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Considerations about the optimal period range to evaluate the weight coefficient of coupled resilience index

机译:关于评估耦合弹性指数权重系数的最佳周期范围的考虑

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摘要

Resilience index can be used to plan mitigation actions of lifelines against various types of hazards as well as describing the reconstruction phase. In the paper, community resilience is defined as weighted sum of single infrastructure resilience indices. In particular, the paper addresses the problem of the optimal selection of the weight coefficients which are assigned to different lifelines for the evaluation of the resilience index in a region affected by natural disasters such as earthquakes. The proposed method is based on the analysis of the lifelines' restoration curves using cross-correlation functions; however, when the data series is including coupled events, the coupling effect generates distortion in the evaluation of the cross correlation coefficient S_(ij). This is the case for example when there are strong aftershocks during the lifeline restoration phase right after the main shock. The method is applied to the restoration curves recorded after March 11th 2011 Tohoku Earthquake. A criterion is proposed for the evaluation respectively of the interdependency index, weight coefficients and regional resilience index with long restoration curves data series.
机译:复原力指数可用于规划救生索针对各种类型危险的缓解措施,以及描述重建阶段。在本文中,社区弹性被定义为单个基础设施弹性指数的加权和。特别地,该论文解决了分配给不同生命线的权重系数的最佳选择的问题,以评估受地震等自然灾害影响的地区的复原力指数。所提出的方法是基于使用互相关函数分析生命线的恢复曲线的。然而,当数据序列包括耦合事件时,耦合效应会在互相关系数S_(ij)的评估中产生失真。例如,在主震发生后的生命线恢复阶段发生强烈余震的情况。该方法适用于2011年3月11日东北地震后记录的恢复曲线。针对长恢复曲线数据系列,提出了评价相互依存指数,权重系数和区域弹性指数的标准。

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