
doi: 10.1007/bf02932802
A system comprising k identical components is considered. The system load that is common to all components is treated as a random variable, modeled by a one-parameter Exponential distribution. Each component's resistance to load is also taken as a random variable, modeled by another one-parameter Exponential distribution that applies to each component. The system is considered redundant, meaning that the system remains operative so long as any m out of k components function, where 1≤m≤k. An expression for system reliability of this load-strength model is derived. The maximum likelihood estimator is compared with the structural expectation of system reliability.
Reliability and life testing, Point estimation, structural expectation of system reliability, maximum likelihood estimator, exponential load-strength model
Reliability and life testing, Point estimation, structural expectation of system reliability, maximum likelihood estimator, exponential load-strength model
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