NEHRP Clearinghouse

displaying 141 - 150 results in total 298

  • Anagnostopoulos, S. A.
    Non-Linear Dynamic Response and Ductility Requirements of Building Structures Subjected to Earthquakes. Optimum Seismic Protection and Building Damage Statistics, Report Number 3.
    National Science Foundation, Washington, DC. Applied Science and Research Applications., September 1972, 312 p.
    Identifying Number(s): ['STRUCTURES PUB-349', 'R72-54']
    Keywords: Dynamic response; Buildings; Earthquake engineering; Earthquake resistant structures; Earthquakes; Soil structure interactions; Factor analysis; Degrees of freedom; Mathematical models; Dynamic structural analysis

  • Mengi, Y.; McNiven, H. D.
    A Mathematical Model of Masonry for Predicting its Linear Seismic Response Characteristics.
    National Science Foundation, Washington, DC.; North Atlantic Treaty Organization., February 1979, 115 p.
    Identifying Number(s): UCB/EERC-79/04
    Keywords: Dynamic response; Earthquake engineering; Masonry; Earthquakes; Composite materials; Wave propagation; Laminates; Mathematical models; Seismic waves

  • Keilis-Borok, V. I.; Kronrod, T. L.; Molchan, G. M.
    Algorithm for the Estimation of Seismic Risk (Seismic Design Decision Analysis.
    National Science Foundation, Washington, DC. Engineering and Applied Science., December 1974, 36 p.
    Identifying Number(s): INTERNAL STUDY-46
    Keywords: Seismic waves; Ground motion; Poisson density functions; Earthquake engineering; Risk analysis; Seismic design; Earthquakes; Probability theory; Translations; Earth movements; Mathematical models; Algorithms; Seismic risk

  • Morgan, J. R.; Hall, W. J.; Newmark, N. M.
    Response of Simple Structural Systems in Traveling Seismic Waves.
    National Science Foundation, Washington, DC. Engineering and Applied Science., September 1979, 127 p.
    Identifying Number(s): ['STRUCTURAL RESEARCH SER-467', 'UILU-ENG-79-2015']
    Keywords: Superposition (Mathematics); Ground motion; Buildings; Building codes; Earthquake engineering; Earthquake resistant structures; Traveling waves; Theses; Earthquakes; Soil structure interactions; Plane waves; Earth movements; Mathematical models; Seismic waves

  • Irvine, H. M.; Kountouris, G. E.
    Inelastic Seismic Response of a Torsionally Unbalanced Single-Story Building Model.
    National Science Foundation, Washington, DC. Engineering and Applied Science., July 1979, 172 p.
    Identifying Number(s): R79-31
    Keywords: Dynamic response; Ground motion; Buildings; Regression analysis; Earthquake engineering; Earthquake resistant structures; Seismic design; Equations of motion; Two degrees of freedom; BILIN subroutine; Mathematical models; Framed structures; Subroutines; Dynamic structural analysis

  • Kiureghian, A. D.
    On Response of Structures to Stationary Excitation.
    National Science Foundation, Washington, DC., December 1979, 43 p.
    Identifying Number(s): UCB/EERC-79/32
    Keywords: Dynamic response; Ground motion; Earthquake engineering; Seismic design; Earthquakes; Random noise; Structures; White noise; Degrees of freedom; Mathematical models; Probability distribution functions; Dynamic structural analysis

  • Saiidi, M.; Sozen, M. A.
    Simple and Complex Models for Nonlinear Seismic Response of Reinforced Concrete Structures.
    National Science Foundation, Washington, DC. Engineering and Applied Science., August 1979, 194 p.
    Identifying Number(s): STRUCTURAL RESEARCH SER-465
    Keywords: Dynamic response; Theses; Earthquake engineering; Earthquake resistant structures; Mechanical hysteresis; Reinforced concrete; Fortran; Fortran 4 programming language; Mathematical models; LARZ computer program; Framed structures; Dynamic structural analysis

  • Lo, H.; Bogdanoff, J. L.
    Derivation of Equations of Motion of a Free Rigid Body Steam Generator Supported by Vertical Elastic Rods.
    National Science Foundation, Washington, DC. Engineering and Applied Science., October 1977, 27 p.
    Keywords: Earthquake engineering; Kentucky; Earthquakes; Rods; Boilers; Potential energy; Equations of motion; Mathematical models; Paradise (Kentucky)

  • Tan, P.
    Numerical Simulations of Two-Dimensional Saturated Granular Media.
    National Science Foundation, Washington, DC., cJanuary 1990, 230 p.
    Identifying Number(s): SML-90-02
    Keywords: Theses; Earthquake engineering; Incompressible flow; Liquefaction (Soils); Computerized simulation; Granular materials; Mathematical models; Two dimensional models; Navier-Stokes equations

  • Uang, C. M.; Bertero, V. V.
    Use of Energy as a Design Criterion in Earthquake-Resistant Design.
    National Science Foundation, Washington, DC., November 1988, 57 p.
    Identifying Number(s): UCB/EERC-88/18
    Keywords: ; Energy dissipation; Ductility; Dynamic response; Earthquake resistant structures; Beams (Supports); Earthquake engineering; Structural vibration; Earthquakes; Energy methods; Walls; Design criteria; Mathematical models; Structural analysis; Seismic waves