AISCAISC 360-22
Formulas

Formulas: Negative Flexural Strength

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Equation C-I3-13

Mn=T(d1+d2)+Pyc(d3d2)M_{n}=T\left(d_{1}+d_{2}\right)+P_{y c}\left(d_{3}-d_{2}\right)

Formula 2

However, analytical solutions for elastic distortional buckling indicate that, for most practical cases (for example, L/ho>10L / h_{o}>10 and ho/tw<50h_{o} / t_{w}<50, where L=L= length of span, ho=h_{o}= distance between flange centroids, and tw=t_{w}= thickness of web), the beam will be able to attain its plastic moment well before any global buckling occurs (Bradford and Gao, 1992).

L/ho>10L / h_{o}>10

Formula 3

ho/tw<50h_{o} / t_{w}<50

Found in

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