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Simulation Of Shake Table Tests on Out-of-Plane Masonry Buildings. Part (II): Combined Finite-Discrete Elements

机译:平面砖石建筑振动台测试的模拟。第(II)部分:有限元组合

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Out-of-plane response of unreinforced masonry elements is frequently the most critical aspect of the seismic performance of existing masonry buildings. The response of such elements is usually governed by equilibrium rather than strength. Hence, it is customary to resort to rigid-body models, accounting for possible rotations, and/or sliding. However, the results of such analyses depend on the initial choice of the mechanism. In this article, the shaking-table experiments on a brick-masonry specimen, and on a stone-masonry specimen have been modeled by resorting to a combined finite-discrete element strategy. Despite the coarse discretization of both discrete and finite elements, the three-dimensional models are able to capture the experimentally observed multi-degree-of-freedom mechanisms, without any a priori assumption on the mechanism. A sensitivity analysis is carried out, addressing eight different parameters. The identification of the mechanism is sufficiently robust, but the assessment of its activation and failure is best done by combining the finite-discrete element model with a simplified model of the recognised mechanism.
机译:未加固的砌体单元的面外响应通常是现有砌体建筑抗震性能的最关键方面。这些元素的响应通常由平衡而不是强度决定。因此,习惯上采用刚体模型,考虑到可能的旋转和/或滑动。但是,此类分析的结果取决于该机制的初始选择。在本文中,通过组合有限元策略,对砖石标本和石砖标本的振动台实验进行了建模。尽管离散和有限元都进行了离散化,但是三维模型能够捕获实验观察到的多自由度机制,而无需对该机制进行任何先验假设。进行了灵敏度分析,处理了八个不同的参数。该机构的识别是足够稳健的,但是最好通过将有限离散元模型与公认机构的简化模型相结合来对其激活和失败进行评估。

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