Abstract
Degradation is a stochastic physical or chemical process in which the internal material of equipment changes asymptotically under external stress.
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References
Chen L (2010) Research on gyroscope reliability prediction method based on degradation modeling. Rocket Force University of Engineering, Xi’an
Chen L, Changhua Hu (2010) Simulation study on the effect of measurement error on estimation of gamma process degradation model. Syst Simul Technol 6(1):1–5
Zhang J (2011) Research on equipment degradation path and reliability modeling method fusing multi-source data. Rocket Force University of Engineering, Xi’an
Abdel-Hameed M (1975) A Gamma wear process. IEEE Trans Reliab 24(2):152–153
Van Noortwijk JM (2009) A survey of the application of gamma processes in maintenance. Reliab Eng Syst Saf 94(1):2–21
Zhang J, Zhang W (2011) Research on reliability of liquid floated gyro based on gamma process degradation model. J Rocket Force Univer Eng 25(2):38–41
Singpurwalla N (1997) Gamma processes and their generalizations: an overview. In: Cooke R, Mendel M, Vrijling H (eds) Engineering probabilistic design and maintenance for flood protection. Dordrecht, Kluwer Academic Publishers
Liu B, Yu M, Hu Y (2005) Analysis on reliability of system degradation process in storage environment. In: The 7th global conference on reliability, Beijing, pp 247–254
Ellingwood BR, Mori Y (1993) Probabilistic methods for condition assessment and life prediction of concrete structures in nuclear power plants. Nuclear Eng Des 142(2–3):155–66
Van Noortwijk JM, Klatter HE (1999) Optimal inspection decisions for the block mats of the Easter-Scheldt barrier. Reliab Eng Syst Saf 65:203–211
Hoffmans GJCM, Pilarczyk KW (1995) Local scour downstream of hydraulic structures. J Hydraul Eng 121(4):326–340
Çinlar E, Bažant ZP, Osman E (1977) Stochastic process for extrapolating concrete creep. J Eng Mech Div ASCE 103(EM6):1069–1088
Nicolai RP, Dekker R, van Noortwijk JM (2007) A comparison of models for measurable deterioration: an application to coatings on steel structures. Reliab Eng Syst Saf 92:1635–1650
Ying Gu (2004) Mathematical methods in reliability engineering. Publishing House of Electronics Industry, Beijing
Yuan X (2007) Stochastic modeling of deterioration in nuclear power plant components. University of Waterloo
Si X, Changhua Hu (2016) Data-driven remaining useful life prediction theory and applications for equipment. National Defense Industry Press, Beijing
Moschopoulos PG (1985) The distribution of the sum of independent Gamma random variables. Annals Instit Stat Math 37(Part A):541–544
Ning R (2012) Simulation method of nonhomogeneous poisson process. Stud College Math 01:465–470
Lin Y (2001) Applied random process. Tsinghua University Press, Beijing
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Hu, C., Fan, H., Wang, Z. (2022). Gamma Process-Based Degradation Modeling and Residual Life Prediction. In: Residual Life Prediction and Optimal Maintenance Decision for a Piece of Equipment. Springer, Singapore. https://doi.org/10.1007/978-981-16-2267-0_4
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DOI: https://doi.org/10.1007/978-981-16-2267-0_4
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