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Improved effective damping equation for equivalent linear analysis of seismic-isolated bridges
Date
2010-07-25
Author
Dicleli, Murat
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In this paper, an improved effective damping (ED) equation is proposed to obtain more reasonable estimates of the actual nonlinear response of seismic-isolated bridges (SIB) using equivalent linear (EL) analysis procedure. For this purpose, first, the EL analysis results using AASHTO's ED equation is evaluated. The effect of several parameters such as substructure stiffness, isolator and ground motion properties are considered in the evaluation. It is found that AASHTO's ED equation should incorporate the effective period of the SIB and isolator properties for a more accurate estimation of the seismic response quantities. A new ED equation that includes such parameters is formulated and found to improve the accuracy of the EL analysis.
Subject Keywords
Civil engineering
,
Engineering geology
,
Seismology
,
Tsunamis
URI
https://hdl.handle.net/11511/87142
Conference Name
9th US National and 10th Canadian Conference on Earthquake Engineering 2010
Collections
Department of Engineering Sciences, Conference / Seminar
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Improved effective damping equation for equivalent linear analysis of seismic-isolated bridges
Dicleli, Murat (SAGE Publications, 2006-02-01)
In this study, an improved effective damping (ED) equation is proposed to obtain more reasonable estimates of the actual nonlinear response of seismic-isolated bridges (SIB) using equivalent linear (EL) analysis procedure. For this purpose, first the EL analysis results using AASHTO's ED equation is evaluated using harmonic and seismic ground motions. The effect of several parameters such as substructure stiffness, isolator properties, and the intensity and frequency characteristics of the ground motion are...
Live load distribution equations for integral bridge substructures
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Erhan, Semih; Dicleli, Murat (SAGE Publications, 2009-08-01)
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Dicleli, Murat (2010-07-15)
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BibTeX
M. Dicleli, “Improved effective damping equation for equivalent linear analysis of seismic-isolated bridges,” Toronto, Canada, 2010, vol. 8, p. 6169, Accessed: 00, 2021. [Online]. Available: https://hdl.handle.net/11511/87142.