2012
DOI: 10.1002/eqe.2234
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Experimental investigation on dynamic and quasi‐static behavior of low‐rise reinforced concrete walls

Abstract: SUMMARY Experimental evidence supporting the fact that results from quasi‐static (QS) test of low‐rise reinforced concrete walls may be safely assumed as a lower limit of strength and displacement, and energy dissipation capacities are still scarce. The aim of this paper is to compare the seismic performance of 12 reinforced concrete walls for low‐rise housing: six prototype walls tested under QS‐cyclic loading and six models tested under shaking table excitations. Variables studied were wall geometry, type of… Show more

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Cited by 30 publications
(27 citation statements)
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“…Therefore, for low-rise concrete housing built on low and medium hazard seismic zones, it seems viable to reduce the minimum web steel reinforcement ratio. It is noteworthy to mention that values of τ 1.0 and τ 0.5 are not directly comparable, because number of cycles (lowcycle fatigue) and cumulative parameters of story drift and energy dissipated at peak shear strength are different between tested walls (Carrillo and Alcocer, 2013).…”
Section: Efficiency Factors Of Wall Reinforcementmentioning
confidence: 98%
“…Therefore, for low-rise concrete housing built on low and medium hazard seismic zones, it seems viable to reduce the minimum web steel reinforcement ratio. It is noteworthy to mention that values of τ 1.0 and τ 0.5 are not directly comparable, because number of cycles (lowcycle fatigue) and cumulative parameters of story drift and energy dissipated at peak shear strength are different between tested walls (Carrillo and Alcocer, 2013).…”
Section: Efficiency Factors Of Wall Reinforcementmentioning
confidence: 98%
“…One solution is to normalize the experimental dissipated energy values with respect to a reference value . Hence, the number of equivalent hysteretic cycles at a given range of drift ratio, N , was estimated using Equation . N=EcumiEj…”
Section: Proposed Stiffness Degradation Modelmentioning
confidence: 99%
“…Ej=1n1truei=1n1Eiwhere E i is the energy dissipated in cycle i , and n 1 is the number of cycles that are associated to a given range of drift ratio. A numerical example of calculating N i may be found elsewhere . In lieu of attempting to determine the yield strain (and yield displacement) in RC walls dominated by shear deformations, drift ratio was selected as a representative deformation parameter.…”
Section: Proposed Stiffness Degradation Modelmentioning
confidence: 99%
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