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Axial Stress-Strain Model for FRCM Confinement of Masonry Columns

机译:砌体柱FRCM限制的轴向应力 - 应变模型

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摘要

Masonry columns often exhibit a lack of load-carrying capacity that is due to overloads and do not provide any ductility or dissipation capacity under seismic forces. Column confinement has been extensively studied as an effective technique, which could mitigate these structural vulnerabilities. The confinement of masonry columns will be studied in this paper, by considering fabric-reinforced cementitious matrix (FRCM) materials as external jackets. Due to the lack of information in the scientific literature, a new analysis-oriented model (AOM) for the prediction of the axial stress-strain law will be presented and discussed in this paper. The proposed AOM consists of a system of equations that make several assumptions: crossing the predicted peak point (strength and relative strain), crossing the ultimate point (80% residual strength and relative strain), and the horizontal tangent at the peak point and the initial (linear elastic) slope derived from the geometry and mechanical properties of the materials involved. The AOM was demonstrated to be simple and accurate, based on Pearson's test (chi(2)); therefore, the proposed approach could be considered for future design equations. In addition, this paper will illustrate and discuss the validation of two available design-oriented models (DOMs), which could predict the axial strength of FRCM jacketed columns, by comparing the theoretical results with a database of experimental results that is available in the scientific literature. Novel formulas for the computation of both the peak and ultimate axial strains will be further proposed, as the basis for a design procedure. Their accuracy was demonstrated by considering an experimental versus theoretical comparison.
机译:砌体柱通常表现出缺乏负载承载能力,即由于过载,并且不提供抗震力下的任何延展性或耗散能力。专栏限制已被广泛地研究了一种有效的技术,可以减轻这些结构漏洞。通过将织物增强的水泥质基质(FRCM)材料视为外部夹克,将在本文中研究砌体柱的限制。由于科学文献中缺乏信息,本文将介绍并讨论用于预测轴向应力 - 应变法的新分析的模型(AOM)。所提出的AOM包括一种制造若干假设的方程系统:穿过预测的峰值(强度和相对应变),穿过极限点(80%的残余强度和相对应变),以及峰值点的水平切线和初始(线性弹性)坡度来自所涉及的材料的几何形状和机械性能。基于Pearson的测试(Chi(2)),AOM被证明是简单准确的;因此,可以考虑所提出的方法,以便未来的设计方程。此外,本文将说明和讨论两种可用设计的模型(DOM)的验证,这可以通过将理论结果与科学的实验结果数据库进行比较,预测FRCM夹套柱的轴向强度。文学。将进一步提出用于计算峰值和最终轴向菌株的新型公式,作为设计过程的基础。通过考虑实验与理论比较来证明它们的准确性。

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