首页> 外文期刊>Journal of geophysical research. Solid earth: JGR >Repeating Earthquakes at the Edge of the Afterslip of the 2016 Ecuadorian M-W 7.8 Pedernales Earthquake
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Repeating Earthquakes at the Edge of the Afterslip of the 2016 Ecuadorian M-W 7.8 Pedernales Earthquake

机译:在2016年厄瓜多尔M-W 7.8 Pedernales地震的余烬边缘重复地震

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摘要

Repeating earthquakes repeatedly rupture the same seismic asperity and are strongly linked to aseismic slip. Here, we study the repeating aftershocks of the April 16, 2016 M-W 7.8 Pedernales earthquake in Ecuador, which generated a large amount of afterslip. Using temporary and permanent stations, we correlate waveforms from a one-year catalog of aftershocks. We sort events with a minimum correlation coefficient of 0.95 into preliminary families, which are then expanded using template-matching to include events from April 2015 to June 2017. In total, 376 repeaters are classified into 62 families of 4-15 events. They are relocated, first using manual picks, and then using a double difference method. We find repeating earthquakes during the whole period, occurring primarily within large aftershock clusters on the edges of the areas of largest afterslip release. Their recurrence times, shortened by the mainshock, subsequently increase following an Omori-type law, providing a timeframe for the afterslip's deceleration. Although they are linked temporally to the afterslip, repeater-derived estimates of slip differ significantly from GPS-based models. Combined with the fact that repeaters appear more spatially correlated with the afterslip gradient than with the afterslip maxima, we suggest that stress accumulation at the edge of the afterslip may guide repeater behavior.
机译:重复的地震会反复破坏相同的地震起伏,并与抗震滑动密切相关。在这里,我们研究了2016年4月16日厄瓜多尔M-W 7.8 Pedernales地震的重复余震,该地震产生了大量余震。利用临时和永久台站,我们将一年余震的波形关联起来。我们将最小相关系数为0.95的事件分类为初步系列,然后使用模板匹配进行扩展,以包括2015年4月至2017年6月的事件。总共有376个中继器分为62个系列,共4-15个事件。它们被重新定位,首先使用手动拾取,然后使用双差法。我们发现整个时期都有重复的地震,主要发生在最大余震释放区域边缘的大型余震群中。它们的复发时间因主震而缩短,随后根据Omori型规律增加,为后滑减速提供了时间框架。尽管它们在时间上与后滑有关,但由转发器得出的滑动估计值与基于GPS的模型有显著差异。结合重复序列在空间上与后滑梯度的相关性比与后滑最大值的相关性更大的事实,我们认为后滑边缘的应力累积可能会指导重复序列的行为。

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