砖石建筑
脆弱性
拱门
不连续性分类
脆弱性评估
结构工程
脆弱性(计算)
离散元法
工程类
有限元法
概率逻辑
地质学
计算机科学
岩土工程
数学
机械
物理
数学分析
心理弹性
物理化学
人工智能
计算机安全
化学
心理学
心理治疗师
作者
Corneliu Cismaşiu,Pedro B. S. Silva,José V. Lemos,Ildi Cismaşiu
标识
DOI:10.1080/15583058.2021.1963506
摘要
Conservation of the European-built heritage is nowadays closely related to interventions in masonry construction. Since a significant part of these structures are located in earthquake prone zones, designing protective measures that ensure their preservation requires the assessment of the associated seismic vulnerability and the understanding of their degradation mechanisms. However, due to the presence of discontinuities between its constituent elements, the numerical simulation of the non-linear response of masonry structures subjected to strong earthquakes is a cumbersome task, especially when performed using the traditional finite element method. As an alternative, the discrete element method is particularly suitable for the numerical analysis of such structures under large, damaging loads. By allowing discrete displacements/rotations of individual bodies, and by automatically recognising new contacts between bodies, while eliminating obsolete ones, this numerical approach can simulate the complete detachment of discrete bodies initially in contact. The present paper illustrates the use of the discrete element method to assess the seismic vulnerability of stone arches. A probabilistic approach allows to consider the variability of the seismic action and the uncertainties in the definition of the material properties. First, an un-reinforced masonry arch is considered. Based on non-linear multi-directional incremental dynamic analyses, five damage states are proposed and the respective fragility curves are elaborated. To improve the arch's seismic performance, two reinforcing solutions using steel elements are considered and analysed comparatively.
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