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A constructive algorithm to maximize the useful life of a mechanical system subjected to ageing, with non-resuppliable spares parts

机译:一种建设性算法,最大限度地实现老化的机械系统的使用寿命,非备份备件部件

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In this paper, the focus is on mechanical systems that, like a ship or a submarine, perform risky missions and that must remain operating for the whole mission time. Missions take place far from the operational base and so, in case of failures, although repairs are possible, spares parts cannot be resupplied. Hence, given space constraints, the problem is to define the optimal set of spare parts that should be taken aboard, to maximize the probability to complete the mission. To solve this problem, we propose a constructive algorithm that generates the Pareto Optimal Frontier of all the non-dominated solutions, in terms of the system’s reliability and of required space. At first, the algorithm is formulated in a generic way; next, it is contextualized to the common case of Weibull distributed failure times. In this condition, the underlying equations of the model cannot be solved in closed form and an approximated procedure is proposed and validated through extensive numerical simulation.
机译:在本文中,重点是机械系统,如船舶或潜艇,执行冒险任务,必须保持整个任务时间的运作。任务远离运营基地,因此,在故障情况下,虽然可以进行维修,但备件零件不能重新拍照。因此,给定的空间限制,问题是定义应该乘坐船上的最佳备件集,以最大化完成任务的概率。为了解决这个问题,我们提出了一种建设性算法,它根据系统的可靠性和所需空间来生成所有非主导解决方案的Pareto最佳边界。首先,算法以通用方式配制;接下来,它是对Weibull分布式失败时间的常见情况。在这种情况下,模型的基础方程不能以封闭形式求解,并通过广泛的数值模拟提出和验证近似程序。

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