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Fragility functions for eccentrically braced steel frame structures

机译:偏心支撑钢框架结构的易碎性功能

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Eccentrically braced frames (EBFs) represent an attractive lateral load resisting steel system to be used in areas of high seismicity. In order to assess the likely damage for a given intensity of ground shaking, fragility functions can be used to identify the probability of exceeding a certain damage limit-state, given a certain response of a structure. This paper focuses on developing a set of fragility functions for EBF structures, considering that damage can be directly linked to the interstorey drift demand at each storey. This is done by performing a Monte Carlo Simulation of an analytical expression for the drift capacity of an EBF, where each term of the expression relies on either experimental testing results or mechanics-based reasoning. The analysis provides a set of fragility functions that can be used for three damage limit-states: concrete slab repair, damage requiring heat straightening of the link and damage requiring link replacement. Depending on the level of detail known about the EBF structure, in terms of its link section size, link length and storey number within a structure, the resulting fragility function can be refined and its associated dispersion reduced. This is done by using an analytical expression to estimate the median value of interstorey drift, which can be used in conjunction with an informed assumption of dispersion, or alternatively by using a MATLAB based tool that calculates the median and dispersion for each damage limit-state for a given set of user specified inputs about the EBF. However, a set of general fragility functions is also provided to enable quick assessment of the seismic performance of EBF structures at a regional scale.
机译:偏心支撑框架(EBF)代表了一种有吸引力的抗侧向载荷钢系统,该系统可用于高地震区域。为了评估给定强度的地面震动可能造成的损坏,在给定结构的特定响应的情况下,可以使用脆弱性函数来确定超过特定损坏极限状态的可能性。考虑到破坏可以与每一层的层间漂移需求直接相关,本文着重于为EBF结构开发一组脆弱性函数。这是通过对EBF的漂移能力的分析表达式执行蒙特卡罗模拟来完成的,其中表达式的每个项都依赖于实验测试结果或基于机械原理的推理。该分析提供了一组脆弱性功能,可用于三种损坏极限状态:混凝土板维修,需要链节热矫直的损坏和需要链节更换的损坏。根据已知的有关EBF结构的详细程度,就其链节尺寸,结构中的链节长度和层数而言,可以改善所得的脆性函数并减少其相关的分散度。这可以通过使用解析表达式估算层间漂移的中值来完成,该中值可以与已知的色散假设结合使用,或者使用基于MATLAB的工具来计算每个损伤极限状态的中值和色散对于给定的一组用户指定的有关EBF的输入。但是,还提供了一组一般的脆性函数,以便能够在区域范围内快速评估EBF结构的抗震性能。

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