NEHRP Clearinghouse

displaying 11 - 20 results in total 22

  • Zahrah, T. F.; Hall, W. J.
    Seismic Energy Absorption in Simple Structures.
    National Science Foundation, Washington, DC., July 1982, 227 p.
    Identifying Number(s): ['UILU-ENG-82-2011', 'STRUCTURAL RESEARCH SER-501']
    Keywords: Earthquake resistant structures; Seismic waves; Mechanic hysteresis; Dynamic response; Computer applications; Earthquake engineering; Ground motion; Degrees of freedom; Cyclic loads; Linear systems; Nonlinear systems

  • 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: Formulas (Mathematics); Floors; Limit design method; Framed structures; Beams (Supports); Dynamic response; Earthquake engineering; Statically indeterminate structures; Bays (Structural units); Linear systems; Stochastic processes

  • Ho, I. K.; Aktan, A. E.
    Linearized Identification of Buildings with Cores for Seismic Vulnerability Assessment.
    National Science Foundation, Washington, DC., November 1, 1989, 132 p.
    Identifying Number(s): NCEER-89-0041
    Keywords: Vulnerability; Deformation; Kinematics; Seismic waves; ETABS model; Seismic risk; Dynamic response; Buildings; Earthquake engineering; SUPER-ETABS computer program; Finite element analysis; Soil-structure interactions; Linear systems; Loads (Forces); Dynamic structural analysis

  • Jensen, H. A.
    Dynamic Response of Structures with Uncertain Parameters.
    National Science Foundation, Washington, DC., cJanuary 1989, 179 p.
    Identifying Number(s): EERL-89-02
    Keywords: Wave equations; Finite element analysis; Covariance matrices; Earthquake engineering; Ground motion; Buildings; Theses; Excitation; Soil-structure interactions; Linear systems; Uncertainty; Dynamic structural analysis

  • Hou, Z.
    Nonstationary Response of Structures and Its Application to Earthquake Engineering.
    National Science Foundation, Washington, DC., cJanuary 1990, 217 p.
    Identifying Number(s): EERL-90-01
    Keywords: Time domain; Covariance matrices; Ground motion; Earthquake engineering; Buildings; Theses; Soil-structure interactions; Linear systems; Frequency domain; Dynamic structural analysis

  • 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: Mathematical models; Ground motion; Earthquake engineering; Random vibration; Theses; Bayesian analysis; Linear systems; Stochastic processes; Nonlinear systems; Dynamic structural analysis

  • Sedarat, H.; Bertero, V. V.
    Effects of Torsion on the Linear and Nonlinear Seismic Response of Structures.
    National Science Foundation, Washington, DC., September 1990, 344 p.
    Identifying Number(s): UCB/EERC-90/12
    Keywords: Reinforced concrete; Structural vibration; Torsion; Seismic waves; Mathematical models; Earth movements; Shear properties; Dynamic response; Dynamic structural analysis; Earthquake engineering; Concrete structures; Bending moments; FACTS computer program; Linear systems; Structural members; Building codes

  • Yang, 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 systems

  • Yang, J. N.; Wu, J. C.; Agrawal, A. K.; Li, Z.
    Sliding Mode Control for Seismic-Excited Linear and NonLinear Civil Engineering Structures.
    National Science Foundation, Arlington, VA.; New York State Science and Technology Foundation, Albany., June 21, 1994, 105 p.
    Identifying Number(s): NCEER-94-0017
    Keywords: Earthquake resistant structures; Structural vibration; Mathematical models; Variable structure system; Dynamic response; Earthquake engineering; Buildings; Robustness (Mathematics); Vibration damping; Active control; Hysteresis; Sliding mode control; Linear systems; Nonlinear systems; Seismic effects; Vibration isolators; Dynamic structural analysis

  • Agrawal, A. K.; Yang, J. N.
    Optimal Polynomial Control of Linear and Nonlinear Structures.
    National Science Foundation, Arlington, VA.; New York State Science and Technology Foundation, Albany., December 11, 1995, 106 p.
    Identifying Number(s): NCEER-95-0019
    Keywords: ; Seismic waves; Seismic isolation; Polynomials; Dynamic response; Buildings; Earthquake engineering; Active control; Structural dynamics; Hysteresis; Linear systems; Structural response; Nonlinear systems; Optimal control; Control systems; Vibration isolators