Develops a general five-axle vehicle model to study the dynamic intera
ctions between the moving mass and the bridge structural components. T
wo-axle, three-axle, or four-axle sprung loads, and the limiting load
conditions such as a moving constant force, a moving alternating force
, a moving unsprung mass, and combinations thereof, can be treated as
special cases of the more general case presented. Further, its integra
tion with the versatile finite element modelling has enhanced the prac
tical applicability of such a theoretical development. The physical ch
aracteristics of the bridge and the vehicle, such as the bridge geomet
ry, mechanical properties, profile of the road surface, the vehicle pa
rameters including the distance between axles, leaf springs suspension
and the total weight, are considered explicitly in the present model.
The dynamic equations of equilibrium in time are integrated using the
Newmark integration scheme. Verifies the accuracy of the algorithm by
comparing the numerical results obtained from the present formulation
with the experimental results.