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A Multi-Pier MP procedure for the non-linear analysis of in-plane loaded masonry walls

机译:用于面内装载的砌体墙体非线性分析的多码码MP步骤

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Several simplified and advanced methods have been proposed to evaluate the behavior of masonrywalls under in-plane loads, but their implementation in standard commercial software remains still an exception. In this paper, a novel 1D approach called Mull-Pier MP method, which has the advantage that can be used in a commercial software and requires only truss elements with a non-linear softening behavior, is presented. In the model, a masonry structure in-plane loaded is transformed in an assemblage of piers (vertical trusses) and diagonal connecting elements (braces), ensuring by elastic stiffness equivalence that a masonry representative element of volume behaves in the same manner as the 1D system constituted by two vertical trusses and two diagonal braces. After a validation at a unit cell level, where geometric and mechanical properties of the trusses are set in order to reproduce correctly masonry behavior respectively under axial loads, combined shear and compression stresses and bending and shear actions, four masonry full scale shear walls with different length to width ratios and presence or absence of openings are analyzed in the non-linear static range. In addition to experimental results, two Heterogeneous Discrete Element and Finite Element Methods were used with validation purposes. Excellent match among MP Method results, experimental evidences and alternative advanced numerical heterogeneous approaches is found, as far as the prediction of ultimate load, post peak behavior, initial stiffness and failure mechanisms is concerned. The model is also capable to follow at each step of loading the spreading and position of tensile and shear cracks.
机译:已经提出了几种简化和高级方法来评估平面内负载下的MasonryWalls的行为,但它们在标准商业软件中的实现仍然是一个例外。在本文中,提出了一种名为Mull-Pier MP方法的新颖1D方法,其具有可用于商业软件的优点,并且仅需要仅需要具有非线性软化行为的桁架元件。在该模型中,在接线桥(垂直桁架)和对角线连接元件(括号)的组合中加载的砖石结构被改变,通过弹性刚度等效,其体积的砌体代表元素以与1D相同的方式由两个垂直桁架和两个对角括号构成的系统。在一个单元电池水平处验证之后,设定了桁架的几何和机械性能,以便分别在轴向载荷下再现正确的砖石行为,组合剪切和压缩应力和弯曲和剪切动作,四个砌体满量程剪切墙不同在非线性静态范围内分析到宽度比的长度和开口的存在或不存在。除了实验结果外,还使用了两个异构离散元件和有限元方法,与验证目的一起使用。尽管MP方法结果,实验证据和替代的先进数值异构方法是发现的,所涉及最终负载,初始刚度和故障机制的预测。该模型还能够在加载拉伸和剪切裂缝的扩散和位置的每个步骤中。

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