Study on the Correlation Between Geometric and Mechanical Properties of Parallel Truss Bridges
DOI: https://doi.org/10.62381/ACS.SDIT2024.14
Author(s)
Wu Jiangchen
Affiliation(s)
Central South University, Changsha, Hunan, China
Abstract
Truss bridge is a widely used structural form in bridge engineering, whose main feature is to realize the support and stability of the bridge by truss structure. The structure of truss bridge consists of a series of truss units, which are connected by rods of steel or other materials with triangles as the basic members. In terms of geometric performance, the geometric design of parallel truss bridges involves the arrangement of truss units, length of rods, and node connection methods. Parallel truss structures are usually characterized by symmetry and uniform distribution, which makes their geometric performance show better stability and consistency in large-span bridges. This paper reveals the key role of structural geometry on bridge performance by comparatively analyzing the effects of different geometric parameters on the overall stability and deformation characteristics of bridges. As for mechanical properties, the mechanical properties of parallel truss bridges include load distribution, stress distribution, stiffness and strength. Studies have shown that parallel truss bridges can effectively distribute and transfer stresses when subjected to static and dynamic loads, thus improving the load carrying capacity and deformation resistance of bridges. In this paper, the mechanical response of parallel truss bridges under actual loading is discussed in depth, which reveals the mechanical behavior of truss units and their influence on the overall performance of bridges.
Keywords
Truss Bridge; Geometric Properties; Mechanical Properties; Load Distribution; Load Carrying Capacity
References
[1]Zhang Yi. Technical condition and bearing capacity evaluation of triangular truss arch bridge[J]. Transportation Technology and Management,2024,5(10):108-110.
[2]Kong Pu. Research on design and construction program of large-span simply supported steel truss structure[J]. Urban Road and Bridge and Flood Control,2022, (11):77-79+92+15. DOI: 10.16799/j.cnki.csdqyfh.2022.11.022.
[3]Chen S.P. Mechanical performance analysis and experimental study of GFRP truss bridge [D]. Southeast University,2017.
[4]Li Xinkui. Optimization Design Method of Simply Supported Steel Truss Bridge Based on Reliability [D]. Dalian Maritime University, 2008.
[5]SHEN Sheng, YANG Ming, WANG Xinru, et al. A review of design analysis and optimization of steel truss bridge[J]. Shanxi Architecture,2015,41(15):166-169. DOI: 10.13719/j.cnki.cn14-1279/tu.2015.15.090
[6]Jiang Rui. Secondary stresses in semi-rigid connection of parallel chord steel truss bridge and its numerical analysis[D]. Northeastern University, 2009.
[7]WU Jin. Simple calculation method for controlling deflection of parallel chord steel joist[J]. Petrochemical Technology and Application,2000, (03):171-174.
[8]QIAO Kai, HAN Lei, GUO Yipeng, et al. Digital simulation and safety prediction technology for jacking construction of steel truss bridge[J]. Construction Technology (in Chinese and English),2023,52(20):56-60.