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A continuum approximation approach to reliable facility location design under correlated probabilistic disruptions

机译:相关概率扰动下可靠设施位置设计的连续近似方法

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摘要

This paper studies the reliable uncapacitated fixed charge location problem (RUFL) where facilities are subject to spatially correlated disruptions that occur with location-dependent probabilities (due to reasons such as natural or man-made disasters). If a facility fails, its customers are diverted to other facilities and incur excessive transportation cost. We develop a continuum approximation (CA) model to minimize the sum of initial facility construction costs and expected customer transportation costs under normal and failure scenarios. The paper presents ways to formulate the correlation among adjacent facility disruptions, and incorporates such correlations into the CA model. Numerical experiments are conducted to illustrate how the proposed model can be used to optimize facility location design, and how the correlations influence the total system cost.
机译:本文研究了可靠的无失能固定充电位置问题(RUFL),其中设施受到与空间相关的干扰,这些干扰与位置相关的概率(由于自然或人为灾难等原因)一起发生。如果某个设施发生故障,其客户将被转移到其他设施,并产生过多的运输成本。我们开发了一个连续近似(CA)模型,以最小化正常和故障情况下的初始设施建设成本和预期的客户运输成本之和。本文提出了建立相邻设施破坏之间的相关性的方法,并将这些相关性纳入了CA模型。进行了数值实验,以说明所提出的模型如何用于优化设施的位置设计,以及相关性如何影响总系统成本。

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