Ishizuka, M.; Fu, K. S.; Yao, J. T. P.
Rule-Based Damage Assessment System for Existing Structures.
National Science Foundation, Washington, DC.,
March 1982,
28 p.
Identifying Number(s): CE-STR-82-14
Keywords: Fuzzy sets; Damage assessment; Earthquake engineering; Pattern recognition; Earthquakes; Probability theory; Computer applications; Structures; SPERIL1 computer program
Okrent, D.
A Survey of Expert Opinion on Low Probability Earthquakes.
National Science Foundation, Washington, D.C. Research Applied to National Needs.,
February 1975,
58 p.
Identifying Number(s): UCLA-ENG-7515
Keywords: Louisiana; Risk; Earthquake engineering; Ohio; Risk analysis; Earthquakes; Nebraska; Probability theory; Delaware; History; Site surveys; South Carolina; Nuclear power plants; Mississippi; Massachusetts; California; Oregon; North Carolina; Geological faults; Seismic risk
Tong, W. H.
Seismic Risk Analysis for Two-Sites Case.
National Science Foundation, Washington, D.C. Research Applied to National Needs.,
May 1975,
87 p.
Identifying Number(s): MIT-CE-R75-22
Keywords: Ground motion; Buildings; Risk; Earthquake engineering; Seismic design; Seismic design decision analysis; Earthquakes; Probability theory; Site surveys; Earth movements; Spatial distribution; Seismic risk
Yegian, M. K.; Marciano, E. A.; Ghahraman, V. G.
Integrated Seismic Risk Analysis for Earth Dams.
National Science Foundation, Washington, DC.,
December 1988,
147 p.
Identifying Number(s): CE-88-15
Keywords: Damage; Computer programs; Earthquake engineering; Risk analysis; Seismic design; Earth dams; Uncertainty; Probability theory; Soil dynamics; Seismic risk
Banon, H.; Biggs, J. M.; Irvine, H. M.
Prediction of Seismic Damage in Reinforced Concrete Frames. Seismic Behavior and Design of Buildings, Report No. 3.
National Science Foundation, Washington, DC.,
May 1980,
188 p.
Identifying Number(s): R80-16
Keywords: ; Buildings; Earthquake resistant structures; Loads (Forces); Probability theory; Concrete construction; Mathematical models; Framed structures; Stiffness methods; Dynamic structural analysis
Clough, G. W.; Chameau, J. L.
Probabilistic and Hazard Analysis for Pore Pressure Increase in Soils Due to Seismic Loading.
National Science Foundation, Washington, DC.,
May 1981,
246 p.
Identifying Number(s): 51
Keywords: Noncohesive soils; Pore pressure; Earthquake engineering; Earthquakes; Probability theory; Soil dynamics; Soil properties; Cohesive soils; Liquefaction (Soils); Cyclic loads
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
Vanmarcke, E. H.; Whitman, R. V.
Background for Preliminary Expected Future Loss Computations. Optimum Seismic Protection for New Building Construction in Eastern Metropolitan Areas.
National Science Foundation, Washington, DC. Engineering and Applied Science.,
October 1971,
21 p.
Identifying Number(s): INTERNAL STUDY-2
Keywords: Dynamic structural analysis; Buildings; Damage assessment; Earthquake resistant structures; Earthquake engineering; Boston (Massachusetts); Seismic design; Probability theory; Decision making; Massachusetts; Seismic risk
Yim, C. S.; Chopra, A. K.; Penzien, J.
Rocking Response of Rigid Blocks to Earthquakes.
National Science Foundation, Washington, DC.,
January 1980,
75 p.
Identifying Number(s): UCB/EERC-80/02
Keywords: Dynamic response; Blocks; Ground motion; Earthquake engineering; Earthquake resistant structures; Earthquakes; Random processes; Probability theory; Rigid frames
Silva, F. S.
Seismic Risk in Chile.
National Science Foundation, Washington, DC. Applied Science and Research Applications.,
October 1973,
95 p.
Identifying Number(s): TR-181
Keywords: Seismic risk; Poisson density functions; Risk; Earthquake engineering; Seismic epicenter; Earthquake resistant structures; Earthquakes; Probability theory; Markov processes; Chile; Seismic waves