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Non-linear finite element analysis and limit analysis comparison of the Caaveiro stone arch bridge

机译:Caaveiro Stone Arch桥的非线性有限元分析及限制分析比较

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At the present time, there is no accepted procedure to determine the ultimate load that a masonry arch bridge can support. Unlike in the analysis of other structural typologies, it is not common to apply the finite element method to the structural analysis of this construction type. This is because it is rather complicated and expensive to know exactly many of the variables that characterize the structural behaviour of a model, such as material properties, load history, constructive sequence or its own geometric definition. On the other hand, the special configuration of masonry arches, with evident discontinuities in the joints between voussoirs, requires a unique and specific approach to the problem. It is not realistic to consider a totally homogenous structure, as occurs in other typologies and materials. In order to overcome these disadvantages, the purpose of this job is to develop a finite element model, which allows us to know with reasonable reliability, the maximum load that the bridge can support considering all the characteristics of the masonry structures, while keeping the computational cost under acceptable limits. The structure to be modelled is a stone arch bridge located next to the Caaveiro monastery in the northwest of Spain. The finite element model is a two-dimensional plane-stress model considering both geometric, material and contact nonlinearity. The results from this model are compared with those obtained from the limit analysis, considering the hypothesis of the plastic collapse of the structure.
机译:目前,没有公认的程序,以确定最终的负载,一个砌体拱桥可以支持。不像在其它结构类型学的分析,它是不常见的,以有限元方法适用于这种结构类型的结构分析。这是因为它是相当复杂和昂贵的确切知道许多表征模型的结构行为,如材料特性,载荷历程,建设性的序列或自身的几何定义的变量。在另一方面,砌筑拱门,在voussoirs之间的接缝明显的不连续性的特殊配置,需要解决问题的唯一和具体做法。这是不现实的考虑完全均匀的结构,如在其他类型学和材料发生。为了克服这些缺点,这项工作的目的是建立一个有限元模型,这让我们知道合理的可靠性,桥可以支持考虑砌体结构的所有特性的最大负荷,同时保持计算下可接受的限度成本。为蓝本的结构是石拱桥旁边在西班牙西北部的Caaveiro寺。有限元模型是同时考虑几何,材料和接触非线性的二维平面应力模型。从该模型的结果与从极限分析获得的那些相比,考虑到结构的塑性破坏的假说。

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