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Common Cause Multiparameter Models

Clearly, more parameters allow more freedom in representing common cause effects in svstem.s of complex redundancy. NUREG-1150 describes the Multiple Greek Letter Model (MGL), Parameter (BP) model and the Binomial Failure Rate (BFR) model. [Pg.127]

Fleming et al. (1985) define A, as the independent failure rate and higher order effects in order of the Greek alphabet (skipping a). The conditional probability that a CCF is shared by one [Pg.127]

Fleming et al. (1985) define this as similar to the model of Marshall and Olkin (1967) except that BPM is only for time-dependent failure rates. Equations 3.5.8-la-d are for four parameters, but the method may be generalized to n components. These parameters may be related to the MGL parameters as shown in equations 3.5.8-2a-d. [Pg.128]

X j = failure rate for one component tofail to run X - failure rate for two components tofail to run [Pg.128]

X j = failure ratefor three components to fail to run X, = failure ratefor four components to fail to run. [Pg.128]


See other pages where Common Cause Multiparameter Models is mentioned: [Pg.127]    [Pg.510]    [Pg.127]    [Pg.510]   


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Models multiparameter

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