1988
DOI: 10.1016/0029-5493(88)90064-7
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Risk evaluations of aging phenomena: The linear aging reliability model and its extensions

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Cited by 27 publications
(25 citation statements)
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“…Changes (i.e., degradation) in the failure rate of a component that might be expected to normally occur over the component life are not explicitly represented. However, experience has shown that aging of components generally results in time-dependent failure rates (Vesely and Wolford 1988). In reliability engineering, the failure probability is often defined to be a "bathtub" curve similar to that shown in Figure 3.1 (failure probability expressed as λ(t) in the figure).…”
Section: Erm Methodologymentioning
confidence: 99%
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“…Changes (i.e., degradation) in the failure rate of a component that might be expected to normally occur over the component life are not explicitly represented. However, experience has shown that aging of components generally results in time-dependent failure rates (Vesely and Wolford 1988). In reliability engineering, the failure probability is often defined to be a "bathtub" curve similar to that shown in Figure 3.1 (failure probability expressed as λ(t) in the figure).…”
Section: Erm Methodologymentioning
confidence: 99%
“…In general, PRA models use a static estimate for event probability and POF, typically based on historic observations and engineering judgment. More recently, time-based POF values have been used (Vesely and Wolford 1988;Arjas and Holmberg 1995); however, these are derived from operating experience and traditional reliability analysis and are usually not specific to the operating component.…”
Section: Pra Models and Techniquesmentioning
confidence: 99%
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“…Activities connected with the agedependent PSA of NPP include: collected and evaluated data for the age-related degradation of US NPP (Braverman, Hofmayer, Morante, Shteyngart, & Bezler, 2000), modelling ageing of passive systems, structures and components by incorporating a flow accelerated corrosion model into PSA (Smith, Shah, Kao, & Apostolakis, 2001), a procedure for transformation of PSA to age-dependent evaluation (Vesely, 1992), a quantification of the ageing induced risk using PSA and component ageing models (Vesely, Kurth, & Scalzo, 1990;Wolford, Atwood, & Roesener, 1992), a derivation of the linear ageing model and extension to nonlinear and dependent ageing phenomena (Vesely, 1987), ageing-related failure analysis of the nuclear power plant operational data (Levy et al, 1988;Meale & Satterwhite, 1987a) and the impact of the component ageing on the selected support systems reliability and NPP safety (Meale & Satterwhite, 1987b).…”
Section: State-of-the-artmentioning
confidence: 99%
“…The concept of effective age, also called virtual age, is not new; in fact, several studies in the literature resort to this idea to model the aging of repairable components (e.g. [23][24][25] ). In particular, two approaches, the accelerated life models (ALM) and the proportional hazard models (PHM), have proven to be able to effectively account for the ambient conditions of the component.…”
Section: Failure/degradation Modulementioning
confidence: 99%