I-section beams may be restrained continuously along one flange. Two c
ommon applications of this are in composite tee-beams where buckling m
ay occur in the hogging region, and half-through girder bridges consis
ting of two parallel I-section beams connected by a deck at the bottom
flange level. In these applications, the compression flange is restra
ined only by the stiffness of the web, and the buckling mode is genera
lly lateral-distortional. The elastic buckling mode in the compression
flange is commonly predicted by the U-frame approach, and this method
assumes that the half-through girder or composite tee-beam is subject
ed to uniform bending. The elastic buckling load may then be converted
into a design strength utilising the interaction between elastic buck
ling and yielding. The paper uses an energy method of analysis to stud
y the inelastic buckling of beams continuously and elastically restrai
ned at the tension flange level, being typical of half-through girders
. The inelastic buckling strength is predicted by recourse to the U-fr
ame model and to the Australian AS4100 steel structures standard as we
ll as the numerical method, and discrepancies between the design metho
d and the accurate formulation are noted. (C) 1998 Elsevier Science Lt
d. All rights reserved.