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首页> 外文期刊>Pure and Applied Geophysics >Modeling Earthquake Recurrence in the Himalayan Seismic Belt Using Time-Dependent Stochastic Models: Implications for Future Seismic Hazards
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Modeling Earthquake Recurrence in the Himalayan Seismic Belt Using Time-Dependent Stochastic Models: Implications for Future Seismic Hazards

机译:使用时间依赖随机模型在喜马拉雅地震带中建模地震复发:对未来地震危害的影响

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Interest in and pertinent studies related to the seismic hazard in the Himalayan region have increased significantly since the instrumental era, and each damaging earthquake encourages its reestimation. In the work presented herein, the non-Poissonian probabilities of exceedance of magnitudes in a specified time in the future were investigated for different elapsed times based on the recurrence time intervals of past earthquakes in the Himalaya, using the Weibull, log-normal, gamma, and inverse Gaussian stochastic models. The whole Himalayan arc is divided into four seismogenic source zones, viz. the Northwestern Himalayas (zone 1), the Central Seismic Gap Region (zone 2), the Eastern Nepal and Sikkim (zone 3), and the Eastern Himalayas (zone 4), by considering approximately 380 years of seismological data. The suitability of each stochastic model for each zone was estimated using the Kolmogorov-Smirnov (K-S) test, to describe the different physical processes responsible for earthquake occurrence. The results show that the gamma, inverse Gaussian, log-normal, and inverse Gaussian models were most suitable for zones 1-4, respectively, for M >= 6.0. The cumulative probability of recurrence intervals reaches up to 90% in 30 years for zones 1 and 2, 49 years for zone 3, and 41 years for zone 4. The estimated conditional probability reaches 90% in 30 years in zone 1, 35 years in zone 2, and 50 years in zones 3 and 4. The most suitable models for M >= 7.0 were found to be the log-normal for zones 1, 2, and 3 and gamma for zone 4. The cumulative probability for M >= 7.0 reaches 90% in 85 years in zone 1, 86 years in zone 2, 93 years in zone 3, and 148 years in zone 4. The estimated conditional probabilities reach 90% in 80 years in zone 1, 90 years in both zone 2 and 3, and 150 years in zone 4. It is strongly recommended that model suitability be evaluated in complex regions such as the Himalaya before proceeding with seismic hazard assessments. The heterogeneous and complex tectonics of the Himalayas, differentiated plate motions, different stress release patterns (spatially and temporally), and locking/unlocking of faults/thrusts are some of the reasons responsible for the different probabilistic models describing the earthquake occurrence phenomena in these four zones.
机译:自乐器时代以来,喜马拉雅地区地震危险有关的兴趣和相关研究从乐器时代增加了显着增加,每种破坏性地震都会鼓励其再现。在本文所呈现的工作中,根据Himulla中过去地震的复发时间间隔,研究了未来未来在指定时间内的非泊松概率,使用Weibull,Log-Normal,Gamma ,逆高斯随机模型。整个喜马拉雅弧分为四个地震源区,ZIZ。西北喜马拉雅山(1区),中央地震隙区(2区),东尼泊尔和锡金(3区),以及东部喜马拉雅山(4区),考虑到大约380年的地震数据。使用Kolmogorov-Smirnov(K-S)测试估计每个区域的每个随机模型的适用性,以描述负责地震发生的不同物理过程。结果表明,伽玛,逆高斯,逻辑正常和逆高斯模型分别适用于区域1-4,用于M> = 6.0。复发间隔的累积概率在30年内达到高达90%,为3区,49岁,41岁,41岁。估计的条件概率在35岁区30年内达到90%区域2和50年的区域3和4. M> = 7.0的最合适的模型被发现是区域1,2和3的逻辑正常和区域4. m>累积概率= 7.0在第1区,86岁区内85岁达到90%,在3区,93岁处,40栋48年。估计的条件概率在80年代达到90年,在第2区90年内达到90% 4和3,和150年的区域4.强烈建议在进行地震危险评估之前在诸如喜马拉雅等复杂地区进行模型适当性。喜马拉雅山脉的异构和复杂的构造,差异化板运动,不同的应力释放模式(空间和时间)以及锁定/解锁的故障/推力是对描述这四个地震发生现象的不同概率模型负责的原因区域。

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