Journal of Composites for Construction · 2008 · 119 citations · 25 references
EngineeringCivil EngineeringMaterials EngineeringBuilding StructuresStructural EngineeringStructural MaterialsConcrete MaterialsFiber-reinforced CompositesReinforced Concrete StructuresShear PropertiesShear StrengthStructural DesignFiber-reinforced Polymer CompositesFiber-reinforced Polymer ReinforcementReinforced ConcreteReinforcementShear BehaviorShear Strength Of Slabs
For members with no transverse reinforcement, numerous models have been proposed for determining shear capacity, most often based on a statistical curve fit to experimental beam test results. The shear provisions of the Canadian code (CSA) for steel-reinforced concrete, by contrast, are based on a theoretical model, the modified compression field theory. This paper demonstrates that the CSA shear provisions for steel-reinforced members can be safely applied to members with internal fiber-reinforced polymer (FRP) bars by adjusting the term EsAs in the method to ErAr . A database of 146 shear failures of specimens reinforced with carbon, glass, or aramid FRP or steel is presented and gives an average test to predicted ratio of 1.38 with a coefficient of variation (COV) of 17.2%. The CSA code equations were optimized for the typical strain range of steel-reinforced concrete and when an equation appropriate for the wider range of strains associated with FRP is used, then a better statistical result can be achieved. Application of this expression to the database resulted in an average test to predicted strength ratio of 1.15 with a COV of 14.9%. As both methods are based on a theoretical shear model that was derived for steel-reinforced concrete and since both methods work safely, it can be concluded that the use of internal FRP bars does not change the one-way shear behavior of reinforced concrete beams and slabs without stirrups.
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How Safe are Our Large Reinforced Concrete Beams?
G. N. J. Kani · ACI Journal Proceedings · 1967 · 332 citations