Margaret G. Hopper
United States Geological Survey
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Earthquake Spectra | 2000
Arthur Frankel; Charles S. Mueller; T. Barnhard; E. V. Leyendecker; Robert L. Wesson; Stephen C. Harmsen; F. W. Klein; David M. Perkins; N. Dickman; Stanley L. Hanson; Margaret G. Hopper
The U.S. Geological Survey (USGS) recently completed new probabilistic seismic hazard maps for the United States, including Alaska and Hawaii. These hazard maps form the basis of the probabilistic component of the design maps used in the 1997 edition of the NEHRP Recommended Provisions for Seismic Regulations for New Buildings and Other Structures, prepared by the Building Seismic Safety Council and published by FEMA. The hazard maps depict peak horizontal ground acceleration and spectral response at 0.2, 0.3, and 1.0 sec periods, with 10%, 5%, and 2% probabilities of exceedance in 50 years, corresponding to return times of about 500, 1000, and 2500 years, respectively. In this paper we outline the methodology used to construct the hazard maps. There are three basic components to the maps. First, we use spatially smoothed historic seismicity as one portion of the hazard calculation. In this model, we apply the general observation that moderate and large earthquakes tend to occur near areas of previous small or moderate events, with some notable exceptions. Second, we consider large background source zones based on broad geologic criteria to quantify hazard in areas with little or no historic seismicity, but with the potential for generating large events. Third, we include the hazard from specific fault sources. We use about 450 faults in the western United States (WUS) and derive recurrence times from either geologic slip rates or the dating of pre-historic earthquakes from trenching of faults or other paleoseismic methods. Recurrence estimates for large earthquakes in New Madrid and Charleston, South Carolina, were taken from recent paleoliquefaction studies. We used logic trees to incorporate different seismicity models, fault recurrence models, Cascadia great earthquake scenarios, and ground-motion attenuation relations. We present disaggregation plots showing the contribution to hazard at four cities from potential earthquakes with various magnitudes and distances.
Earthquake Spectra | 1988
E. V. Leyendecker; L. M. Highland; Margaret G. Hopper; E. P. Arnold; P. Thenhaus; P. Powers
Preliminary isoseismals for Modified Mercalli intensities are presented for the Whittier Narrows Earthquake. Isoseismals for intensities VI and lower are based on responses to a mail survey. Intensity VII and larger are based on a field survey of damage described in this paper. The maximum observed intensity of VIII was confined to Whittier. The shapes of the intensity contours compare favorably with the distribution of average peak acceleration data from the strong motion array in the greater Los Angeles area. The damage assessments appeared consistent with earthquake magnitude. However, the accelerations were higher than expected for the magnitude. The building classification and survey strategies developed were tested and found usable and adequate for describing damage. With further refinement this system can be used to describe damage within a limited geographical area and in a format useful for correlations with strong ground motions and the Modified Mercalli Intensity scale.
Earthquake Spectra | 1985
Paul C. Thenhaus; Joseph I. Ziony; William H. Diment; Margaret G. Hopper; David M. Perkins; Stanley L. Hanson; Sylvester Theodore Algermissen
Estimates of ground motion hazard from earthquakes in Alaska and the adjacent continental shelf indicate that, for all the exposure times considered, the predicted values of peak acceleration are highest in the Gulf of Alaska and near the major active strike-slip faults of southern Alaska. The evaluations assume a Poisson model of earthquake occurrence and are based on seismic source zones delineated from regional geologic considerations and the historical record of earthquakes. Calculated peak acceleration values for a return period of 100 years range as high as 0.4 g in the Gulf of Alaska sector between Kodiak and Kayak Islands, are about 0.2 g near Anchorage, and 0.1 g near Fairbanks. Values for most of the rest of the state are estimated to be less than .04 g; however, most of the southern Alaska industrial and population base lies within the 0.2 g contour. For a return period of 500 years, peak accelerations are estimated as high as 0.8 g for parts of southeastern Alaska near the Fairweather fault, 0.6 g or greater for part of the Gulf of Alaska, and are about 0.45 g and 0.2 g, respectively, for the Anchorage and Fairbanks areas. Values of acceleration for a return period of 2,500 years exceed 0.6 g for much of southern Alaska and are 0.8 g or greater near the Fairweather and central Denali faults; estimated values are 0.1 g or greater for nearly all of onshore Alaska and for the continental shelf areas of the Bering Sea, Norton and Kotzebue Sounds, southern Chukchi Sea and southeastern Beaufort Sea.
Open-File Report | 1996
Arthur Frankel; Charlies S. Mueller; Theodore P. Barnhard; David M. Perkins; E.V. Leyendecker; Nancy Dickman; Stanley L. Hanson; Margaret G. Hopper
Open-File Report | 1997
Charles C. Mueller; Margaret G. Hopper; Arthur Frankel
Seismological Research Letters | 2004
William H. Bakun; Margaret G. Hopper
FHWA/NCEER Workshop on the National Representation of Seismic Ground Motion for New and Existing Highway FacilitiesNational Center for Earthquake Engineering ResearchState University of New York at BuffaloFederal Highway Administration | 1997
Arthur Frankel; Stephen C. Harmsen; Charles S. Mueller; T. Barnhard; E. V. Leyendecker; David M. Perkins; Stanley L. Hanson; N. Dickman; Margaret G. Hopper
Open-File Report | 1997
Arthur Frankel; Charles S. Mueller; T. Barnhard; David M. Perkins; E.V. Leyendecker; N. Dickman; Stanley L. Hanson; Margaret G. Hopper
Open-File Report | 1980
Margaret G. Hopper; Sylvester Theodore Algermissen
Bulletin of the Seismological Society of America | 2017
Thomas M. Brocher; Margaret G. Hopper; S. T. Ted Algermissen; David M. Perkins; Stanley R. Brockman; Edouard P. Arnold