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A prize collecting Steiner tree approach to least cost evaluation of grid and off-grid electrification systems

机译:收集斯坦纳树法的奖品,可最低评估电网和离网电气化系统的成本

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摘要

The lack of access to electricity in developing countries necessitates spatial electricity planning for guiding sustainable electrification projects that evaluate the costs of centralized systems vis-a-vis decentralized systems. Heuristic approaches have been widely used in such electrification problems to find feasible, cost effective solutions; however, most of the time global optimality of these solutions is not guaranteed. Our paper through its modeling approach provides a new methodology to find the least cost solution to this electrification problem. We model the spatial network planning problem as Prize Collecting Steiner Tree problem, which would be a base for a decision support tool for rural electrification. This new method is systematically assessed using both randomly generated data and real data from rural regions across Sub-Saharan Africa. Comparative results for the proposed approach and a widely used heuristic method are presented based on computational experiments. (C) 2018 Elsevier Ltd. All rights reserved.
机译:发展中国家缺乏电力供应,因此需要进行空间电力规划以指导可持续的电气化项目,以评估集中式系统相对于分散式系统的成本。启发式方法已广泛用于此类电气化问题中,以找到可行的,具有成本效益的解决方案。但是,大多数时候这些解决方案的全局最优性得不到保证。我们的论文通过其建模方法提供了一种新的方法,以找到成本最低的解决该电气化问题的方法。我们将空间网络规划问题建模为“奖杯斯坦纳树”问题,这将成为农村电气化决策支持工具的基础。使用随机生成的数据和整个撒哈拉以南非洲农村地区的真实数据对这种新方法进行了系统地评估。在计算实验的基础上,提出了该方法与广泛使用的启发式方法的比较结果。 (C)2018 Elsevier Ltd.保留所有权利。

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