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首页> 外文期刊>Bulletin of the Seismological Society of America >Estimated seismic intensity distributions for earthquakes in Taiwan from 1900 to 2008
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Estimated seismic intensity distributions for earthquakes in Taiwan from 1900 to 2008

机译:1900年至2008年台湾地震的估计地震烈度分布

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In this study we recreated peak ground accelerations (PGA) and peak ground velocity (PGV) distributions for Taiwan by applying the attenuation relations of Liu and Tsai (2005) to calculate the PGA and PGV values for 1989 M_w ≥5.0 earthquakes in a catalog of earthquakes from 1900 to 2008 with homogenized magnitude (M_w) (Chen and Tsai, 2008). We further combined the PGA and PGV values to obtain corresponding modified Mercalli intensity (MMI) values (Wald, Quitoriano, Heaton, Kanamori, et al., 1999) and their spatial distributions and recurrence intervals. We adopted a logarithmic functional form analogous to the Gutenberg-Richter relation for seismicity to represent the annual frequency of seismic intensity parameters: log_(10)(N)=a-b log_(10)(PGA), log_(10)(N)=a-b log_(10)(PGV), and log_(10)(N)=a-bI. The regions with high PGA and PGV values are often associated with low b values in these equations. As it is well known that the Mw 7.45 Chi-Chi earthquake of 21 September 1999 had produced high PGA values (in excess of 0:9g) and PGV values (in excess of 300 cm=s), we used these relations to estimate the Poisson probability distributions in Taiwan for MMI ≥ VIII (i.e., PGA ≥ 485g) for recurrence intervals of 30, 50, and 100 years. The results show a wide range of differences in the Poisson probability of MMI ≥ VIII among different areas of Taiwan. For example, for a 50-year interval, this probability at 10 major cities in Taiwan is as follows: Taipei 0.67%, Hsinchu 2.15%, Taichung 5.24%, Chiayi 24.35%, Tainan 1.61%, Kaohsiung 0.04%, Hengchun 4.94%, Ilan 17.67%, Hualien 37.04%, and Taitung 9.82%. These estimates should be of interest to city planners, especially for earthquake preparedness planning.
机译:在这项研究中,我们通过应用Liu和Tsai(2005)的衰减关系来计算1989年M_w≥5.0地震的PGA和PGV值,从而重新建立了台湾的峰值地面加速度(PGA)和峰值地面速度(PGV)分布。 1900年至2008年地震的震级均等(M_w)(Chen and Tsai,2008)。我们进一步结合了PGA和PGV值以获得相应的修正的Mercalli强度(MMI)值(Wald,Quitoriano,Heaton,Kanamori等人,1999)及其空间分布和复发间隔。我们采用类似于古腾堡-里希特关系的对数函数形式表示地震强度,以表示地震强度参数的年频率:log_(10)(N)= ab log_(10)(PGA),log_(10)(N)= ab log_(10)(PGV),并且log_(10)(N)= a-bI。在这些方程式中,具有高PGA和PGV值的区域通常与低b值相关联。众所周知,1999年9月21日的7.45 Mch Chi-Chi地震产生了很高的PGA值(超过0:9g)和PGV值(超过300 cm = s),我们使用这些关系来估算MMI≥VIII(即PGA≥485 g)在台湾的30、50和100年复发间隔的Poisson概率分布。结果表明,台湾不同地区的MMI≥VIII的泊松概率差异很大。例如,在50年的时间间隔内,台湾10个主要城市的概率如下:台北0.67%,新竹2.15%,台中5.24%,嘉义24.35%,台南1.61%,高雄0.04%,恒春4.94%,宜兰17.67%,花莲37.04%和台东9.82%。这些估计值应为城市规划人员所感兴趣,尤其是对于地震准备计划而言。

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