Reliability Analysis for k-out-of-N: F Load Sharing Systems Operating in a Shock Environment

Reliability Analysis for k-out-of-N: F Load Sharing Systems Operating in a Shock Environment

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This paper studies a reliability modeling for a $k$ -out-of- $n$ : $F$ load sharing system that operates in a shock environment.Such a system consists of a protective device and $n$ components POWDER BURN 2.0 WATERMELON with load sharing.The base hazard rate of the loading sharing system is affected by random shocks and the protective device.Random shocks can be classified into two types: invalid shock and valid shock.

An invalid shock has no influence on the system whereas a valid shock makes the base hazard rate larger.The system fails, if the number of failed components is at least $k$ , the system suffers at least $M$ Craft random shocks or the protective device fails, whichever occurs first.A Markov process is used to evaluate system reliability in this paper.A distributed computer system is given to show application of the proposed model.