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SEISMIC FRAGILITY ANALYSIS OF DEGRADING STRUCTURALSYSTEMS

机译:退化结构体系的地震易损性分析

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Seismic fragility of a system describes the probability of the system to reach or exceed different degrees ofdamage, including possible collapse. These curves serve to predict the damage level and possible collapseof a structure due to a specific earthquake ground motion. Earlier work focused on developing seismicfragility curves of systems for several values of a calibrated damage index. A damage index is a factor thatrepresents the degree of damage of the structure, and typically ranges from 0 to 1, with the value of 1representing complete collapse. Collapse was therefore expressed implicitly as the state of the structurewhen its damage index approaches a value of 1. This research work focuses on developing seismicfragility curves for a collapse criterion, in an explicit form. To perform this task, new degradingconstitutive material models that represent collapse explicitly are developed. The newly developed modelstake into account strength softening, defined as the material degradation in strength after reaching its fullcapacity under static loading, and cyclic degradation in strength and stiffness under repeated reversedloading. Collapse is defined when the system completely loses its full capacity. Several degrading modelswere developed, a bilinear model, a modified Clough model, and a pinching model. An energy-basedcriterion is used in all models to estimate strength and stiffness degradation. The previously describeddegrading models were used to conduct the fragility study. An ensemble of recent earthquake records wasused in the work, and a variety of degrading systems that cover a wide range of periods, yield values, andlevel of degradation were considered. Several fragility curves are developed for a collapse criterion, andconclusions are drawn for each case. The newly developed fragility curves represent a major advancementover damage index-based fragility curves.
机译:系统的地震易损性描述了系统达到或超过不同程度的损坏(包括可能崩溃)的概率。这些曲线用于预测由于特定的地震地面运动而造成的破坏程度和结构可能的塌陷。较早的工作重点是针对标定的破坏指数的多个值,开发系统的地震脆弱性曲线。损坏指数是代表结构损坏程度的一个因素,通常在0到1的范围内,值为1表示完全坍塌。因此,当结构的破坏指数接近1时,塌陷被隐含地表示为结构的状态。这项研究工作着重于以显式形式为塌陷准则开发地震脆性曲线。为了执行此任务,开发了新的可表示分解的可降解本构材料模型。新开发的模型将强度软化考虑在内,强度软化定义为材料在静态载荷下达到其最大容量后强度下降,而在反复反向载荷下强度和刚度周期性下降。当系统完全失去其全部容量时,定义崩溃。开发了几种降级模型,双线性模型,改进的Clough模型和收缩模型。在所有模型中均使用基于能量的准则来估计强度和刚度退化。先前描述的降解模型用于进行脆性研究。工作中使用了一组近期的地震记录,并考虑了涵盖各种时期,屈服值和退化程度的各种退化系统。针对塌陷标准,绘制了几条脆性曲线,并针对每种情况绘制了结论。新开发的脆性曲线代表了基于损伤指数的脆性曲线的重大进步。

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  • 会议地点 Vancouver(CA);Vancouver(CA)
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    Dept. of Civ. & Env. Eng. Univ. of South Florida Tampa FL USA Email: aayoub@eng.usf.edu;

    Dept. of Civ. & Env. Eng. Univ. of South Florida USA;

    Dept. of Civ. & Env. Eng. Univ. of South Florida USA Email: mchenoud@eng.usf.edu;

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