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Rupture directivity and source-process time of the September 20, 1999 Chi-Chi, Taiwan, earthquake estimated from Rayleigh-wave phase velocity

机译:根据瑞利波相速度估算的1999年9月20日台湾集集地震的破裂方向性和震源过程时间

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Rayleigh-wave phase-delay differences between the main shock and its aftershocks, regarded as source duration varying with azimuth, at period range of 60 ~ 120 seconds, were used to rapidly determine the rupture directivity and the source-process time of the 1999 Chi-Chi, Taiwan, earthquake. Results show that the earthquake faulting exhibits an obvious directivity with an optimal rupture azimuth of about 42 ° in the northeast direction. The earthquake has an average source-process time at 40.6 ± 0.5 sec and a rupture length of 77.0 ± 3.6 km during rupture. In addition, periods at nodes of amplitude spectra of the main shock were adopted to estimate the rupture time, to be about 34.0 ± 0.7 sec; the rise time of 6.7 ± 0.6 sec, and a slightly slow rupture velocity, 2.27 ± 0.15 km/sec, were also obtained. According to Savage's suggestion, the rupture width of the fault was estimated to be 30.5 ± 4.5 km. Relying on these estimated faults parameters, we calculate the average static stress drop of about 56 bars, lying in between the stress drop of interplate earthquakes and intraplate earthquakes. We also infer the average dynamic stress drop of 52 bars based on Brune's theory. By the comparison of the two stress-drops, an Orowan's stress model or a stress model of frictional overshot is probably appropriate to describe the rupture behavior of the earthquake. The radiated seismic energy, then, was estimated at about 1.9 1023 ergs, about 16 times larger than the value reported by the USGS.
机译:主震及其余震之间的瑞利波相位延迟差被视为震源持续时间随方位角在60〜120秒的范围内变化,用于快速确定1999 Chi的破裂方向和震源处理时间。 -台湾志震。结果表明,地震断层表现出明显的指向性,东北方向的最佳破裂方位角约为42°。地震的平均震源过程时间为40.6±0.5秒,破裂期间的破裂长度为77.0±3.6 km。另外,采用主震振幅谱节点的周期来估计破裂时间,约为34.0±0.7秒。上升时间为6.7±0.6秒,破裂速度略慢,为2.27±0.15公里/秒。根据Savage的建议,断层的破裂宽度估计为30.5±4.5 km。根据这些估计的断层参数,我们计算出大约56巴的平均静态应力降,介于板间地震和板内地震之间。我们还根据Brune的理论推断出52 bar的平均动应力下降。通过比较两个应力降,Orowan应力模型或摩擦超冲应力模型可能更适合描述地震的破裂行为。然后,估计辐射的地震能量约为1.9 10 23 ergs,约为USGS报告的值的16倍。

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