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Design for Shear University of Alabama(设计剪切阿拉巴马大学)
CE 433, Fall 2006 Design of Beams for Shear 1 / 7 Another principal failure mode of reinforced concrete components, after flexure, is shear. Flexure cracks form where the flexural tension stresses are greatest, for example at the bottom of the midspan segment of a simply supported beam. Cracks due to shear forces form where the tension stresses due to shear are greatest, for example near the supports of a simply supported beam. Diagonal Tension cracks Flexure cracks shear strength in compression zone vertical component of aggregate interlock shear reinforcement dowel action of flexural reinforcement The basic design equation for shear says that the reduced nominal shear capacity must be greater than the factored shear force. φ V V (11-1) n u The strength reduction factor for shear = 0.75 (9.3.2.3) Shear Strength of ”Concrete. The nominal shear strength (V ) is composed of the sum of n the nominal shear strength provided by concrete (V ) and the nominal shear strength c provided by shear reinforcement (Vs). The ultimate nominal shear strength provided by concrete (Vc) is actually provided by several mechanisms, illustrated in the figure above, including: • shear strength of concrete in compression zone, • the vertical component of aggregate interlock, and • dowel action of the flexural reinforcement. The ACI code provides two equations for calculating Vc but we will only use one. This is wha
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