Space trusses represent one type of structure whose ultimate loading c
apacity cannot be solely determined from linear analysis. In compariso
n with the large amount of research on the geometric nonlinear behavio
urs of space trusses, relatively little work has been conducted on the
effects of member buckling and yielding. In this study, constitutive
laws that consider these effects are first derived for a hinged bar. S
uch constitutive laws are then included in an incremental-iterative pr
ocedure for tracing the postbuckling responses of space trusses, based
on a rigorous, updated, Lagrangian formulation. From the numerical st
udies, it is concluded that the buckling of individual members can res
ult in drastic reduction of the ultimate loading capacity of space tru
sses. The effect of member yielding, however, tends to affect the dura
tion of the elastic range in the postcritical stage for most structura
l steels. Copyright (C) 1996 Elsevier Science Ltd.