A theoretical study of the torsional buckling strengths of cruciform c
olumns is presented. The influences of both initial geometric imperfec
tions and residual stresses are investigated. A nonlinear elastic tors
ion theory based on simple beam-column theory is presented and used to
predict the torsional behaviour up to first yield. For the behaviour
beyond the first yield, a nonlinear finite element model is developed
which is able to make a complete inelastic load-twist analysis. it is
found that both initial twists and residual stresses can significantly
reduce the ultimate torsional buckling strengths of cruciform columns
.