NEHRP Clearinghouse

displaying 11 - 19 results in total 19

  • Thyagarajan, R. S.
    Modeling and Analysis of Hysteretic Structural Behavior.
    National Science Foundation, Washington, DC., January 1989, 198 p.
    Identifying Number(s): EERL-89-03
    Keywords: ; Earthquake damage; Dynamic response; Theses; Loads (Forces); Structural vibration; Stochastic processes; Displacement; Mathematical models; Cyclic loads; Nonlinear systems; Dynamic structural analysis

  • Hong, L. L.; Ang, A. H. S.
    Three-Dimensional Analytical Study of Spatial Variability of Seismic Ground Motions.
    National Center for Earthquake Engineering Research, Buffalo, NY.; National Science Foundation, Washington, DC., October 30, 1990, 180 p.
    Keywords: Ground motion; Computer programs; Earthquake engineering; Seismic design; Stochastic processes; Water pipelines; Seismic effects; System identification; Laplace transformation; Mathematical models; Power spectra; Three-dimensional models

  • Conte, J. P.; Pister, K. S.; Mahin, S. A.
    Influence of the Earthquake Ground Motion Process and Structural Properties on Response Characteristics of Simple Structures.
    National Science Foundation, Washington, DC., July 1990, 362 p.
    Identifying Number(s): UCB/EERC-90/09
    Keywords: ; Damage; Response; Reliability; Earthquake resistant structures; Variability; Reinforcing steels; Monte Carlo Method; Earthquakes; Structural design; Stochastic processes; Reinforced concrete; Earth movements; Safety; Mathematical models; Elasticity; Seismic waves

  • Grigoriu, M.; Balopoulou, S.
    Simulation Method for Stationary Gaussian Random Functions Based on the Sampling Theorem.
    National Science Foundation, Washington, DC.; New York State Science and Technology Foundation, Albany., June 11, 1992, 81 p.
    Identifying Number(s): NCEER-92-0015
    Keywords: ; Dynamic response; Earthquake engineering; Structural vibration; Stochastic processes; Simulation; Sampling theory; Random noise; Random functions; Seismic effects; Earth movements; White noise; Mathematical models; Algorithms; Vector spaces; Dynamic structural analysis

  • Dyke, S. J.; Spencer, B. F.; Quast, P.; Sain, M. K.; Kaspari, D. C.; Soong, T. T.
    Experimental Verification of Acceleration Feedback Control Strategies for an Active Tendon System.
    National Science Foundation, Arlington, VA.; New York State Science and Technology Foundation, Albany., August 29, 1994, 106 p.
    Identifying Number(s): NCEER-94-0024
    Keywords: Dynamic response; Earthquake resistant structures; Earthquake engineering; Stochastic processes; Feedback control; Controllers; Structural engineering; Active tendon systems; Computerized simulation; Transfer functions; Structural analysis; Control systems design

  • Anagnos, T.; Kiremidjian, A. S.
    Stochastic Earthquake Recurrence Model with Temporal and Spatial Dependence.
    Geological Survey, Reston, VA.; National Science Foundation, Washington, DC., November 1985, 204 p.
    Identifying Number(s): REPT-76
    Keywords: Seismic effects; Earthquakes; Stochastic processes; Earthquake engineering; Models

  • Maldonado, G. O.; Singh, M. P.; Casciati, F.; Faravelli, L.
    Stochastic Response of Single Degree-of-Freedom Hysteretic Oscillators.
    National Science Foundation, Washington, DC., April 1987, 93 p.
    Identifying Number(s): VPI-E-87-5
    Keywords: ; Dynamic response; Elastic aftereffect; Ductility; Hysteresis; Models; Earthquakes; Vibration; Stochastic processes; Oscillators; Structural engineering; Dynamic structural analysis

  • Kardara, A.; Bucher, C.; Shinozuka, M.
    Response Analysis of Stochastic Structures.
    National Science Foundation, Washington, DC., September 22, 1988, 68 p.
    Identifying Number(s): NCEER-88-0029
    Keywords: Floors; Dynamic response; Bays (Structural units); Earthquake engineering; Beams (Supports); Limit design method; Stochastic processes; Statically indeterminate structures; Formulas (Mathematics); Linear systems; Framed structures

  • Spanos, P. D.; Mignolet, M. P.
    ARMA (Autoregressive Moving Average) Monte Carlo Simulation in Probabilistic Structural Analysis.
    National Science Foundation, Washington, DC., July 10, 1989, 22 p.
    Identifying Number(s): NCEER-89-0016
    Keywords: Earthquake engineering; Earthquake resistant structures; Loads (Forces); Monte Carlo method; Stochastic processes; Probability theory; Numerical analysis; Random input; Dynamic structural analysis