The inelastic combined bending and torsion of I-section beams is inves
tigated in this paper using the finite-element method. The elastic-pla
stic load-deformation relationships of beams under combined bending an
d torsion are determined by taking into account the effects of large d
eformations, material inelasticity, and initial conditions of residual
stresses and geometric imperfections. The interactions between in-pla
ne bending, flexural-torsional buckling, and torsion are studied. The
effects of secondary bending actions about the minor axis caused by to
rsional rotations are important for the interaction between bending (w
ith flexural-torsional buckling) and destabilizing torsion. Interactio
n equations for the design of I-section beams against combined bending
and free torsion, and against combined flexural-torsional buckling an
d destabilizing torsion, are proposed. It is found that a commonly quo
ted circular interaction equation for combined bending and torsion doe
s not always provide a true lower bound for I-section beams.