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地脉动记录中台风扰动和低频波前兆信息的频带区别研究 被引量:7

Research on Frequency Difference between Typhoon Disturbance and Precursor Information of Low Frequency Wave in Microtremor Recordings
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摘要 通过对宽频带数字资料在昆仑山口西8.1级、汶川8.0级、民乐-山丹6.1级地震前地脉动幅度和频谱变化的研究,发现在震前几天地脉动有明显的扰动变化,初步认为是大震的低频波前兆异常.而强台风对地脉动也有类似的扰动现象.从频率域对比研究后初步认为:低频波前兆异常的可能频带范围是0.1~0.14 Hz,而强台风对地脉动的扰动频率范围是0.15~0.30 Hz.区别对待这两个频带,对跟踪强震临震异常有现实意义. Through studying the amplitude and spectral change of microtremor before the west to Kunlun Mountain Pass Ms8.learthquake,Wenchuan Ms8.0 earthquake and Minle-Shandan Ms6.1 earthquake based on the broadband digital data,we found that the microtremor disturbance changed obviously in a few days before the earthquake,which might be the low-frequency wave precursory anomalies before the large earthquake,and the strong typhoon has the similar disturbance to the microtremor.From the comparison of frequency domain of typhoon disturbance and precursor information of low frequency wave,we obtained that the frequency range of low-frequency wave precursor anomaly is 0.1 ~0.14 Hz,and the disturbance frequency range of strong typhoon on the microtremor is 0.15 ~0.30 Hz.To distinguish these two bands has the realistic significance to tracking the impending earthquake anomaly of the strong earthquake.
出处 《地震研究》 CSCD 北大核心 2014年第1期66-72,共7页 Journal of Seismological Research
基金 中国地震局"三结合"课题(2013057)资助
关键词 地脉动 强台风 低频波 频谱分析 地震前兆异常 microtremor strong typhoon low-frequency wave spectrum analysis earthquake precursor anomaly
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  • 1姚同福,付印发,侯康明,王先.1976年松潘7.2级地震前几种异常波形的记录特征及其在大震短临预报中的意义[J].西北地震学报,1994,16(2):57-61. 被引量:9
  • 2郑文俊,2何文贵,赵广坤,马尔曼.2003年甘肃民乐—山丹6.1,5.8级地震发震构造及发震机制探讨[J].地震研究,2005,28(2):133-140. 被引量:22
  • 3Logan J M.岩石摩擦评述[A]..地震理论与实验译文集[C].北京:地震出版社,1979.220-223.
  • 4BonafedeM M Boschi.缓慢震源过程的动力学模式[A]..地震观测理论和解释[C].北京:地震出版社,1992.209-218.
  • 5M.巴特,许立达译.地震学引论.北京:地震出版社,1978
  • 6彼得.鲍曼主编.新地震观测实践手册.北京:地震出版社,2007
  • 7杨立明.西北地区地震短期综合预测方法研究.见:“十五”国家科技攻关项目子专题结题报告.2005
  • 8Daubechies I.Orthonormal bases of compactly supported wavelet.Communications on Pure and Applied Mathematics,1988,41:909-996
  • 9Daubechies I.Ten Lectures on Wavelets.CBMS-NSF Series in Applied Mathematics,SIAM,Philadelphia,1992
  • 10Mallat S.Multireaolution approximations and wavelet orthonormal bases of L2 (R).Transactions of the American Mathematical Society,1989,315:69-87

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