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Switches optimal placement of automated distribution networks with probability customer interruption cost model: A case study

机译:用概率客户中断成本模型切换自动分配网络的最佳位置:案例研究

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Sectionalizing switches (SSs) have been installed in Distribution networks with the aim of providing maneuver and ring points, so raising service reliability. It is usually assumed that these switches are totally reliable although, in practice, they have not ideal efficiency at all times. In fact, the switches might occasionally face failure, which decreases their capability with the aim of enhancing system reliability. A model with the aim of considering the failure probability of the switches in their optimal placement issue is proposed in this paper. The model aids with the aim of minimizing the whole costs of SSs and the interruption costs incurred through interrupted users. This study uses the discrete Markov chain model with the aim of obtaining the malfunction possibility under various states. Afterwards, the placement problem is solved with the aim of obtaining the global optimal solution with genetic algorithm. The advantage of the suggested model has been investigated according to sensitivity analysis and various scenarios. The research illustrates how the outcomes of the placement issue have been influenced through the uncertainty arising from the possible failure of the switches and how ignoring the uncertainty is able to cause deviation of the anticipated profit from the real one. The efficiency of the suggested procedure has been evaluated and shown through investigating on the Ahwaz city distribution network. The outcomes of simulation prove the ability and precision of the suggested procedure.
机译:分配网络中的分配网络已经安装了分销网络,目的是提供机动和振铃点,因此提高服务可靠性。通常认为这些开关完全可靠,但在实践中,它们始终没有理想的效率。事实上,开关可能偶尔会面临故障,这使得其能力降低了增强系统可靠性。本文提出了一种模型,目的是考虑其最佳放置问题中交换机的失效概率。该模型辅助旨在最大限度地降低SSS的整个成本以及通过中断用户产生的中断成本。本研究采用离散的马尔可夫链模型,目的是获得各种州下的故障可能性。之后,求解放置问题,目的是以遗传算法获得全局最优解。根据敏感性分析和各种情景,已经研究了建议模型的优势。该研究说明了如何通过开关可能失败的不确定性以及如何忽略不确定性能够导致预期利润从真实利润偏离的不确定性来影响展示率问题的结果。通过调查AHWAZ城市分销网络,已经评估了建议程序的效率。模拟结果证明了建议程序的能力和精度。

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