NEHRP Clearinghouse
displaying 831 - 840 results in total 2187
Wang, L. R. L.; Olabimtan, A.
General Quasi-Static Seismic Analysis of Buried Straight Piping Systems.
National Science Foundation, Washington, DC., September 1983, 132 p.
Identifying Number(s): ['FSEL/NSF-83-01', 'LEE-006']
Keywords: Pipe joints; Computer programs; User needs; Dynamic response; Ground motion; Earthquake engineering; Soil dynamics; Soil properties; Underground pipelines; Pipelines; EarthquakesYang, J. N.; Li, Z.; Vongchavalitkul, S.
Generalization of Optimal Control Theory: Linear and Nonlinear Structures.
National Center for Earthquake Engineering Research, Buffalo, NY.; New York State Science and Technology Foundation, Albany.; National Science Foundation, Washington, DC., November 2, 1992, 89 p.
Keywords: ; Earthquake resistant structures; Structural vibration; Mathematical models; Control theory; Dynamic response; Earthquake engineering; Optimization; Vibration damping; Vibration isolators; Nonlinear systems; Linear systemsDavidson, R. A.
Generalized Linear (Mixed) Models of Post-Earthquake Ignitions.
National Science Foundation, Arlington, VA. Earthquake Engineering Research Centers Program., July 20, 2009, 128 p.
Identifying Number(s): MCEER-09-0004
Keywords: ; Tract characteristics; Ground shaking; Post-earthquake ignitions; Generalized linear mixed models; Statistical modeling; Ignition counts; Data compilation; Generalized linear modelsPeng, C. Y.
Generalized Modal Identification of Linear and Nonlinear Dynamic Systems.
National Science Foundation, Washington, DC., September 1987, 165 p.
Identifying Number(s): EERL-87-05
Keywords: ; Engineering standards; Earthquake resistant structures; Models; Vibration; Graphs (Charts); Dynamic responses; Excitation; Hysteresis; Loads (Forces); Dynamic structural analysisChen, P. F. S.; Powell, G. H.
Generalized Plastic Hinge Concepts for 3D Beam-Column Elements.
National Science Foundation, Washington, DC., November 1982, 277 p.
Identifying Number(s): UCB/EERC-82/20
Keywords: Dynamic loads; Framed structures; WIPS computer program; Beams (Supports); Columns (Supports); Mechanical hysteresis; Stiffness methods; ANSR computer program; Computer applications; Earthquakes; Dynamic structural analysisLutz, K. A.; Kiremidjian, A. S.
Generalized Semi-Markov Process for Modeling Spatially and Temporally Dependent Earthquakes.
National Science Foundation, Arlington, VA.; Electric Power Research Inst., Palo Alto, CA., cJuly 1993, 102 p.
Keywords: Seismic hazards; Tectonics; Forecasting; Mathematical models; Earth movements; Site characterization; Dynamic response; Earthquake engineering; Faults (Geology); Structural geology; Earthquakes; Markov processesHwang, H. H. M.; Huo, J. R.
Generation of Hazard-Consistent Fragility Curves for Seismic Loss Estimation Studies.
National Center for Earthquake Engineering Research, Buffalo, NY.; National Science Foundation, Arlington, VA.; New York State Science and Technology Foundation, Albany., June 14, 1994, 180 p.
Keywords: Damage assessment; Structural failure; Mathematical models; Earthquake damage; Earthquake engineering; Hazards; Fragility curves; Damage probability matrix; Estimation; Soil structure interactions; Nonlinear systems; Building codes; Soil mechanics; Earthquakes; Structural analysisLeith, W.
Geologic and Engineering Constraints on the Feasibility of Clandestine Nuclear Testing by Decoupling in Large Underground Cavities.
January 2001, 56 p.
Identifying Number(s): USGS/OFR-01-28
Keywords: ; Surface explosions; Oceans; Geology; Underground explosions; Testing; Seismic detection; Mining; Nuclear explosion detection; Nuclear warfare; Monitoring; Seismic effects; EarthquakesHapke, C.
Geology and Coastal Hazards in the Northern Monterey Bay, California Field Trip Guidebook, November 4, 2000.
January 2000, 26 p.
Identifying Number(s): USGS/OFR-00-438
Keywords: Geophysics; Geology; Coastal areas; Lithology; Research; Monterey Bay; Coastal hazards; Storms; Ocean waves; EarthquakesAl-Tayyib, A. H. J.
Geometrically Nonlinear Analysis of Rectangular Glass Plates by the Finite Element Method.
National Science Foundation, Washington, DC. Engineering and Applied Science., May 1980, 161 p.
Identifying Number(s): TTU/IDR-50D
Keywords: Sheet glass; Wind pressure; Window glass; Glass strength; Mathematical models; Plate glass; Finite element analysis; Earthquake engineering; Loads (Forces); Lateral pressure