1998
DOI: 10.1029/98eo00315
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Calibration of Seismograph Network may meet Test Ban Treaty's monitoring needs

Abstract: Systematic calibration of a network of seismographs could meet the seismic monitoring needs of the United Nations' comprehensive nuclear test ban treaty, a feasibility study suggests. To calibrate the network, known as the International Monitoring System (IMS), the three‐dimensional seismic structure of the Earth must be taken into account. Deep seismic sounding (DSS) profiles and global three‐dimensional seismic velocity inversions play prominent roles. A verifiable test ban treaty is an important societal an… Show more

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Cited by 12 publications
(10 citation statements)
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“…Travel times of regional seismic phases are strongly affected by heterogeneity in the crust and uppermost mantle. To improve location accuracy, we can account for heterogeneity by constructing three‐dimensional models of seismic velocity [ Firbas et al , 1998; Johnson and Vincent , 2002; Murphy et al , 2002; Ritzwoller et al , 2003; Yang et al , 2004; Pasyanos et al , 2004], or regionally varying travel‐time models [ Bondar and North , 1999; Richards et al , 2003]. We can also use empirical methods based on ground‐truth (GT) information [ Schultz et al , 1998; Myers and Schultz , 2000], or, as many of these authors show, the two methods may be combined to take advantage of the strengths of both.…”
Section: Introductionmentioning
confidence: 99%
“…Travel times of regional seismic phases are strongly affected by heterogeneity in the crust and uppermost mantle. To improve location accuracy, we can account for heterogeneity by constructing three‐dimensional models of seismic velocity [ Firbas et al , 1998; Johnson and Vincent , 2002; Murphy et al , 2002; Ritzwoller et al , 2003; Yang et al , 2004; Pasyanos et al , 2004], or regionally varying travel‐time models [ Bondar and North , 1999; Richards et al , 2003]. We can also use empirical methods based on ground‐truth (GT) information [ Schultz et al , 1998; Myers and Schultz , 2000], or, as many of these authors show, the two methods may be combined to take advantage of the strengths of both.…”
Section: Introductionmentioning
confidence: 99%
“…Note the reduction of uncertainty as depth reaches the interface depth (i.e., 0 km). For events below the interface, the crustal-leg uncertainty is entirely due (for Pn/Sn) or mostly due (for Pg/Lg) to the receiver-side leg of the ray path (Firbas et al 1998). Station GERES is located in a part of the tomography/validation data set where there are many ray paths for the various distance bins where (t i -t o ) is the observed travel time, and T oi,c , T oi,r , T oi,g are the calculated travel times for an event o, along ray path i, for the source crustal leg c, the receiver crustal leg r, and the mantle gradient portion g, and d i is the head-wave distance (km) for path i.…”
Section: Constructing a 2d Random Effects Model For Rsttmentioning
confidence: 99%
“…Sn gradient values are mostly minimal and consistent for large areas. Changes in gradient values are different due both from the use of the Bayesloc data as well as different starting values For relocation of the 2309 validation events, we use the LocOO3D algorithm developed by Sandia National Laboratories [https://www.sandia.gov/ salsa3d/Software.html] (Ballard et al 2008(Ballard et al , 2009 which permits using standard 1D travel-time tables (e.g., iasp91, ak135), source-specific correction surfaces (SSSCs) for each IMS station and phase (Firbas et al 1998) (converted to GeoTess format), ray-bending through 3D models, and full RSTT models for travel-time prediction. All depths are fixed at the Bayesloc result to reduce the trade-off between depth and origin time.…”
Section: Figure 12mentioning
confidence: 99%
“…of International Monitoring System primary (red) and auxiliary (blue) seismic stations. Circles indicate which stations had original IDC source-specific stations corrections (IDC-SSSCs) defined for regional phases (Pn, Pg, Sn, Lg)(Firbas et al 1998)…”
mentioning
confidence: 99%