies for deteriorating systems. Reliability Engineering and System Safety... [Pg.562]

Coit, D.W. Dey, K.A. 1999. Analysis of grouped data from field-failure reporting systems. Reliability Engineering and System Safety 65 95-101. [Pg.854]

Vesely, W. E. (1977). Estimating common cause failure probabilities in reliability and risk analysis Marshall-olkin specializations. In J. B. Fussell and G. R. Burdick (Eds.), Nuclear Systems Reliability Engineering and Risk Assessment, Society for Industrial and Applied Mathematics, pp. 314341. Philadelphia. [Pg.1430]

Dorre, P. (1989). Basic aspects of stochastic reliability analysis for redundancy systems. Reliability Engineering and System Safety 24(4), 309-326. revised December 2006. [Pg.1467]

Eds.), Nuclear Systems Reliability Engineering and Risk Assessment, pp. 314-341. Philadelphia SIAM. [Pg.1468]

Meng, F.C. 2000. Relationships of Fussel-Vesely and Birn-baum Importance to Stmctural Importance in Coherent System. Reliability Engineering and System Safety, 67( 1) 55-60. [Pg.1503]

Bris R., ChStelet E. Yalaoui F. 2003. An efficient method to minimise the preventive maintenance cost of series-parallel systems. Reliablity Engineering System Safety, ELSEVIER 82(3) 247-255. [Pg.1523]

Busacca, P. G., Marseguerra, M., Zio, E. 2001, Multiobjective Optimization by Genetic Algorithms Application to Safety Systems. Reliability Engineering and Safety Systems, Volume 72, pp. 59-74. [Pg.1530]

Paula, H.M., Roberts, M.W., and Battle, R.E. 1993. Operational Failure experience of Fault-Tolerant Digital Control Systems. Reliability Engineering and System Safety 39. [Pg.1602]

Helton, J.C. Burmaster, D.E. (1996) Guest editorial treatment of aleatory and epistemic uncertainty in performance assessments forcomplex systems. Reliability Engineering and System Safety 54 91-94. [Pg.1674]

Huang, H. Z., Tong, X. Zuo M. (2004) Posbist fault tree analysis of coherent systems. Reliability Engineering and System Safety 84 153-16. [Pg.1674]

H. Demmou, S.Khalfaoui, E.Guilhem, and R,Valette (2004). Critical scenarios derivation methodology for mecha-tronic systems. Reliability Engineering and System Safety 84, 33 4. [Pg.1875]


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