AISCAISC 360-22
Formulas

Formulas: Compressive Strength

PDF page 499 · AISC 360-22

Formula 1

**Pno=PpPpPy(λrλp2(λλp2P_{no} = P_p - \frac{P_p - P_y}{(\lambda_r - \lambda_p^2}(\lambda - \lambda_p^2 (Eq.

Pno=PpPpPy(λrλp2(λλp2P_{no} = P_p - \frac{P_p - P_y}{(\lambda_r - \lambda_p^2}(\lambda - \lambda_p^2

Formula 2

**Pno=FnAs+0.7fc[AcAsr(EsEc)]P_{no} = F_n A_s + 0.7 f'_c \left[ A_c - A_{sr} \left( \frac{E_s}{E_c} \right) \right] (Eq.

Pno=FnAs+0.7fc[AcAsr(EsEc)]P_{no} = F_n A_s + 0.7 f'_c \left[ A_c - A_{sr} \left( \frac{E_s}{E_c} \right) \right]

Formula 3

I2-9e** (text_label - position: points to curve for λ>λr\lambda > \lambda_r)))

λ>λr\lambda > \lambda_r

Formula 4

| λ\lambda (where λp<λλr\lambda_p < \lambda \le \lambda_r) | PpPpPy(λrλp2(λλp2P_p - \frac{P_p - P_y}{(\lambda_r - \lambda_p^2}(\lambda - \lambda_p^2)) | Noncompact Section (Eq.

λp<λλr\lambda_p < \lambda \le \lambda_r

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