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Advanced FE Homogenization Strategies for Failure Analysis of Double Curvature Masonry Elements

机译:用于双曲率砖石构件破坏分析的高级有限元均质化策略

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The paper addresses the topic of the numerical analysis up to collapse of masonry vaults. At this aim, an advanced numerical model is utilized, which requires the discretization of the structure by means of three dimensional six-noded wedge finite elements rigid and infinitely resistant and interfaces exhibiting a non linear behavior with softening. The incremental problem is solved by means of a robust quadratic programming procedure and interfaces mechanical properties are estimated by means of a consolidated homogenization strategy. Failure mechanisms and collapse loads are evaluated numerically for a case study in Italy (a masonry cross vault subjected to increasing vertical live loads up to collapse), varying mechanical properties of the vault and considering the stabilizing role played by the backfill. In light of the results obtained, limitations and possibilities of the widely diffused traditional approaches based on the subdivision of the vault into a series of arches are addressed.
机译:本文探讨了数值分析的主题,直至砌体金库的倒塌。为此,采用了一种先进的数值模型,该模型需要通过三维六节点楔形有限元来对结构进行离散化,这些有限元具有刚性和无限的抵抗力,并且界面表现出具有软化的非线性行为。通过鲁棒的二次编程程序解决了增量问题,并通过合并的均化策略估算了界面的机械性能。在意大利的一个案例研究中对破坏机制和倒塌荷载进行了数值评估(砌体交叉拱顶承受垂直荷载不断增加直至倒塌),改变了拱顶的机械性能,并考虑了回填土的稳定作用。根据获得的结果,解决了基于将保险库细分为一系列拱门而广泛使用的传统方法的局限性和可能性。

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