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A Discrete Macro-Element Method (DMEM) for the nonlinear structural assessment of masonry arches

机译:离散宏单元法(DMEM)用于砌体拱的非线性结构评估

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摘要

The structural response of masonry arches is strongly dominated by the arch geometry, the stone block dimensions and the interaction with backfill material or surrounding walls. Due to their intrinsic discontinuous nature, the nonlinear structural response of these key historical structures can be efficiently modelled in the context of discrete element approaches. Smeared crack finite elements models, based on the assumption of homogenised media and spread plasticity, fail to rigorously predict the actual collapse behaviour of such structures, that are generally governed by rocking and sliding mechanisms along mortar joints between stone blocks. In this paper a new Discrete Macro-Element Method (DMEM) for predicting the nonlinear structural behaviour of masonry arches is proposed. The method is based on a macro-element discretization in which each plane element interacts with the adjacent elements through zero-thickness interfaces and whose internal de-formability is related to a single degree of freedom only. Both experimental and numerical validations show the capability of the proposed approach to be applied for the prediction of the non-linear response of masonry arch structures under different loading conditions.
机译:砌体拱的结构响应在很大程度上取决于拱的几何形状,石材砌块的尺寸以及与回填材料或围墙的相互作用。由于它们固有的不连续性,可以在离散元素方法的背景下有效地对这些关键历史结构的非线性结构响应进行建模。基于均质化介质和展布可塑性的假设,涂污裂纹有限元模型无法严格预测此类结构的实际坍塌行为,这些结构通常由沿砌块之间砂浆缝的摇摆和滑动机制控制。本文提出了一种新的离散宏单元法(DMEM),用于预测砌体拱的非线性结构行为。该方法基于宏元素离散化,其中每个平面元素通过零厚度界面与相邻元素交互,并且其内部变形能力仅与单个自由度有关。实验和数值验证均表明,该方法可用于预测不同荷载条件下砌体拱结构的非线性响应。

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