Prediction of system reliability using failure types of components based on Weibull lifetime distribution
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Published
Jul 14, 2017
Hee Yang Ko
Si-Il Sung
Yong Soo Kim
Abstract
Nowadays, products are complicated and standards of reliability are higher than ever before. In contrast, the time available for developing products has gradually decreased. In this context, assessment of the system reliability of products is an active field of study. In this paper, an experimental design was used to investigate the effect of the failure type of components on the whole system’s failure type. For this, a general procedure for estimating system reliability based on the Weibull distribution was adopted.
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Keywords
PHM
References
Chao, A., (1981). Approximate mean squared errors of estimators of reliability for k-out-of-m systems in the independent exponential case. Journal of the American Statistical Association, vol. 76, pp. 720-724.
Rutemiller, H. C., (1966). Point Estimation of Reliability of a System Comprised of k Elements from the Same Exponential Distribution. Journal of the American Statistical Association, vol. 61, pp. 1029-1032.
Gonzalez-Lopez, V. A., Gholizadeh, R., & Galarza, C. E. (2016). E-bayesian estimation for system reliability and availability analysis based on exponential distribution. Communications in Statistics-Simulation and Computation, online first version.
Rutemiller, H. C., (1966). Point Estimation of Reliability of a System Comprised of k Elements from the Same Exponential Distribution. Journal of the American Statistical Association, vol. 61, pp. 1029-1032.
Gonzalez-Lopez, V. A., Gholizadeh, R., & Galarza, C. E. (2016). E-bayesian estimation for system reliability and availability analysis based on exponential distribution. Communications in Statistics-Simulation and Computation, online first version.
Section
Regular Session Papers