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Torsional design is made with the reinforcement requirement determined by comparing the factored torsional moment Tu value with the threshold torsion Tth and cracking torsion Tcr values.

  • Torsional effects can be neglected if the factored torsional moment at section Tu is less than threshold torsion multiplied by strenght reduction factor ϕTth (Tu<ϕTth). Torsional moments that do not exceed the threshold torsion Tth will not cause a structurally significant reduction in either flexural or shear strength and can be ignored.

  • If Tu ϕTcr it is assumed that the torsional resistance is provided by closed stirrups, longitudinal bars, and compression diagonals. Therefore, the reinforced concrete member is designed to resist Tu.

  • If ϕTcr > Tu ϕTth, only minimum tension rebar needs to be provided ACI 9.6.4.

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Mathinline
hostConfluence:2933017122
body--uriencoded--$$ \normalsize \frac%7B(A_v+2A_t)_%7Bmin%7D %7D%7Bs%7D = \Big[ 0.75 \sqrt%7Bf_c'%7D \frac%7Bb_w%7D%7Bf_%7Byt%7D%7D \; \; , \; \; 50 \frac%7Bb_w%7D%7Bf_%7Byt%7D%7D \Big]_%7Bmin%7D %7Bmax%7D $$

minimum area of longitudinal reinforcement Al,min

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