Probabilistic analysis of a system consisting of two subsystems in the series configuration under copula repair approach

D Raghav, PK Pooni, M Gahlot, VV Singh… - The Pure and Applied …, 2020 - koreascience.kr
D Raghav, PK Pooni, M Gahlot, VV Singh, HI Ayagi, AH Abdullahi
The Pure and Applied Mathematics, 2020koreascience.kr
Redundancy is commonly employed to improve system reliability. In most situations,
components in the standby configurations are assumed statistically similar but independent.
In many realistic models, all parts in standby are not treated as identical as they have
different failure possibilities. The operational structure of the system has subsystem-1 with
five identical components working under 2-out-of-5: G; policy, and the subsystem-2 has two
units and functioning under 1-out-of-2: G; policy. Failure rates of units of subsystems are …
Abstract
Redundancy is commonly employed to improve system reliability. In most situations, components in the standby configurations are assumed statistically similar but independent. In many realistic models, all parts in standby are not treated as identical as they have different failure possibilities. The operational structure of the system has subsystem-1 with five identical components working under 2-out-of-5: G; policy, and the subsystem-2 has two units and functioning under 1-out-of-2: G; policy. Failure rates of units of subsystems are constant and assumed to follow an exponential distribution. Computed results give a new aspect to the scientific community to adopt multi-dimension repair in the form of the copula.
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