Physics of Tsunamis 2015
DOI: 10.1007/978-3-319-24037-4_2
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Source of a Tsunami of Seismotectonic Origin

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Cited by 5 publications
(10 citation statements)
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“…Since then, similar meteotsunami models have been proposed for weather systems/storms interacting with the ocean (see, e.g. Murty 1984; Levin & Nosov 2009). These models correspond to the shallow-water equation (SWE) with a forcing that mimics the atmospheric pressure contributions, and are hereafter referred to as one-way coupled (OWC) as there is no feedback from the ocean to the atmosphere.…”
Section: Introductionmentioning
confidence: 99%
“…Since then, similar meteotsunami models have been proposed for weather systems/storms interacting with the ocean (see, e.g. Murty 1984; Levin & Nosov 2009). These models correspond to the shallow-water equation (SWE) with a forcing that mimics the atmospheric pressure contributions, and are hereafter referred to as one-way coupled (OWC) as there is no feedback from the ocean to the atmosphere.…”
Section: Introductionmentioning
confidence: 99%
“…Therefore, detecting the early arrival of tsunami-generated EM signals at geomagnetic observatories has the potential to provide an advance warning of the order of tens of minutes. This represents a notable improvement on traditional tsunameter networks based on bottom pressure sensors, which are capable of only real-time detection (Levin & Nosov 2016).…”
Section: Discussionmentioning
confidence: 99%
“…In this work, the initial sea surface displacements for hypothetical 7.0 and 8.0 Mw earthquakes along the Cocos Plate with epicenters at 16.9718°N–101.973°W, ~86 km from Zihuatanejo (near the epicenter of the April 18, 2014 earthquake 7.2 Mw, the last hardest submarine earthquake near Zihuatanejo [Servicio Sismológico Nacional; SSN, 2020]), were calculated using the Okada (1985) formulae with the okada85 function (Beaudecel, 2019) for a fault plane with a depth, strike, dip, and rake of 20 km, 300°, 14°, and 100°, respectively (Figures 5 and 6), values similar to those reported by the Harvard Centroid‐Moment‐Tensor Project catalog (CMT, 2020) for the September 19, 1985 earthquake 8.1 Mw. The fault length, width and average slip were calculated via the earthquake moment magnitude (Levin & Nosov, 2016), assuming incompressibility of water, and considering the initial water surface elevation from the mean sea level to be equivalent to the seabed displacement field induced by the slip on the fault plane. The movement of the seafloor was considered to be instantaneous, and the water surface followed the changes to the seafloor (Wang, 2009).…”
Section: Model For Simulating Tsunami Generation and Floodingmentioning
confidence: 99%