1999
DOI: 10.1108/02644409910277979
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New special finite elements for modeling reinforcement and steel‐concrete interface

Abstract: In this paper, Isoparametric finite element formulations are derived for special elements for representing the steel-concrete interface. Curved multi-noded Isoparametric element for reinforcing steel idealization is proposed. In addition, special thin Isoparametric element in a form of a sheath is suggested in order to model the bond-slip characteristics. Special provisions are taken into account to avoid numerical difficulties. The proposed elements are incorporated in non-linear finite element program DMGPLS… Show more

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Cited by 3 publications
(4 citation statements)
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“…For example, Mehrabi and Shing (1997) noted that the bond‐slip characteristics between steel and concrete was found insignificant in analysis of infilled frames. Steel reinforcement may be modeled by the smeared approach with distributed properties (Khalil et al , 1999). However, the most important property is the material nonlinearity of the homogenized media that accounts the elasto‐plastic behavior.…”
Section: Micro‐ To Macro‐scale Homogenizationmentioning
confidence: 99%
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“…For example, Mehrabi and Shing (1997) noted that the bond‐slip characteristics between steel and concrete was found insignificant in analysis of infilled frames. Steel reinforcement may be modeled by the smeared approach with distributed properties (Khalil et al , 1999). However, the most important property is the material nonlinearity of the homogenized media that accounts the elasto‐plastic behavior.…”
Section: Micro‐ To Macro‐scale Homogenizationmentioning
confidence: 99%
“…As far as micro‐modeling is concerned, the special steel‐concrete interface element and steel boom element are used (Khalil et al , 1999). Elasto‐plastic behavior with isotropic hardening is considered for reinforcement according to von Mises criterion where the onset of yielding is assumed to take place when the octahedral shearing stress reaches a critical value k , k =( J 2 ) 0.5 , as followswhere σ y is the yield stress from uniaxial tests.…”
Section: Micro‐ To Macro‐scale Homogenizationmentioning
confidence: 99%
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“…The state-of-the-art review on the existing frame models with the inclusion of shear responses is presented in Ceresa et al (2007). Although the literature presents plenty of other interesting formulation approaches based on force-based element (Valipour and Foster, 2010; Li et al , 2011; Brunesi and Nascimbene, 2014; Brunesi et al , 2015; Feng et al , 2016; Yu et al , 2016; Brunesi and Parisi, 2017) or displacement-based element (Khalil et al , 1999; Stramandinoli and La Rovere, 2012; Zivaljic et al , 2013; Li et al , 2016; Lezgy-Nazargah, 2018), there is still a lack for methods that consider bond-slip behaviors based on a finite strain-description. However, several beam finite elements have been proposed by many researchers in large displacement problems with finite strain implementation (Yang et al , 2002; Valipour and Foster, 2010).…”
Section: Introductionmentioning
confidence: 99%