On information-based minimal repair and the reduction in remaining system lifetime due to the failure of a specific module

Author:

Natvig Bent

Abstract

The first part of this paper is inspired by a somewhat surprising result in Arjas and Norros (1989). Here we give some results comparing remaining system lifetime just after a ‘black box' minimal repair of a system and after a natural minimal repair based on information on the component level. In the second part we consider the reduction in remaining system lifetime due to the failure of a specific module and explore the relation to the reduction in remaining system lifetime due to the failure of a component inside the module. This former reduction also equals the increase in remaining system lifetime due to a minimal repair of the module at its time of failure. The expected value of this reduction/increase is proportional to the so-called Natvig measure of the importance of the module.

Publisher

Cambridge University Press (CUP)

Subject

Statistics, Probability and Uncertainty,General Mathematics,Statistics and Probability

Reference18 articles.

1. New light on measures of importance of system components;Natvig;Scand. J. Statist.,1985

2. Arjas E. and Norros I. (1987) A martingale approach to reliability theory: on the role of filtration in the model specification. First Finnish-Soviet Seminar on Probability and Mathematical Statistics, Lahti, Finland.

3. Optimal replacement under a minimal repair strategy – a general failure model;Aven;Adv. Appl. Prob.,1983

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