Cross-correlation Coefficients for the Study of Repeating Earthquakes: An Investigation of Two Empirical Assumptions/Conventions in Seismological Interpretation Practice

For the identification and analysis of ‘repeating earthquakes,’ there are two empirical concepts. The first is the assumption that the cross-correlation coefficient of the filtered seismograms of closely spaced ‘repeaters’ depends exponentially on the inter-event separation distance. The second is t...

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Published inPure and applied geophysics Vol. 171; no. 3-5; pp. 425 - 437
Main Authors Han, Libo, Wu, Zhongliang, Li, Yutong, Jiang, Changsheng
Format Journal Article
LanguageEnglish
Published Basel Springer Basel 01.03.2014
Springer Nature B.V
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Abstract For the identification and analysis of ‘repeating earthquakes,’ there are two empirical concepts. The first is the assumption that the cross-correlation coefficient of the filtered seismograms of closely spaced ‘repeaters’ depends exponentially on the inter-event separation distance. The second is the convention that in processing regional seismograms, a 0.5–5.0-Hz band pass filter is used. In this article, using a simple layered structure model, we investigated the cross-correlation coefficient of the filtered synthetic seismograms of two closely located events, that is, a ‘doublet.’ We investigated the relation between the cross-correlation coefficient and the inter-event separation distance. Simulation shows that in the 0.5–5.0-Hz frequency band, even if for simple synthetic seismograms without considering lateral heterogeneity or scattering, the exponential dependence is only a first order approximation concept. To check the frequency dependence of the cross-correlation coefficient, we analyzed a group of seismograms of a ‘multiplet’ in Xiuyan, Liaoning, northeast China, recorded by the Regional Seismographic Network of Liaoning Province. The cross-correlation coefficients were observed to be relatively stable against frequency for the 0.5–5.0-Hz frequency band.
AbstractList For the identification and analysis of 'repeating earthquakes,' there are two empirical concepts. The first is the assumption that the cross-correlation coefficient of the filtered seismograms of closely spaced 'repeaters' depends exponentially on the inter-event separation distance. The second is the convention that in processing regional seismograms, a 0.5-5.0-Hz band pass filter is used. In this article, using a simple layered structure model, we investigated the cross-correlation coefficient of the filtered synthetic seismograms of two closely located events, that is, a 'doublet.' We investigated the relation between the cross-correlation coefficient and the inter-event separation distance. Simulation shows that in the 0.5-5.0-Hz frequency band, even if for simple synthetic seismograms without considering lateral heterogeneity or scattering, the exponential dependence is only a first order approximation concept. To check the frequency dependence of the cross-correlation coefficient, we analyzed a group of seismograms of a 'multiplet' in Xiuyan, Liaoning, northeast China, recorded by the Regional Seismographic Network of Liaoning Province. The cross-correlation coefficients were observed to be relatively stable against frequency for the 0.5-5.0-Hz frequency band.
For the identification and analysis of 'repeating earthquakes,' there are two empirical concepts. The first is the assumption that the cross-correlation coefficient of the filtered seismograms of closely spaced 'repeaters' depends exponentially on the inter-event separation distance. The second is the convention that in processing regional seismograms, a 0.5-5.0-Hz band pass filter is used. In this article, using a simple layered structure model, we investigated the cross-correlation coefficient of the filtered synthetic seismograms of two closely located events, that is, a 'doublet.' We investigated the relation between the cross-correlation coefficient and the inter-event separation distance. Simulation shows that in the 0.5-5.0-Hz frequency band, even if for simple synthetic seismograms without considering lateral heterogeneity or scattering, the exponential dependence is only a first order approximation concept. To check the frequency dependence of the cross-correlation coefficient, we analyzed a group of seismograms of a 'multiplet' in Xiuyan, Liaoning, northeast China, recorded by the Regional Seismographic Network of Liaoning Province. The cross-correlation coefficients were observed to be relatively stable against frequency for the 0.5-5.0-Hz frequency band.[PUBLICATION ABSTRACT]
Author Wu, Zhongliang
Li, Yutong
Jiang, Changsheng
Han, Libo
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crossref_primary_10_1029_2023GC010867
crossref_primary_10_3390_en16145322
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Source Time Function
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Snippet For the identification and analysis of ‘repeating earthquakes,’ there are two empirical concepts. The first is the assumption that the cross-correlation...
For the identification and analysis of 'repeating earthquakes,' there are two empirical concepts. The first is the assumption that the cross-correlation...
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StartPage 425
SubjectTerms Bandpass filters
Conventions
Correlation analysis
Correlation coefficient
Earth and Environmental Science
Earth Sciences
Earthquakes
Empirical analysis
Frequency bands
Geophysics/Geodesy
Heterogeneity
Mathematical models
Seismic activity
Seismic phenomena
Seismograms
Seismology
Separation
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Title Cross-correlation Coefficients for the Study of Repeating Earthquakes: An Investigation of Two Empirical Assumptions/Conventions in Seismological Interpretation Practice
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Volume 171
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