An energy approach for geometrically nonlinear analysis of cable-stayed bri
dges is presented in this paper. The potential energy of the whole bridge,
including the bridge deck, stay cables and pylons, and work done by externa
l loads are considered in the development of the bridge energy equation. Th
e sources of geometric non-linearity, such as the cable sag and the axial f
orce-bending moment interaction in the bridge deck and in the pylons, are t
aken into account in the analysis. An iterative procedure, which has a high
convergence rate for solving the problem, is developed. The proposed energ
y method is sufficient and simple to use. The predictions of the method sho
w good agreement with experimental results.