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A semi-analytical formulation for accounting uncertainties of hazard parameters in structural seismic reliability analysis

机译:结构抗震可靠度分析中危害参数不确定性的半解析公式

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The probabilistic seismic hazard analysis (PSHA), is currently one of the most used approaches worldwide for assessing seismic hazard, and represents the mostly used approach adopted for the development of seismic maps. PSHA relies on strong mathematical bases, and it is a correct application of the Total Probability Theorem; it is thus able to combine three main sources of uncertainty, e.g. the earthquake magnitude, the source-to-site distance and the corresponding ground-shaking scenario. As a consequence, because of its intrinsic nature, also model parameters can be sources of variability, since most of the time they are extrapolated from historical data. Thus, this work wants to give a contribution on the debated problem of uncertainty in seismic hazard estimates, by proposing a semi-analytical formulation able to include uncertainties arising from model parameters, treating them, in turn, as random variables. The proposed formulation adopts the reliability index and its standard deviation for computing hazard curves characterized by an assumed probability to be underestimated. In the second part of the work, the formulation is applied to a case study represented by an existing bridge, showing its practical use and investigating how different levels of knowledge of seismic hazard model input parameters, can impact the outcomes of a classical structural seismic reliability or risk analysis carried out without taking into account such specific issue.
机译:概率地震危险性分析(PSHA)当前是全世界评估地震危险性最常用的方法之一,它代表了开发地震图所采用的最常用的方法。 PSHA依靠强大的数学基础,是总概率定理的正确应用;因此,它能够结合三个主要的不确定性来源,例如地震的震级,震源到震源的距离以及相应的震动情况。结果,由于模型参数的内在本质,模型参数也可能是变化的来源,因为大多数时候它们是从历史数据中推断出来的。因此,这项工作希望通过提出一种能够将模型参数引起的不确定性包括在内的半分析公式,将其视为随机变量,从而对地震危险性估计中存在的不确定性问题做出贡献。所提出的公式采用可靠性指标及其标准偏差来计算危险曲线,其特征是假设的概率被低估了。在工作的第二部分中,该公式被应用于以现有桥梁为代表的案例研究中,展示了其实际应用并调查了不同程度的地震灾害模型输入参数知识如何影响经典结构地震可靠性的结果或进行风险分析而没有考虑到此类特定问题。

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