AISCAISC 360-22
Chapter F Design of members for flexure

F6I-shaped members and channels bent about their minor axis

PDF page 129 · AISC 360-22

This section applies to I-shaped members and channels bent about their minor axis.

The nominal flexural strength, MnM_{n}, shall be the lower value obtained according to the limit states of yielding (plastic moment) and flange local buckling.

F6.1 Yielding

M₁ = M₁ = F,Z, ≤ 1.6F,Sy (F6-1)

where

Sy=S_{y}= elastic section modulus taken about the yy-axis, in. 3( mm3){ }^{3}\left(\mathrm{~mm}^{3}\right)

Zy=Z_{y}= plastic section modulus taken about the y-axis, in. 3( mm3){ }^{3}\left(\mathrm{~mm}^{3}\right)

F6.2 Flange Local Buckling

  • (a) For sections with compact flanges, the limit state of flange local buckling does not apply.

User Note: For Fy = 50 ksi (345 MPa), all current ASTM A6/A6M W, S, M, C, and MC shapes except W21×48, W14×99, W14×90, W12×65, W10×12, W8×31, W8×10, W6×15, W6×9, W6×8.5, and M4×6 have compact flanges.

(b) For sections with noncompact flanges

Mn=Mp(Mp0.70FySy)(λλpfλrfλpf)M_{n}=M_{p}-\left(M_{p}-0.70 F_{y} S_{y}\right)\left(\frac{\lambda-\lambda_{p f}}{\lambda_{r f}-\lambda_{p f}}\right)

(c) For sections with slender flanges

Mn=FcrSyM_{n}=F_{c r} S_{y}

(F6-3)

where

Fcr=0.70E(btf)2F_{c r}=\frac{0.70 E}{\left(\frac{b}{t_{f}}\right)^{2}}

(F6-4)

b=b= for flanges of I-shaped members, half the full flange width, bfb_{f}; for flanges of channels, the full nominal dimension of the flange, in. (mm)

tft_{f} \quad = thickness of the flange, in. (mm)

λ=btf\lambda=\frac{b}{t_{f}}

λpf=λp\lambda_{p f}=\lambda_{p}, the limiting width-to-thickness ratio for a compact flange as defined in Table B4.1b

λrf=λr\lambda_{r f}=\lambda_{r}, the limiting width-to-thickness ratio for a noncompact flange as defined in Table B4.1b

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