Abstract
It is proposed to use a mixture of Weibull and exponential distributions to describe component reliability on the basis of a realistic model for resource consumption.
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REFERENCES
B. Epstein and M. Sobel, “Life testing,” J. Statist. Assoc., 48, No. 263, 486 (1953).
M. Zelen and M. C. Dannemiller, Technometrics, 3, No. 1, 29 (1961).
W. Weibull, Fatigue Test Result Analysis [Russian translation], Mashinostroenie, Moscow (1964).
J. V. Rzvenis, Statistical Quality Control Methods, Izd. Standartov, Moscow (1971), p. 41.
J. H. Kao, Nat. Conv. Trans. (Amer. Soc. Quality Control), Vol. 5 (1959), p. 267.
V. Bagdonavichyus, Litovskii Mat. Sb., 29, No. 2, 223 (1989).
I. Z. Aronov and I. S. Mal'tseva, Reliability and Quality Monitoring, No. 5 [in Russian] (1993), p. 20.
S. Ya. Grodzenskii, Quality Management Methods, No. 12 [in Russian] (2001), p. 34.
M. G. Akopov, Reliability and Quality Monitoring, No. 2 [in Russian] (1969), p. 33.
Hiroshi Shiomi, Bull. Fac. Sci. and Eng. Chuo Univ., 30, 305 (1987).
V. A. Volodarskii, Reliability and Quality Monitoring, No. 2 [in Russian] (1992), p. 5.
V. G. Petrukhin, S. A. Egorov, and E. V. Ust'antsev, Reliability and Quality Monitoring, No. 7 [in Russian] (1998), p. 13.
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Grodzenskii, S.Y., Domrachev, V.G. A Universal Distribution for Component Failure Times. Measurement Techniques 45, 710–713 (2002). https://doi.org/10.1023/A:1020951524139
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DOI: https://doi.org/10.1023/A:1020951524139