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New fuzzy method in choosing Ground Motion Prediction Equation (GMPE) in probabilistic seismic hazard analysis

机译:概率地震灾害分析中地震动预测方程(GMPE)选择的新模糊方法

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摘要

Recently, seismic hazard analysis has become a very significant issue. New systems and available data have been also developed that could help scientists to explain the earthquakes phenomena and its physics. Scientists have begun to accept the role of uncertainty in earthquake issues and seismic hazard analysis. However, handling the existing uncertainty is still an important problem and lack of data causes difficulties in precisely quantifying uncertainty. Ground Motion Prediction Equation (GMPE) values are usually obtained in a statistical method: regression analysis. Each of these GMPEs uses the preliminary data of the selected earthquake. In this paper, a new fuzzy method was proposed to select suitable GMPE at every intensity (earthquake magnitude) and distance (site distance to fault) according to preliminary data aggregation in their area using alpha cut. The results showed that the use of this method as a GMPE could make a significant difference in probabilistic seismic hazard analysis (PSHA) results instead of selecting one equation or using logic tree. Also, a practical example of this new method was described in Iran as one of the world's earthquake-prone areas.
机译:最近,地震危险性分析已经成为非常重要的问题。还开发了新的系统和可用数据,可以帮助科学家解释地震现象及其物理学。科学家已经开始接受不确定性在地震问题和地震灾害分析中的作用。然而,处理现有的不确定性仍然是一个重要的问题,并且数据的缺乏导致难以精确地量化不确定性。地面运动预测方程(GMPE)值通常通过统计方法获得:回归分析。每个GMPE都使用选定地震的初步数据。在本文中,提出了一种新的模糊方法,根据使用Alpha Cut的区域内的初步数据聚集,在每种强度(地震震级)和距离(到断层的距离)上选择合适的GMPE。结果表明,使用这种方法作为GMPE可以在概率地震危险性分析(PSHA)结果中产生显着差异,而不是选择一个方程式或使用逻辑树。此外,伊朗将这种新方法的一个实际例子描述为世界上地震多发地区之一。

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