SIMPLE VEHICLE MODEL FOR HIGHWAY BRIDGE IMPACT
Tht Chan, Colin O’Connor
Abstract
Tht Chan, Colin O’Connor
Abstract
This paper suggests a simple vehicle model which may be used to estimate impact in highway bridges. In this model, each axle load consists of a constant load together with a sinusoidally varying dynamic component with a frequency equal to the natural frequency of the bridge. The dynamic response of the bridge may be formed by adding the effects of the individual axles, and for maximum impact the dynamic load components must be in phase with respect to time. Maximum bending moments in a simple girder are determined by the span, the static axle loads, the relative magnitude of the dynamic load components and a bridge factor defined as the number of dynamic load maxima applied by an axle during its passage over the bridge. It is shown that for many bridges, the first natural frequency is simply related to the span and that the bridge factor is about 6. For this case, impact values are predicted for a range of spans with a dynamic load component equal to 10% of the static load.
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This paper suggests a simple vehicle model which may be used to estimate impact in highway bridges. In this model, each axle load consists of a constant load together with a sinusoidally varying dynamic component with a frequency equal to the natural frequency of the bridge. The dynamic response of the bridge may be formed by adding the effects of the individual axles, and for maximum impact the dynamic load components must be in phase with respect to time. Maximum bending moments in a simple girder are determined by the span, the static axle loads, the relative magnitude of the dynamic load components and a bridge factor defined as the number of dynamic load maxima applied by an axle during its passage over the bridge. It is shown that for many bridges, the first natural frequency is simply related to the span and that the bridge factor is about 6. For this case, impact values are predicted for a range of spans with a dynamic load component equal to 10% of the static load.
Key concepts: Structural engineering, Axle, Structural dynamics, Dynamic load testing, Bridge (graph theory), Natural frequency, Span (engineering), Axle load