2010
DOI: 10.1016/j.engstruct.2009.11.011
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Behavior of concrete prisms confined with FRP composites under axial cyclic compression

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Cited by 72 publications
(47 citation statements)
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“…According to the hypothesis proposed by Karsan and Jirsa (1969), a 25 unique envelope curve exists for a given cyclically loaded concrete specimen and it is identical to 26 the stress-strain curve of the same concrete under monotonic loading. This hypothesis was then 1 verified by subsequent studies on unconfined and steel-confined concrete, and was shown by Lam 2 et al (2006) and Abbasnia and Ziaadiny (2010) to be also valid for FRP-confined concrete. 3 4 To allow comparisons of the stress-strain curves of monotonically and cyclically tested specimens, 5 Fig.…”
Section: Discussion 22mentioning
confidence: 49%
“…According to the hypothesis proposed by Karsan and Jirsa (1969), a 25 unique envelope curve exists for a given cyclically loaded concrete specimen and it is identical to 26 the stress-strain curve of the same concrete under monotonic loading. This hypothesis was then 1 verified by subsequent studies on unconfined and steel-confined concrete, and was shown by Lam 2 et al (2006) and Abbasnia and Ziaadiny (2010) to be also valid for FRP-confined concrete. 3 4 To allow comparisons of the stress-strain curves of monotonically and cyclically tested specimens, 5 Fig.…”
Section: Discussion 22mentioning
confidence: 49%
“…Apparently, the relationship for residual plastic strain is not applicable for cycles at small strains where the cyclic behavior is rather elastic. The predictions of the proposed model are compared with the experimental results obtained by Lam et al [26], Abbasnia and Ziaadiny [37] and Bai et al [38] in Fig. 11.…”
Section: A New Model For Cyclic Loadingmentioning
confidence: 75%
“…As seen in this figure, there is a satisfactory agreement between the predicted and experimental unloading-reloading curves. RPS = 0.713 MAS − 0.0008 for unloading (9) MAS = 1.542 RPS + 0.0016 for reloading (10) As mentioned by Chen and Saleeb [39], to realistically simulate cyclic response of concrete, the model should be capable [26], Abbasnia and Ziaadiny [37] and Bai et al [38] of accounting for strength degradation, stiffness degradation and hysteretic behavior under loading cycles. Unlike plain concrete or steel confined concrete, FRP confined concrete does not exhibit strength degradation if FRP confinement is sufficiently effective.…”
Section: A New Model For Cyclic Loadingmentioning
confidence: 99%
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“…Confinement studies of high-resistance concretes have also been published (20)(21)(22)(23). It has been found that confinement effect is greater when concrete strength is lower (24)(25)(26)(27) and that cyclic testing reduces rigidity (28)(29)(30)(31)(32)(33). However, confinement in low-resistance concretes has not been sufficiently studied.…”
Section: Introductionmentioning
confidence: 99%