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Efficient Solution Approach to Maximum Flow Evacuation Planning Problem without Flow Conservation Aspect

机译:无流量守恒方面的最大流量疏散计划问题的有效解决方案

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An attempt of shifting as more people as possible and/or their logistics from a dangerous place to a safer place is an evacuation planning problem. Such problems modeled on network have been extensively studied and the various efficient solution procedures have been established. The solution strategies for these problems are based on source-sink path augmentation and the flow function satisfies the flow conservation at each intermediate node. Besides this, the network flow problem in which flow may not be conserved at node necessarily could also be used to model the evacuation planning problem. This paper proposes a model for maximum flow evacuation planning problem on a single-source-single-sink static network with integral arc capacities with holding capability of evacuees in the temporary shelter at intermediate nodes and extends the model into the dynamic case. Journal of the Institute of Engineering, 2017, 13(1): 108-116.
机译:疏散计划问题是试图将更多的人和/或他们的后勤从危险的地方转移到更安全的地方。已经广泛研究了以网络为模型的此类问题,并建立了各种有效的解决方法。这些问题的解决方案基于源汇路径的增加,并且流量函数满足每个中间节点的流量守恒。除此之外,网络流量问题也可能用于对疏散计划问题进行建模,在该网络流量问题中,节点上的流量可能不一定得到保留。本文提出了一个具有整体弧容量的单源单沉静态网络上最大流量疏散规划问题的模型,该模型具有中间节点临时避难所中的撤离人员的容纳能力,并将该模型扩展到动态案例中。工程学院学报,2017,13(1):108-116。

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