分阶段任务下冗余系统的备件库存规划

M. Vujos̆ević, R. Petrović, A. S̆enborn
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引用次数: 6

摘要

考虑的问题是备件库存的先验规划,旨在保持由n个相同且统计独立的元素组成的冗余系统的可操作性。该系统在若干连续的时间段(称为阶段)内受某一任务的影响,在此期间,环境条件和元件的可靠性各不相同。用于确定系统状态和用新部件替换失效部件的维护操作,只能在两个连续阶段之间的大修期间执行。每次大修时,预先计划备品备件库存,假设上次大修未使用的备品备件可以在后续大修中使用。本文建立了该系统的数学模型,并推导了相关性能的计算表达式。提出了一个以总采购成本和总持有成本为准则函数,缺货概率为约束条件的优化问题。
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Spare parts inventory planning for a redundant system subject to a phased mission

The problem considered is a priori planning of spare parts inventory intended to keep operable a redundant system consisting of n identical and statistically independent elements. The system is subject to a certain mission proceeding in a number of successive time periods, called phases, during which environmental conditions and, thus, element reliabilities vary. Maintenance actions, intended to determine the system state and replace failed elements by new ones, may be performed only during overhauls between two successive phases. Spares inventories for replacement purposes are planned in advance for each overhaul assuming that spare parts remaining unused from previous overhauls can be used in succeeding ones. The mathematical model of the described system is developed in the paper and expressions for calculating relevant performances are derived. An optimization problem is stated in which the total purchase and holding costs are the criterion function and the stockout probabilities represent constraints.

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