An I-beam curved in plan and subjected to vertical loading experiences prim
ary bending and nonuniform torsion actions. Because of this, the vertical d
eflections are coupled with twist rotations. These primary actions and defo
rmations couple together to produce second-order bending actions about the
minor axis. The interactions between these actions can grow rapidly, produc
e early nonlinear behavior and yielding, and lead to significant reductions
of the ultimate load-carrying capacities. This paper develops a curved bea
m finite-element model for the geometric and material nonlinear analysis of
I-beams curved in plan. Comparisons with existing results show that the fi
nite-element model is accurate, effective,, and economical. The numerical r
esults show that when the initial curvature of a curved beam is small, bend
ing is the major action and the nonlinear inelastic behavior is similar to
the inelastic flexural-torsional buckling of a straight beam. However, if t
his initial curvature is not small, both nonuniform torsion and bending are
dominant and nonlinear inelastic behavior develops very early. The behavio
r differs markedly from the inelastic flexural-torsional buckling behavior
of a straight beam.