Faculty of Civil and Geodetic Engineering, Ljubljana (FGGLJ)
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Prediction of seismic response parameters of typical masonry building with consideration of epistemic uncertainties [Elektronski vir]Snoj, Jure, gradbenik ; Dolšek, MatjažThe seismic risk assessment of structures is a complex problem, which combinesseismic hazard analysis, structural vulnerability analysis and analysis of socioeconomic impacts. In addition, seismic ... risk assessment, especially in the case of old masonry buildings, is subject to many uncertainties, not only due to the random nature of earthquakes but also due to physical and modeling uncertainties related to prediction of structural vulnerability. Recent studies have shown that epistemic (modeling) uncertainties can significantly affect seismic response parameters. However, uncertainty analysis usually involves simulations, and it is therefore computationally extremely demanding, especially if seismic response parametersare computed by using nonlinear dynamic analysis. Therefore, simplified nonlinear seismic performance assessment method is used to estimateseismic response parameters for a set of structural models, which are determined by utilizing the Latin Hypercube Sampling technique. The proposed method is demonstrated by means of an example of two masonry buildings, which are modeled and analyzed by using the computer program Tremuri. Results of thestudy indicate that the effects of epistemic uncertainties, in addition to aleatoric uncertainties, are significant.Source: Computational Methods in Structural Dynamics and Earthquake Engineering [Elektronski vir] : COMPDYN 2011 : 3rd International Conference, Corfu, Greece, May 25-28, 2011 (Str. 1-14)Type of material - conference contribution ; adult, seriousPublish date - 2011Language - englishCOBISS.SI-ID - 5523553
Author
Snoj, Jure, gradbenik |
Dolšek, Matjaž
Topics
potresno tveganje |
zidana stavba |
epistemične negotovosti |
metoda LHS |
"Pushover" analiza |
inkrementalna N2 metoda |
seismic risk |
masonry structure |
epistemic uncertainty |
latin hypercube sampling |
Pushover analysis |
incremental N2 method
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Snoj, Jure, gradbenik | 32691 |
Dolšek, Matjaž | 18793 |
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