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Regional seismicity as a flow of clusters: A case study in California and Nevada. Ilya Zaliapin & Jennifer Bautista. Department of Mathematics and Statistics University of Nevada, Reno. Thanks to: John Anderson, Iain Bailey, Yehuda Ben-Zion, Andrew Hicks, Peter Powers, and Zhigang Peng.
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Regional seismicity as a flow of clusters: A case study in California and Nevada Ilya Zaliapin & Jennifer Bautista Department of Mathematics and Statistics University of Nevada, Reno Thanks to: John Anderson, Iain Bailey, Yehuda Ben-Zion, Andrew Hicks, Peter Powers, and Zhigang Peng SSA Annual Meeting * Friday, April 23, 2010
Outline Earthquake clustering: existence and detection 1 1 Seismicity as a flow of clusters 2 2 Non-aftershock clustering: Swarms 3 3 Summary 4 4
Earthquake cluster analysis Baiesi and Paczuski, PRE, 69, 066106 (2004) Zaliapin et al., PRL, 101, 018501(2008)
Expected number of EQs with magnitude m (Fractal) dimension of epicenters Intercurrence time Spatial distance Gutenberg-Richter law Distance between EQs Magnitude m Space Time [M. Baiesi and M. Paczuski, PRE, 69, 066106 (2004)]
Spatio-temporal distribution of neighbors Homogeneous flow (no clusters) Rescaled distance, log R Rescaled time, log T [Zaliapin et al., PRL, 101, 018501(2008)]
Spatio-temporal distribution of neighbors Homogeneous flow (no clusters) Rescaled distance, log R Clusters Rescaled time, log T [Zaliapin et al., PRL, 101, 018501(2008)]
Regions & catalogs analyzed California (1984-present, m ≥ 2.0) ANSS, http://www.ncedc.org/anss/catalog-search.html Southern California (1981-2005, m ≥2.0) Shearer et al. (2005),BSSA, 95(3), 904–915. Lin et al. (2007), JGR, 112, B12309. Parkfield (1984-2005, m > 0.0) Thurber et al. (2006), BSSA, 96, 4B, S38-S49. 25 individual fault zones in CA (1984-2002) Powers and Jordan(2009), JGR, in press. Hauksson and Shearer (2005), BSSA, 95(3), 896–903. Shearer et al. (2005),BSSA,95(3), 904–915. Nevada (1990-present, m ≥1.0) Nevada Seismological Laboratory http://www.seismo.unr.edu/Catalog/search.html World-wide (1973-present, m ≥4.0 ) USGS/NEIC http://earthquake.usgs.gov/earthquakes/eqarchives/epic/epic_global.php
Shearer et al. (2005),BSSA, 95(3), 904–915 70895 events, m ≥ 2
Separation of clustered and homogeneous parts Homogeneous part (as in Poisson process) Clustered part: events are much closer to each other than in the homogeneous part
World seismicity, USGS/NEIC m ≥ 4.0; 223,600 events California, Shearer et al. (2005) m ≥ 2.0; 70,895 events Nevada, Nevada SeismoLab m > 1.0; 75,351 events Parkfield, Thurber et al. (2006) m > 0.0; 8,993 events
Identification of clusters: data driven Cluster #3 Cluster #1 Cluster #2 weak link strong link
Identification of event types: problem driven Foreshocks Mainshock Aftershocks Time
Declustering at a glance: California
Shearer et al. (2005) catalog, m ≥ 2 22537 main + 43384 after + 4974 foreshocks 32% main + 61% after + 7% foreshocks Mainshocks
Shearer et al. (2005) catalog: 70895 events, m ≥ 2 All events Mainshocks
Cluster size distribution P(N >x) x-g ; g 1
Aftershock productivity ‹Naft(m)› 10am ; a 1
Cluster energy distribution ‹M(m)› 10bm ; b 1.5
A case study in Nevada: Mogul-Somersett sequence of 2008
Nevada, NSL, m ≥ 1.0, 75351 events 21209 (28%) mainshocks 44363 (59%) aftershocks 9770 (13%) foreshocks
Nevada, NSL, m ≥ 1.0, 75351 events 21209 (28%) mainshocks 44363 (59%) aftershocks 9770 (13%) foreshocks Mainshocks
The Mogul-Somersett sequence of 2008 is comprised of a single cluster with mainshock of m = 4.7 and the record number of foreshocks, Nfor = 454. The Nevada mean for m ≥4.7 is 17.2.
Summary Existence of two EQ populations: clustered and homogeneous 1 1 A unified approach to study aftershocks, foreshocks, swarms, etc. Notable deviation from self-similarity Objective non-parametric declustering Seismicity: Flow of clusters 2 2 Non-aftershock clustering: Swarms 3 3 Mogul-Somersett sequence: a sequence with record aftershock/foreshock productivity. 4 4
Average cluster duration ‹Taft(m)› 10qm ; q 1.5