A three-dimensional dynamic finite element model is established for th
e tower-cable system of the Tsing Ma long suspension bridge which is c
urrently under construction. The two bridge towers, made up of reinfor
ced concrete columns and deep prestressed concrete beams, are modelled
by three-dimensional Timoshenko beam elements with rigid arms at the
connections between columns and beams. The main span and side span cab
les are modelled by three-node cable elements accounting for geometric
nonlinearity and large elastic deflection. The modal analysis is then
performed to determine the dynamic characteristics and dynamic intera
ction between the towers and cables. The results show that at lower na
tural frequencies, the modes of vibration of the system can be reasona
bly separated into in-plane modes and out-of-plane modes. Dynamic inte
ractions between the towers and cables are significant at global natur
al frequencies in either in-plane or out-of-plane vibration. There are
many local natural frequencies at which the cables vibrate but the to
wers remain stationary or have relatively small modal motion only. The
dynamic interactions between the main span and side span cables are a
lso observed at some local natural frequencies. The finite element mod
el and the analytical results presented in this paper have been verifi
ed by measuring the dynamic properties of the system. (C) 1997 Elsevie
r Science Ltd.