The necessary conditions for the occurrence of 2D coupled galloping os
cillations and a description of the set of general differential equati
ons for 2D coupled galloping vibrations are established in this paper.
A procedure to predict the 2D coupled galloping oscillations is propo
sed. Wind loading was treated as a stochastic process including mean a
nd fluctuating components caused by atmospheric turbulence. The formul
ae and the procedure presented permit a better assessment of galloping
oscillations of a prismatic structure which has the same natural freq
uencies-in the directions of the two orthogonal horizontal axes. The e
ffects of turbulence on 2D coupled galloping are investigated. It is s
hown that 2D coupled galloping oscillations mainly occur in the cross-
wind direction. The effect of the turbulence integral scale an the ons
et wind velocity of 2D coupled galloping oscillations is negligible. H
owever, the turbulence integral scale has certain influences on the rm
s response both in the along-wind and the cross-wind directions when t
he wind velocity is equal or close to the onset wind velocity for gall
oping. An increase in the turbulence integral scale in the range of 10
-40 m considered in this paper increases the galloping response. (C) 1
998 Elsevier Science Ltd. All rights reserved.