2022
DOI: 10.1016/j.engstruct.2022.114386
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Flexural behavior and design of under-reinforced concrete beams with BFRP and steel bars

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Cited by 31 publications
(8 citation statements)
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“…Therefore, two calculation methods of reinforcement ratio, which are converted by elastic modulus and tensile strength, are widely used, that is, ρ ne = ρ s + ρ f ( E f / E s ) and ρ nf = ρ s + ρ f ( f fu / f y ), respectively, 14 where E f and E s represent the elastic modulus of FRP and steel reinforcements, respectively; f fu and f y denote the ultimate strength of FRP bars and yield strength of steel bars, respectively. According to the analysis of failure modes in previous literatures, 15,29 the BFRP and steel bars hybrid RC beams herein this study are designed to follow the requirements of ductile failure.…”
Section: Model Propositionmentioning
confidence: 99%
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“…Therefore, two calculation methods of reinforcement ratio, which are converted by elastic modulus and tensile strength, are widely used, that is, ρ ne = ρ s + ρ f ( E f / E s ) and ρ nf = ρ s + ρ f ( f fu / f y ), respectively, 14 where E f and E s represent the elastic modulus of FRP and steel reinforcements, respectively; f fu and f y denote the ultimate strength of FRP bars and yield strength of steel bars, respectively. According to the analysis of failure modes in previous literatures, 15,29 the BFRP and steel bars hybrid RC beams herein this study are designed to follow the requirements of ductile failure.…”
Section: Model Propositionmentioning
confidence: 99%
“…According to ACI 440.1R-2015, 23 the effective stress in FRP bar in tension can be obtained by Equation (14). The nominal moment capacity M n can be determined using Equation (15), proposed by the previous study. 17…”
Section: Ultimate Flexural Strengthmentioning
confidence: 99%
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