Mean Instantaneous Performance of a System With Weighted Components That Have Arbitrarily Distributed Lifetimes
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Date
2013
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Elsevier Sci Ltd
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Abstract
There are various systems consisting of components which may have different contribution to the performance of the system. Such systems can be modeled systems with weighted components. In this paper, we study the mean instantaneous performance of this type of systems after successive component failures. The mean instantaneous performance is a useful characteristic to take preventive action about the system. In particular, we obtain explicit expressions for the mean instantaneous performance of a system with weighted components that have arbitrarily distributed lifetimes. We illustrate the results when the lifetime distribution of components follow proportional hazard model. Some further results are also presented for the components having exponential lifetime distribution. (C) 2013 Elsevier Ltd. All rights reserved.
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Eryilmaz, Serkan/0000-0002-2108-1781
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Keywords
Mean instantaneous performance, Proportional hazard model, Systems with weighted components
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Volume
119
Issue
Start Page
290
End Page
293