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Annual Meeting - SCEC.org

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Poster Abstracts | Group 2 – Seismology<br />

Several new methods have been developed to retrieve local Green’s functions based on the crosscorrelation<br />

of ambient noise (station-to-station) and conventional (source-to-station) inversions.<br />

The latter methods provide the most broadband results but require accurate source parameters for<br />

phase-delay recovery which depends on the starting model. We can avoid this trade-off by<br />

applying the cut-and-paste technique which allows adjustable timing shifts to correct paths. We<br />

use a tomographic model based on these delays from a large population of events to predict those<br />

derived from the recent Chino Hills event and perform a test against direct inversion results.<br />

Delays derived from ambient-noise relative to the nearest stations are generally compatible but<br />

indicate multi-pathing issues along some paths. It appears that these two methods can be<br />

combined to achieve more accurate results.<br />

2-136<br />

COMMUNITY VELOCITY MODEL FOR THE NEW MADRID REGION, CENTRAL<br />

U.S. Boyd OS, Soble J, and Verbanaz R<br />

In 1811-1812, a series of three major earthquakes struck the Central United States in the New<br />

Madrid Seismic Zone. Having magnitudes near 7.5 and being located within the relatively stable<br />

interior of the North American Continent, these events produced widespread strong shaking. If<br />

these events were to occur today, there would be substantial devastation to people, buildings and<br />

transportation and communication infrastructure. To better understand this threat and in<br />

preparation for the upcoming bicentennial, the US Geological Survey is planning to produce and<br />

support sophisticated numerical simulations of earthquake rupture and seismic wave propagation<br />

due to a repeat of these events. To kick off this effort, the USGS began the development and<br />

construction of a community seismic velocity model for use in these numerical simulations. We<br />

have collected existing research regarding the p- and s-wave velocities, impedance contrasts and<br />

densities of the lithosphere in the New Madrid region and synthesized these results into a single<br />

model that can be used in earthquake simulations. We have identified areas of missing or<br />

incomplete information for further study. The region covers an area of approximately 600,000<br />

square km from Little Rock, Arkansas across to Nashville Tennessee, up to St Louis, Missouri. The<br />

model has currently been gridded at 3 km lateral resolution and from 5-m resolution near the<br />

surface to 10-km resolution at 100 km depth. Less but still substantial uncertainty exists for the<br />

Mississippi Embayment where a majority of the research has been done. Newer regional models<br />

such as those by van der Lee and others and Liang and Langston have improved regional<br />

resolution beyond a 1-dimensional model, but for ground motion simulations, greater resolution<br />

outside the Embayment is desired.<br />

2-137<br />

SURFACE WAVE CONSTRAINTS ON CRUSTAL S-WAVE VELOCITY STRUCTURE<br />

Yano TE, Tanimoto T, and Alvizuri CR<br />

S-wave velocity structure at shallow depths is crucial for accurate ground motion prediction and<br />

seismic hazard. In order to improve crustal S-wave velocity structure, we have developed a new<br />

procedure for joint inversion of Rayleigh wave short period data (about 0.1-0.4 Hz) using particle<br />

motion (ZH ratio or equivalent to H/V) and phase velocity data.<br />

Our particle motion data are the ratios between vertical and horizontal amplitudes of Rayleigh<br />

waves (hereafter ZH ratios), measured from ambient noise. The most sensitive depth range is in the<br />

upper 5 km, thus this data set will be crucial to constrain S-wave velocity in very shallow structure.<br />

The most attractive aspect of this data set is that it is free from contamination from deep structure.<br />

Basic procedures to obtain fundamental Rayleigh wave signals were described in Tanimoto and<br />

Alvizuri (2006). Data were measured from continuous records typically for two years, for<br />

212 | Southern California Earthquake Center

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