A method is presented to identify moving loads on a bridge deck modelled as
an orthotropic rectangular plate. The dynamic behavior of the bridge deck
under moving loads is analyzed using the orthotropic plate theory and modal
superposition principle, and Tikhonov regularization procedure is applied
to provide bounds to the identified forces in the time domain. The identifi
ed results using a beam model and a plate model of the bridge deck are comp
ared, and the conditions under which the bridge deck can be simplified as a
n equivalent beam model are discussed. Computation simulation and laborator
y tests show the effectiveness and the validity of the proposed method in i
dentifying forces travelling along the central line or at an eccentric path
on the bridge deck. (C) 2000 Academic Press.