2010
DOI: 10.1007/s00024-010-0215-9
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Tsunamigenic Earthquakes: Past and Present Milestones

Abstract: We review a number of events which, taken individually, have significantly affected our understanding of the generation of tsunamis by earthquake sources and our efforts at mitigating their hazards, notably through the development of warning algorithms. Starting with the 1700 Cascadia earthquake, we examine how significant tsunamis have changed our views in fields as diverse as seismotectonics, the diversity of earthquake cycles, the development of warning algorithms, the response of communities at risk to war… Show more

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Cited by 21 publications
(23 citation statements)
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“…Following a similar approach, Okal [68] has used an algorithm developed in the context of the discrimination of man-made explosions as recorded on hydroacoustic signals [69] to characterize source duration through a parameter τ 1/3 expressing the time that the envelope of a teleseismic P wave filtered along Ni et al's [61] protocol is sustained at more than one-third its maximum amplitude. Then E and τ 1/3 can be compared through the parameter Φ = log 10 τ 1/3 − 1 3 log 10 E + 5.86 (2.3) (τ 1/3 in seconds, E in ergs), which should be invariant under scaling laws and with the constant (5.86) adjusted to give it a zero average value.…”
Section: (D) Quantifiers and Discriminants Based On Durationmentioning
confidence: 99%
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“…Following a similar approach, Okal [68] has used an algorithm developed in the context of the discrimination of man-made explosions as recorded on hydroacoustic signals [69] to characterize source duration through a parameter τ 1/3 expressing the time that the envelope of a teleseismic P wave filtered along Ni et al's [61] protocol is sustained at more than one-third its maximum amplitude. Then E and τ 1/3 can be compared through the parameter Φ = log 10 τ 1/3 − 1 3 log 10 E + 5.86 (2.3) (τ 1/3 in seconds, E in ergs), which should be invariant under scaling laws and with the constant (5.86) adjusted to give it a zero average value.…”
Section: (D) Quantifiers and Discriminants Based On Durationmentioning
confidence: 99%
“…Then E and τ 1/3 can be compared through the parameter Φ = log 10 τ 1/3 − 1 3 log 10 E + 5.86 (2.3) (τ 1/3 in seconds, E in ergs), which should be invariant under scaling laws and with the constant (5.86) adjusted to give it a zero average value. In the case of 'tsunami earthquakes', τ 1/3 is expected to be anomalously long, while E should be deficient, both properties resulting in an increase in Φ, which reaches values in excess of 0.35 and as high as 1.5 [68], and can thus serve as an efficient discriminant for this class of events. Finally, Lomax & Michelini [70] have used a somewhat more intricate approach in which they reconstruct an estimate of the earthquake's moment from E and a duration T R from the square root of the product (ET 3 R ), and then compare this energy-derived estimate to other determinations of the moment (presumably made at lower frequencies) to detect any anomalous behaviour in the source.…”
Section: (D) Quantifiers and Discriminants Based On Durationmentioning
confidence: 99%
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