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Wave gradiometry for USArray: Rayleigh waves

机译:USArray的波梯度法:瑞利波

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Wave gradiometry (WG) is a new array data processing technique to extract phase velocity, wave directionality, geometrical spreading, and radiation pattern from spatial gradients of waveforms. A weighted inversion method and a reducing velocity method are introduced to compute spatial gradients accurately for irregular arrays. Numerical experiments are conducted to test techniques and to evaluate the parameters determined from the WG method. We apply this method to USArray data for the western United States. In this study, Rayleigh waves from nine earthquakes with varying azimuths are analyzed. The stability of this method is shown by the similarity between the results from two nearly collocated earthquakes from the Kurile Islands. The error check shows the WG results are stable for ambient noise level as high as 10%. Phase velocities determined by WG and two station (TS) methods are statistically consistent, while these determined from beam forming method are systematically higher for wavelength larger than one quarter of the array diameter. Our results show that, first, the average phase velocities of Rayleigh waves range from 3.8 to 4.1 km/s for periods from 60 s to 150 s. This is consistent with average earth models. The prominent feature on the phase velocity map is that the Basin and Range province is dominated by velocity lows while the west coast of the United States and the north and northeastern Snake River plain are dominated by velocity highs. The Snake River plain appears to be a primary tectonic boundary. Second, azimuthal variations represent the accumulated wave directionality changes along the raypath. A velocity contrast of 0.25 km/s across the oceanic-continental lithosphere boundary along the west coast of the United States is needed to explain the negative azimuth variations. Third, geometrical spreading is slightly anticorrelated with phase velocity, which may suggest that amplitude variations in radial directions are subject to surface wave focusing and defocusing. Fourth, similar to the wave directionality, radiation pattern variations also exhibit strong path dependence. Further theoretical and experimental studies will be conducted to understand the two amplitude parameters: geometrical spreading and radiation pattern and their relations with the local geophysical properties.
机译:波梯度法(WG)是一种新的阵列数据处理技术,可从波形的空间梯度提取相速度,波方向性,几何扩展和辐射方向图。引入了加权反演方法和降速度方法来精确计算不规则阵列的空间梯度。进行了数值实验,以测试技术并评估由WG方法确定的参数。我们将此方法应用于美国西部的USArray数据。在这项研究中,分析了来自9个具有不同方位角的地震的瑞利波。该方法的稳定性由库里尔群岛两次几乎并置的地震结果之间的相似性表明。错误检查显示,WG结果在环境噪声水平高达10%时是稳定的。由WG和两个站(TS)方法确定的相速度在统计上是一致的,而对于大于大于阵列直径四分之一的波长,由波束形成方法确定的相速度在系统上更高。我们的结果表明,首先,在60 s至150 s的时间段内,瑞利波的平均相速度在3.8至4.1 km / s的范围内。这与平均地球模型是一致的。相速度图上的突出特征是盆地和山脉省份以速度低点为主,而美国西海岸和北部和东北的斯内克河平原则以速度高点为主。蛇河平原似乎是主要的构造边界。其次,方位角变化代表沿射线路径累积的波方向性变化。为了解释负方位角的变化,需要跨越美国西海岸的海陆-大陆岩石圈边界的速度差为0.25 km / s。第三,几何扩展与相速度略有反相关,这可能表明径向上的振幅变化会受到表面波聚焦和散焦的影响。第四,类似于波的方向性,辐射方向图变化也表现出很强的路径依赖性。将进行进一步的理论和实验研究,以了解两个振幅参数:几何扩展和辐射方向图及其与局部地球物理特性的关系。

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