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DISPLACEMENT CAPACITY OF MASONRY STRUCTURES UNDER HORIZONTAL ACTIONS VIA PRD METHOD

机译:通过PRD方法在水平动作下砌体结构的位移能力

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The displacement capacity of masonry structures, investigated through the piecewise rigid displacement (PRD) method, is the principal focus of the present study. Since a masonry construction exhibits a rigid block mechanism when shaken by severe earthquakes, by adopting the Heyman material restrictions, the PRD method can be used to look for the global collapse mechanism of the structure under horizontal actions and the static load multiplier. As a result of this investigation, a one-degree of freedom mechanism is detected. In the moving part of the collapsing structure, the field of relative displacement among the blocks allows to identify the fracture distribution. The paper examines the stability of masonry constructions analysing the displacement capacity curves which is obtained by a kinematical incremental analysis via PRD method, operating in the framework of limit analysis. The displacement capacity of the structure is defined as the maximum displacement in which the potential energy assumes a local maximum. Consequently, the moving part of the structure in this configuration is unstable. Finally, two examples are exposed in detail to show the performance of the PRD method.
机译:通过分段刚性位移(PRD)方法研究了砌体结构的位移能力,是本研究的主要重点。由于砌体结构展示了刚性地震时摇动的刚性块机制,通过采用赫曼材料的限制,PRD方法可用于寻找水平动作下结构的全局折叠机制和静态负载倍增器。由于这项调查,检测到一种自由机制。在折叠结构的移动部分中,块之间的相对位移领域允许识别断裂分布。本文研究了分析砌体结构的稳定性,分析了通过PRD方法通过Kinemicalicalication分析获得的位移能力曲线,在极限分析框架中运行。结构的位移容量被定义为最大位移,其中潜在能量呈现局部最大值。因此,在该配置中的结构的移动部分是不稳定的。最后,详细暴露了两个示例以显示PRD方法的性能。

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