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Prediction equations for the effective number of cycles of ground motions for shallow crustal earthquakes

机译:地壳浅层地震有效地震动周期数的预测方程

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The number of ground motion cycles is one of important characteristics of seismic loadings. This paper presents new prediction equations for the effective numbers of cycles using the mixed-effects model and 7447 ground-motion recordings selected from the NGA-West2 database. Four measures of the effective numbers of ground motion cycles, including two absolute and two relative measures, were computed based on the rainflow range-counting approach. The proposed functional forms employ four predictor variables consisting of moment magnitude M, rupture distance R-rup, site condition parameter V-s30, depth-to-top-of-rupture parameter Z(tor), and a rupture directivity term I-dir. An additional sediment depth parameter Z(1) is incorporated in the predictive model for the absolute measures. The proposed models are applicable in predicting the effective numbers of cycles subjected to shallow crustal earthquakes with M ranging from 4 to 7.9, and rupture distance up to 300 km. It is also found that the standard deviations of the relative measures are much smaller than the absolute ones, indicating a higher level of predictability for the relative measures of ground motion cycles.
机译:地震动周期数是地震荷载的重要特征之一。本文使用混合效应模型和从NGA-West2数据库中选择的7447个地面运动记录,提出了有效周期数的新预测方程。基于雨流范围计算法,计算了地面运动周期有效数的四个量度,包括两个绝对量和两个相对量度。拟议的功能形式采用了四个预测变量,包括矩量M,破裂距离R-rup,现场条件参数V-s30,破裂深度至顶部参数Z(tor)和破裂方向项I-dir 。额外的沉积物深度参数Z(1)被纳入绝对措施的预测模型中。所提出的模型可用于预测M范围为4至7.9,破裂距离最远为300 km的浅地壳地震的有效周期数。还发现相对测量的标准偏差比绝对测量的标准偏差小得多,这表明地面运动周期的相对测量的可预测性较高。

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