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Reliability Assessment of Non-Repairable k-Out-Of-n System using Belief Universal Generating Function

机译:使用信仰通用生成功能的不可修复的K-OUT-N个系统的可靠性评估

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摘要

Some research has been developed to handle aleatory and epistemic uncertainty in various engineering systems. But in this paper, we have established two methods, namely mass distribution and fuzzy reliability theory, to deal with these uncertainties in non-repairable k-out-of-n: G (F) systems, which has not been seen in the past. In the presented methodology, the failure rate (λ) is taken as a trapezoidal fuzzy number. using the trapezoidal fuzzy number, expression for α-cut of fuzzy failure rate of every component and corresponding fuzzy reliabilty function has been calculated. Then, masses to the components are distributed with the help of these fuzzy reliability functions. By using these masses, reliability and MTTF of the considered systems have been computed. At last, a numerical example is taken to demonstrate the present approach.
机译:已经开发了一些研究,以处理各种工程系统中的蜕膜和认知不确定性。 但在本文中,我们已经建立了两种方法,即批量分子分配和模糊可靠性理论,以应对这些不可修复的K-Out-N:G(F)系统的这些不确定性,这在过去尚未见过 。 在呈现的方法中,将失败率(λ)作为梯形模糊数。 使用梯形模糊数,已经计算了每个组件的模糊故障率的α-Cut的表达和相应的模糊可靠功能。 然后,在这些模糊可靠性函数的帮助下,分布到组件的肿块。 通过使用这些群众,已经计算了所考虑系统的可靠性和MTTF。 最后,采用数值示例来展示当前方法。

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