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On the apparent attenuation in the spatial coherence estimated fromseismic arrays

机译:从地震阵列估计的空间相干性中的表观衰减

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Several recent studies have used the coherence of seismic noise between stations to retrieve the phase slowness and attenuation. However, there is considerable debate on the feasibility of attenuation retrieval, its interpretation, and its dependence on the noise directionality and has been the subject of several analytical and numerical studies. In this article, we perform a detailed analysis of the various factors that play a role in the estimation of spatial coherence and attenuation from seismic arrays using data from the Southern California Seismic Network. For instance, certain common preprocessing steps such as averaging neighboring frequencies to improve the estimate are sufficient to introduce attenuation-like effects. The presence of first-mode surface Rayleigh wave and P waves in addition to the fundamental mode in Southern California (at frequencies 0.05–0.2 Hz) suggests that the underlying spatial coherence is better modeled as a linear combination of the above wave types. Although this describes the observed coherence better than a simple zeroth-order Bessel function, the resulting phase cancelations due to the multiple seismic waves can be misconstrued as attenuation if not taken into consideration. Using simulations, we show that due to the slowness inhomogeneity, azimuthally averaging the coherence is not equivalent to homogenizing the medium and instead introduces apparent attenuation in the coherence due to interference. Trying to fit an exponential decay model to this apparent attenuation results in an attenuation coefficient which is similar to previously published results.
机译:最近的一些研究已经利用站间地震噪声的相干性来检索相位慢度和衰减。但是,关于衰减恢复的可行性,其解释及其对噪声方向性的依赖性,存在许多争论,并且已经成为一些分析和数值研究的主题。在本文中,我们使用来自南加州地震台网的数据,对在估计地震阵列的空间相干性和衰减中起作用的各种因素进行了详细分析。例如,某些常见的预处理步骤(例如,对相邻频率进行平均以提高估计值)足以引入类似衰减的效果。在南加州(频率为0.05-0.2 Hz),除了基本模式外,还存在第一模式表面瑞利波和P波,这表明较好地将基础空间相干性建模为上述波类型的线性组合。尽管这比简单的零阶贝塞尔函数更好地描述了观测到的相干性,但是如果不考虑这些因素,则由于多重地震波而导致的相位抵消可能会误认为衰减。使用模拟显示,由于缓慢的不均匀性,对方位角进行平均并不等同于均化介质,而是由于干扰而导致了相干性的明显衰减。尝试将指数衰减模型拟合到此表观衰减会导致衰减系数与先前发布的结果相似。

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