Alternate Load Paths Redundancy Analysis of Steel Truss Bridges
Xi Chen, Huihui Li, Anil K. Agrawal, Mohammed Ettouney, Hongfan Wang
Abstract
Xi Chen, Huihui Li, Anil K. Agrawal, Mohammed Ettouney, Hongfan Wang
Abstract
An analysis method to quantify the alternate load paths (ALPs), inspired by the concept of ALP for progressive analysis of buildings, is proposed for steel truss bridges subject to the loss of a critical member. Quantification of ALP in bridges is defined as the spectra of the surrounding members undergoing load redistribution to prevent collapse following the sudden damage to member(s) of a bridge. Two indicators – demand to capacity ratio for linear elastic analysis and strain ratio for nonlinear dynamic analysis – were incorporated into the analysis method and applied to a representative long-span truss bridge. The results of the ALP analysis showed that the three-dimensionality of truss bridges, stemming from the upper and lower braces, sides trusses, floor beam trusses, and the reinforced-concrete deck, played a primary role in protecting the bridge from collapse following the sudden removal of a member(s).
OpenAlex reports 13 citations for this work. Citation counts describe recorded attention and do not establish research quality.
A contribution statement is not available in the OpenAlex record.
Method details are not available in the OpenAlex metadata.
Findings are not separately available in the OpenAlex metadata.
Limitations are not available in the OpenAlex metadata.
Application details are not available in the OpenAlex metadata.
An analysis method to quantify the alternate load paths (ALPs), inspired by the concept of ALP for progressive analysis of buildings, is proposed for steel truss bridges subject to the loss of a critical member. Quantification of ALP in bridges is defined as the spectra of the surrounding members undergoing load redistribution to prevent collapse following the sudden damage to member(s) of a bridge. Two indicators – demand to capacity ratio for linear elastic analysis and strain ratio for nonlinear dynamic analysis – were incorporated into the analysis method and applied to a representative long-span truss bridge. The results of the ALP analysis showed that the three-dimensionality of truss bridges, stemming from the upper and lower braces, sides trusses, floor beam trusses, and the reinforced-concrete deck, played a primary role in protecting the bridge from collapse following the sudden removal of a member(s).
Key concepts: Structural engineering, Truss, Truss bridge, Deck, Structural load, Engineering