2014
DOI: 10.1590/s1679-78252014000400010
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Displacement ductility for seismic design of RC walls for low-rise housing

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Cited by 14 publications
(8 citation statements)
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“…Commonly, the longitudinal reinforcing steel in reinforced concrete shear walls yields at different locations along the wall cross-section and, thus, the force-deformation response does not articulate a welldefined yield point. For this reason, for reinforced concrete shear walls, the yield displacement is identified by the drift at the development of either 75% or 80% of the maximum strength (e.g., Salonikios et al 2000, Krolicki et al 2011, Kuang and Ho 2008and Carrillo et al 2014. Analogously, Priestley (2000) considered the intersection of the secant stiffness through first yield with ultimate strength to estimate an effective yield displacement, which would thus consider experimental data.…”
Section: © Ascementioning
confidence: 99%
See 1 more Smart Citation
“…Commonly, the longitudinal reinforcing steel in reinforced concrete shear walls yields at different locations along the wall cross-section and, thus, the force-deformation response does not articulate a welldefined yield point. For this reason, for reinforced concrete shear walls, the yield displacement is identified by the drift at the development of either 75% or 80% of the maximum strength (e.g., Salonikios et al 2000, Krolicki et al 2011, Kuang and Ho 2008and Carrillo et al 2014. Analogously, Priestley (2000) considered the intersection of the secant stiffness through first yield with ultimate strength to estimate an effective yield displacement, which would thus consider experimental data.…”
Section: © Ascementioning
confidence: 99%
“…Analogously, Priestley (2000) considered the intersection of the secant stiffness through first yield with ultimate strength to estimate an effective yield displacement, which would thus consider experimental data. Alternatively, researchers agree on identifying the ultimate drift ratio upon a 20% reduction in peak strength (e.g., Salonikios et al 2000, Hsu and Mansour 2005, Krolicki et al 2011, Kuang and Ho 2008and Carrillo et al 2014). In the present study, therefore, displacement ductility ratio is estimated for the three wall specimens considering the effective yield displacement at the secant stiffness through the measured first experimental yield and the ultimate displacement at about 20% reduction in peak load capacity, as summarized in Faraone et al 2019b.…”
Section: © Ascementioning
confidence: 99%
“…Los principales cambios en relación a los requisitos de muros con capacidad mínima son el uso de cuantías de acero longitudinal y transversal que dependen de la demanda a cortante (V u ) (figura 5a), y la implementación de elementos de borde. Ya que en zonas como la del estudio en donde las demandas sísmicas son bajas, el uso de cuantías de refuerzo mayores o iguales a 0,25 % podría ser excesivo para reducir la fisuras por tensión diagonal (Carrillo, González y Rubiano, 2014), el diseño de los muros se realizó para dos escenarios. En el primero, se permitió el uso de cuantías reducidas de refuerzo en el alma en función de la demanda a cortante.…”
Section: Diseño Estructuralunclassified
“…8. The hysteretic loops show the relationship between the displacement and strength of a system or structure [16]. According to Fig.…”
Section: Load-displacement Hysteretic Curvementioning
confidence: 99%