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首页> 外文期刊>Bulletin of the Seismological Society of America >Rapid Estimation of Earthquake Magnitude from the Arrival Time of the Peak High-Frequency Amplitude
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Rapid Estimation of Earthquake Magnitude from the Arrival Time of the Peak High-Frequency Amplitude

机译:从峰值高频振幅的到达时间快速估算地震震级

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摘要

We propose a simple approach to measure earthquake magnitude M using the time difference (T-op) between the body-wave onset and the arrival time of the peak high-frequency amplitude in an accelerogram. Measured in this manner, we find that M-w is proportional to 2 log T-op for earthquakes 5 <= M-w <= 7, which is the theoretical proportionality if T-op is proportional to source dimension and stress drop is scale invariant. Using high-frequency (>2 Hz) data, the root mean square (rms) residual between M-w and M-Top (M estimated from T-op) is approximately 0.5 magnitude units. The rms residuals of the high-frequency data in passbands between 2 and 16 Hz are uniformly smaller than those obtained from the lower-frequency data. T-op depends weakly on epicentral distance, and this dependence can be ignored for distances <200 km. Retrospective application of this algorithm to the 2011 Tohoku earthquake produces a final magnitude estimate of M 9.0 at 120 s after the origin time. We conclude that T-op of high-frequency (>2 Hz) accelerograms has value in the context of earthquake early warning for extremely large events.
机译:我们提出了一种简单的方法,利用体波开始与加速度图中峰值高频振幅到达时间之间的时间差(T-op)来测量地震震级M。以这种方式进行测量,我们发现对于5 <= M-w <= 7的地震,M-w与2 log T-op成正比,如果T-op与震源尺寸成正比且应力降为尺度不变,则这是理论比例。使用高频(> 2 Hz)数据,M-w和M-Top(根据T-op估算的M)之间的均方根(rms)残差约为0.5个量级单位。在2和16 Hz之间的通带中,高频数据的均方根残差始终小于从低频数据获得的均方根残差。 T-op对震中距离的依赖性很小,对于小于200 km的距离,这种依赖性可以忽略。该算法在2011年东北地震中的回顾性应用产生了原始时间120 s时的最终震级M 9.0。我们得出的结论是,高频(> 2 Hz)加速度图的T-op在地震预警中对超大型事件具有价值。

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