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Probabilistic Seismic Demand Models for Multi Span Continuous Steel Girder Bridges Using Fractional Order Intensity Measures

机译:使用分数阶强度措施的多跨连续钢梁桥的概率抗震型材

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Probabilistic seismic analysis of structures involves the construction of seismic demand models, often stated as probabilistic models of structural response conditioned on a seismic intensity measure (IM). The uncertainty introduced by the model is often a result of the chosen intensity measure. This paper introduces the concept of using fractional order intensity measures in probabilistic seismic demand analysis using multi span continuous steel girder bridges as a case study. It also demonstrates the advantage of fractional order IMs relative to conventional intensity measures like peak ground acceleration, velocity and displacement. Metrics such as efficiency, sufficiency, practicality and proficiency are measured to assess their optimal nature. The proposed fractional order intensity measures provide improved statistical tools and demand models that can be used in site specific probabilistic seismic demand analysis.
机译:结构的概率地震分析涉及地震需求模型的构建,通常表示为在地震强度测量(IM)上调节的结构响应的概率模型。由模型引入的不确定性通常是所选强度度量的结果。本文介绍了使用多跨连续钢梁桥以概率抗震性能分析中使用分数阶强度措施的概念作为案例研究。它还展示了相对于峰接地加速度,速度和位移等传统强度测量的分数顺序IMS的优点。测量效率,充足,实用性和熟练程度等度量来评估其最佳性质。所提出的分数级强度措施提供了改进的统计工具和需求模型,可用于现场特定的概率地震需求分析。

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