Spanos, P. D.; Ghanem, R.
Stochastic Finite Element Expansion for Random Media.
National Science Foundation, Washington, DC.,
March 14, 1988,
43 p.
Identifying Number(s): NCEER-88-0005
Keywords: Earthquake engineering; Covariance; Stochastic processes; Radomi processes; Karhuman-Love orthogonal expansion; Cantilever beams
Chen, Y. Q.; Soong, T. T.
Seismic Behavior and Response Sensitivity of Secondary Structural Systems.
National Science Foundation, Washington, DC.,
October 23, 1989,
178 p.
Identifying Number(s): NCEER-89-0030
Keywords: Dynamic response; Sensitivity analysis; Earthquake engineering; Seismic design; Floor response spectrum; Stochastic processes; State of the art; Secondary systems; Seismic effects
Papadimitriou, K.
Stochastic Characterization of Strong Ground Motion and Applications to Structural Response.
National Science Foundation, Washington, DC.,
cJanuary 1990,
225 p.
Identifying Number(s): EERL-90-03
Keywords: Ground motion; Theses; Earthquake engineering; Stochastic processes; Random vibration; Bayesian analysis; Linear systems; Mathematical models; Nonlinear systems; Dynamic structural analysis
Rahman, S.; Grigoriu, M.
Markov Model for Local and Global Damage Indices in Seismic Analysis.
National Center for Earthquake Engineering Research, Buffalo, NY.; National Science Foundation, Arlington, VA.; New York State Science and Technology Foundation, Albany.,
February 18, 1994,
258 p.
Keywords: ; Earthquake damage; Building codes; Risk assessment; Earthquake resistant structures; Earthquake engineering; Hysteresis; Structural vibration; Stochastic processes; Soil structure interactions; Structural engineering; Markov processes; Mathematical models; Structural reliability; Structural analysis
Yang, J. N.; Li, Z.
Instantaneous Optimal Control with Acceleration and Velocity Feedback.
National Center for Earthquake Engineering Research, Buffalo, NY.; National Science Foundation, Washington, DC.,
June 29, 1990,
56 p.
Keywords: Dynamic response; Earthquake resistance; Dynamic structural analysis; Velocity measurement; Floors; Earthquake engineering; Earthquake resistant structures; Acceleration (Physics); Structural vibration; Stochastic processes; Feedback control; Numerical analysis; Vibration damping; Earth movements; Active control; Displacement; Mathematical models; Control equipment; Seismic waves
Bonilla, M. G.; Mark, R. K.; Lienkaemper, J. J.
Statistical Relations Among Earthquake Magnitude, Surface Rupture Length, and Surface Fault Displacement.
January 1984,
50 p.
Identifying Number(s): USGS-OFR-84-256
Keywords: ; Regression analysis; Seismographs; Geologic faults; Earthquakes; Stochastic processes; Magnitude; Displacement; Statistical analysis; Data compilation; Surface waves; Correlations; Length
Chu, L.; Askar, A.; Cakmak, A. S.
Earthquake Waves in a Random Medium.
National Science Foundation, Washington, DC. Engineering and Applied Science.,
June 30, 1979,
46 p.
Identifying Number(s): 79/SM/3
Keywords: Dynamic response; Fourier transformation; Greens function; Elastic properties; Earthquake engineering; Mechanical hysteresis; Earthquakes; Stochastic processes; Laplace transformation; Seismic waves
Wen, Y. K.; Pearce, H. T.
Stochastic Models for Dependent Load Processes.
National Science Foundation, Washington, DC.,
March 1981,
81 p.
Identifying Number(s): ['STRUCTURAL RESEARCH SER-489', 'UILU-ENG-81-2002']
Keywords: ; Storms; Reliability; Monte Carlo method; Earthquakes; Stochastic processes; Random processes; Structures; Dynamic loads
Smith, K. S.
Stochastic Analysis of the Seismic Response of Secondary Systems.
National Science Foundation, Washington, DC.,
January 1985,
179 p.
Identifying Number(s): EERL-85-01
Keywords: Dynamic response; Seismic waves; Ground motion; Theses; Earthquake engineering; Equipment; Earthquakes; Stochastic processes; Interactions; Structures; Displacement; Mathematical models; Dynamic structural analysis
Shinozuka, M.; Deodatis, G.; Harada, T.
Digital Simulation of Seismic Ground Motion.
National Center for Earthquake Engineering Research, Buffalo, NY.; National Science Foundation, Washington, DC.,
August 31, 1987,
54 p.
Keywords: ; Mathematical models; Ground motion; Stochastic processes; Earthquake engineering