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首页> 外文期刊>Bulletin of the Seismological Society of America >High-frequency ground-motion scaling in the Pacific Northwest and in northern and central California
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High-frequency ground-motion scaling in the Pacific Northwest and in northern and central California

机译:西北太平洋以及加利福尼亚北部和中部的高频地面运动定标

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Large data sets of vertical and horizontal seismograms from the Pacific Northwest Seismic Network, Northern California Seismic Network, and Berkeley Digital Seismic Network are used to study the high-frequency (0.25-16 Hz) ground-motion scaling characteristics in Washington-Oregon, northern California (39 degrees N to 42 degrees N and 119 degrees W to 124 degrees W), and central California (35 degrees N to 39 degrees N and 118 degrees W to 123 degrees W). We used peak filtered ground velocities to characterize the propagation, excitation, and site terms. The regression results for propagation were modeled using a geometrical spreading function, g(r), and a frequency-dependent attenuation, Q(f) = Q(0)f(eta). For the Pacific Northwest, the best Q model that fits the observation is expressed by Q(f) = 280f(0.55). The eastern central California and western central California results are parameterized with Q(f) = 280f(0.50) and Q(f) = 240f(0.35), respectively. The northern California results are not easy to model and require using a frequency-dependent. and a frequency-dependent geometrical spreading. The geometrical spreading effect for the frequencies higher than 5 Hz is very strong in that region. The excitation terms for the small events studied were modeled using a Brune's source model. An average stress drop of 30 bars was obtained for the Pacific Northwest. The northern California average value for stress drop is 90 bars. The observations of eastern central California were modeled with a stress drop of 49 bars, while the best fit for the western part required Delta sigma = 80 bars. The range of the values obtained for Q, g(r), and Delta sigma indicates that the ground-motion parameters for one region should not be used for another. As an example, our results show that the ground- motion amplitude due to an M-w 5.0 earthquake at a distance of 50 km is different by a factor of 1.5 between the Pacific Northwest and eastern central California.
机译:来自太平洋西北地震台网,北加利福尼亚地震台网和伯克利数字地震台网的垂直和水平地震图的大数据集用于研究北部华盛顿-俄勒冈州的高频(0.25-16 Hz)地震动定标特性加利福尼亚州(北纬39度至42度,西经119度至124度),中加利福尼亚州(北纬35度至39度,西经118度至123度)。我们使用峰值滤波的地面速度来表征传播,激发和站点项。使用几何扩展函数g(r)和随频率变化的衰减Q(f)= Q(0)f(eta)对传播的回归结果进行建模。对于西北太平洋地区,适合该观测值的最佳Q模型由Q(f)= 280f(0.55)表示。分别用Q(f)= 280f(0.50)和Q(f)= 240f(0.35)参数化东部中部加利福尼亚和西部中部加利福尼亚的结果。北加利福尼亚的结果很难建模,需要使用与频率相关的结果。以及与频率有关的几何扩展。在该区域中,高于5 Hz的频率的几何扩展效应非常强。使用Brune的源模型对所研究的小事件的激励项进行建模。西北太平洋地区平均应力下降了30巴。加利福尼亚北部的应力下降平均值为90巴。加利福尼亚中部东部的观测结果以49 bar的应力下降进行建模,而最适合西部地区的应力为Delta sigma = 80 bar。从Q,g(r)和Delta sigma获得的值的范围表示一个区域的地面运动参数不应用于另一区域。例如,我们的结果表明,在西北太平洋和加利福尼亚东部中部之间,由于50级距离处的5.0级M-w地震引起的地震动振幅相差1.5倍。

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