A Novel Loss Model to Include the Disruption Phase in the Quantification of Resilience to Natural Hazards

Davide Forcellini, J. Thamboo, Mathavanayakam Sathurshan
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Abstract

Resilience of systems to natural hazards has become an interesting concept in civil engineering and it is based on the determination of the losses due to the impacts of natural hazards. In the last decades, many contributions have focused on the assessment of losses that may occur at the time of the event, as generally assumed for earthquakes. However, this assumption may be incorrect when the interval between the time of occurrence and the time when the system functionality reaches the minimum value needs to be considered. This paper aims to propose a novel method to quantify this interval, which is called disruption time, by proposing a novel formulation of the loss model based on infrastructure redundancy. The proposed method was herein applied to a case study that considers landslides in Sri Lanka. The main goal of the paper is to propose a formulation that can be implemented in a more comprehensive framework to calculate more realistically the resilience of systems to natural hazards.
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将中断阶段纳入自然灾害抗灾能力量化的新型损失模型
系统抵御自然灾害的能力已成为土木工程中一个有趣的概念,其基础是确定自然灾害影响造成的损失。在过去的几十年中,许多研究都集中在对事件发生时可能造成的损失进行评估,如地震的一般假设。然而,当需要考虑从事件发生到系统功能达到最小值之间的时间间隔时,这种假设可能是不正确的。本文旨在通过提出一种基于基础设施冗余的损失模型新表述方式,提出一种新方法来量化这个时间间隔,即中断时间。本文将提出的方法应用于斯里兰卡山体滑坡的案例研究。本文的主要目标是提出一种可在更全面的框架中实施的表述方法,以更真实地计算系统对自然灾害的恢复能力。
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