Title :
Multi-variate Weibull model for predicting system-reliability, from testing results of the components
Author :
Klyatis, Lev M. ; Teskin, Oleg I. ; Fulton, James W.
Author_Institution :
IAA&S Inc., Jersey City, NJ, USA
Abstract :
This paper discusses the problem of system reliability prediction by accelerated testing results on its components. This problem appears when the testing of a system as a whole either has high cost or may be impossible in a short period of time, especially at the beginning of development. A multi-variate Weibull model is proposed to utilize testing results of components in predicting system reliability with reduced test length and minimized cost. Prediction of system reliability in a given situation means that we must know how to calculate not only the point estimation of reliability index, but also the lower confidence bound (LCB) with given confidence probability q (q=0.8-0.95). In this case, the authors´ goal is to give the algorithm for calculating not by approximation for LCB (based as a rule on normal distribution of point reliability estimation), but exact LCB corresponding to a given confidence probability
Keywords :
Weibull distribution; failure analysis; life testing; normal distribution; reliability theory; accelerated testing; component testing; confidence probability; lower confidence bound; minimized cost; multivariate Weibull model; normal distribution; reduced test length; reliability index point estimation; system-reliability prediction; Costs; Gaussian distribution; Life estimation; Predictive models; Probability; Reliability; Shape; System testing; Thermal degradation; Weibull distribution;
Conference_Titel :
Reliability and Maintainability Symposium, 2000. Proceedings. Annual
Conference_Location :
Los Angeles, CA
Print_ISBN :
0-7803-5848-1
DOI :
10.1109/RAMS.2000.816298