2007
DOI: 10.1785/0120040091
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Magnitude-Period Scaling Relations for Japan and the Pacific Northwest: Implications for Earthquake Early Warning

Abstract: Scaling relations between the predominant period of P-wave arrivals and earthquake magnitude are explored using datasets from the Pacific Northwest and Japan, and compared with previous observations in southern California (Allen and Kanamori, 2003). We find the same scaling for events in all three geologically diverse regions. The sensitivity of the predominant period observation to magnitude can be optimized using various frequency bands for different magnitude ranges and in different regions. The ability to … Show more

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Cited by 24 publications
(9 citation statements)
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References 26 publications
(34 reference statements)
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“…The Earthquake Alarm Systems (ElarmS) methodology [ Allen and Kanamori , 2003] has been tested using data from southern California, Taiwan, Japan and the Pacific Northwest of the United States [ Olson and Allen , 2005; Lockman and Allen , 2007], and uses the maximum predominant period ( τ p max ) of the first 1 to 4 s of the P wave as an estimate of earthquake magnitude. The ElarmS methodology has been shown to be effective in these areas for M 3 and larger earthquakes [ Allen and Kanamori , 2003; Lockman and Allen , 2005; Olson and Allen , 2005; Allen , 2006; Lockman and Allen , 2007; Allen , 2007]. In the process of testing ElarmS in northern California, we find that using both τ p max and the peak amplitude of the P wave improves the accuracy of the ElarmS magnitude estimate.…”
Section: Introductionmentioning
confidence: 99%
“…The Earthquake Alarm Systems (ElarmS) methodology [ Allen and Kanamori , 2003] has been tested using data from southern California, Taiwan, Japan and the Pacific Northwest of the United States [ Olson and Allen , 2005; Lockman and Allen , 2007], and uses the maximum predominant period ( τ p max ) of the first 1 to 4 s of the P wave as an estimate of earthquake magnitude. The ElarmS methodology has been shown to be effective in these areas for M 3 and larger earthquakes [ Allen and Kanamori , 2003; Lockman and Allen , 2005; Olson and Allen , 2005; Allen , 2006; Lockman and Allen , 2007; Allen , 2007]. In the process of testing ElarmS in northern California, we find that using both τ p max and the peak amplitude of the P wave improves the accuracy of the ElarmS magnitude estimate.…”
Section: Introductionmentioning
confidence: 99%
“…Nakamura's approach is to use the predominant period, that is, the frequency content, of the first few seconds of the P-wave to estimate the magnitude of an earthquake. Similar magnitude-frequency scaling relations have been developed for various regions around the world (Allen and Kanamori, 2003;Kanamori, 2005;Lockman and Allen, 2007;Nakamura, 2004;Simons et al, 2007;Wu and Kanamori, 2005a,b), although the approach also has its detractors (e.g., Rydelek and Horiuchi, 2006; see also Olson and Allen, 2006 response). Observations from the first few seconds of P-waves recorded within $150 km of the epicenter of 3 M 8.3 earthquakes around the world show a scaling relation between magnitude and frequency content, t max p , as shown in Figure 14 (Olson and Allen, 2005).…”
Section: S-waves Versus P-wavesmentioning
confidence: 64%
“…τ max p is computed for each triggered vertical channel within 100 km. While single observations of τ max p show wide scattering, magnitude estimates tend to be stable and reliable when averaged over at least four stations (Lockman and Allen, 2007). Observations for Southern California (Allen and Kanamori, 2003), Northern California (Wurman et al, 2007), and from a global data set (Olson and Allen, 2005) indicate that the dominant period scales with magnitude over a wide range of magnitudes (M 3.0-8.3).…”
Section: Elarms Methodologymentioning
confidence: 88%