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Effect of truck position and multiple truck loading on response of long-span metal culverts

机译:卡车位置和多辆卡车载荷对大跨度金属涵洞响应的影响

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Long-span metal culverts have been used for almost 50 years as an economical alternative to short-span bridges. Current design methods are based on two-dimensional finite element analysis using beam theory to represent the structure, or three-dimensional analysis employing orthotropic shell theory. However, neither analysis has been used to investigate the most critical position for trucks at the surface of long-span metal culverts. This paper shows results of three-dimensional finite element analysis, employing orthotropic shell theory and explicitly modeling the geometry of corrugated plates for a specific box culvert tested using a fully loaded dump truck. The analysis was then extended to study the effect of truck position on the response of long-span box and arch culverts. The finite element models, employing orthotropic shell theory and explicitly modeling the geometry of corrugated plates, successfully produced the behaviour of the culvert under truck loading for different truck positions. Culvert deformations were calculated within 7%–13% of the measured values at different locations. The bending moment at the crown was within 4%–17% of the values calculated using the measured strains. If three-dimensional finite element analysis is used to design these culverts, two design trucks should be considered (current design considers a single design truck). The highest moment or thrust is obtained when the truck tandem axles are located above the crown of the culvert.
机译:大跨度金属涵洞已被用作短跨度桥梁的一种经济替代方案,已有近50年的历史。当前的设计方法基于使用梁理论表示结构的二维有限元分析或基于正交各向异性壳理论的三维分析。但是,这两种分析都没有用于调查卡车在大跨度金属涵洞表面的最关键位置。本文显示了三维有限元分析的结果,采用正交异性壳理论,并针对使用满载翻斗车测试的特定箱涵对波纹板的几何形状进行了显式建模。然后将分析扩展到研究卡车位置对大跨度箱形和拱形涵洞响应的影响。有限元模型采用正交异性壳理论并明确地模拟了波纹板的几何形状,成功地产生了在不同卡车位置下卡车荷载作用下涵洞的行为。涵洞变形的计算值在不同位置的测量值的7%–13%之内。牙冠的弯矩在使用测得的应变计算得出的值的4%–17%之内。如果使用三维有限元分析来设计这些涵洞,则应考虑使用两个设计车(当前设计考虑一个设计车)。当卡车纵轴位于涵洞冠上方时,可获得最大力矩或推力。

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