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Micro-scale continuous and discrete numerical models for nonlinear analysis of masonry shear walls

机译:砌体剪力墙非线性分析微级连续和离散数值模型

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摘要

A novel damage mechanics-based continuous micro-model for the analysis of masonry-walls is presented and compared with other two well-known discrete micro-models. The discrete micro-models discretize masonry micro-structure with nonlinear interfaces for mortar-joints, and continuum elements for units. The proposed continuous micro-model discretizes both units and mortar-joints with continuum elements, making use of a tension/compression damage model, here refined to properly reproduce the nonlinear response under shear and to control the dilatancy. The three investigated models are validated against experimental results. They all prove to be similarly effective, with the proposed model being less time-consuming, due to the efficient format of the damage model. Critical issues for these types of micro-models are analysed carefully, such as the accuracy in predicting the failure load and collapse mechanism, the computational efficiency and the level of approximation given by a 2D plane-stress assumption.
机译:提出了一种新型损伤力学的连续微型微型,用于分析砌体壁,与其他两个众所周知的离散微型模型进行比较。离散的微型模型将砌体微结构离散化与砂浆关节的非线性界面,以及单位的连续元件。所提出的连续微型模型将两个单元和砂浆关节与连续元素分开,利用张力/压缩损伤模型,这里精致以适当地再现剪切下的非线性反应并控制膨胀性。三种调查模型针对实验结果验证。它们都证明是类似的有效性的,所提出的模型由于损坏模型的有效格式而少耗时。小心地分析了这些类型微型模型的关键问题,例如预测失败负载和折叠机制的准确性,由2D平面应力假设给出的计算效率和近似水平。

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