Sensitivity of seismic fragility curves to multiple parameters using CyberShake simulated ground motions

IF 4.3 2区 工程技术 Q1 ENGINEERING, CIVIL
Houssam Al Jamal, Sarah Azar, Mayssa Dabaghi
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Abstract

Several alternatives exist to compute seismic fragility curves. This study takes advantage of the large pool of site-specific CyberShake simulated ground motions (GMs) to investigate the sensitivity of fragility curves to multiple analysis parameters: the analysis method (Multiple Stripe Analysis (MSA), Cloud Analysis (CA), or Incremental Dynamic Analysis), the number and intensity measure distribution of the GMs used, the GM selection method, and the amount of scaling. To this end, the fragility curve of a two-dimensional steel frame is calculated for every analysis variation at the life safety limit state. By varying one parameter at a time, we can separate the effects of the various parameters from one another. We also assess the effect of the analysis parameters on the mean annual rate of exceedance of life safety. We find that if GMs are selected adequately for each method, different analysis methods can lead to consistent mean annual rates of exceedance despite some differences in their fragility curves. Generally, MSA and the proposed CA that models the increase of response variability with ground motion intensity best match empirical fragility points. The number of GMs affects the results for all analysis methods, while the intensity distribution of GMs affects results differently in different methods. When GMs are required to match earthquake scenario parameters in addition to intensity, more conservative fragility curves are obtained. Finally, fragility curves are sensitive to excessive scaling. This study provides important insights for performance-based earthquake engineering.

利用 CyberShake 模拟地震动计算地震脆性曲线对多个参数的敏感性
存在几种计算地震易损性曲线的方法。本研究利用大量特定场地的CyberShake模拟地面运动(GM)来研究脆弱性曲线对多个分析参数的敏感性:分析方法(多条纹分析(MSA),云分析(CA)或增量动态分析),所使用的GM的数量和强度测量分布,GM选择方法和缩放量。为此,计算了二维钢框架在生命安全极限状态下的每一个分析变化的易损性曲线。通过一次改变一个参数,我们可以将各种参数的影响彼此分开。我们还评估了分析参数对生命安全平均年超越率的影响。我们发现,如果每种方法都选择了适当的gmm,尽管不同的分析方法在脆弱性曲线上存在一些差异,但它们可以得出一致的平均年超越率。一般来说,MSA和拟合响应变异性随地震动强度增加的CA最符合经验脆弱性点。gm的数量对所有分析方法的结果都有影响,而gm的强度分布对不同分析方法的结果影响不同。当要求GMs除匹配烈度外还要匹配地震情景参数时,得到的易损性曲线更为保守。最后,脆性曲线对过度缩放很敏感。这项研究为基于性能的地震工程提供了重要的见解。
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来源期刊
Earthquake Engineering & Structural Dynamics
Earthquake Engineering & Structural Dynamics 工程技术-工程:地质
CiteScore
7.20
自引率
13.30%
发文量
180
审稿时长
4.8 months
期刊介绍: Earthquake Engineering and Structural Dynamics provides a forum for the publication of papers on several aspects of engineering related to earthquakes. The problems in this field, and their solutions, are international in character and require knowledge of several traditional disciplines; the Journal will reflect this. Papers that may be relevant but do not emphasize earthquake engineering and related structural dynamics are not suitable for the Journal. Relevant topics include the following: ground motions for analysis and design geotechnical earthquake engineering probabilistic and deterministic methods of dynamic analysis experimental behaviour of structures seismic protective systems system identification risk assessment seismic code requirements methods for earthquake-resistant design and retrofit of structures.
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