基于有限-离散元方法的钢筋网砂浆面层加固砖墙抗剪极限承载力理论公式研究

STUDY ON ULTIMATE SHEAR CAPACITY FORMULA OF RETROFITTED WALL WITH EXTERNAL STEEL-MESHED MORTAR LAYER BASED ON FINITE-DISCRETE ELEMENT METHOD

  • 摘要: 钢筋网砂浆面层是提高既有砌体结构抗震性能的常用加固方法,但现行《砌体结构加固设计规范》与《建筑抗震加固技术规程》中受剪承载力计算方法差异显著,相关研究亟待推进。本文基于有限-离散元方法,建立四种砌筑砂浆强度等级、不同墙顶竖向压力下共36片钢筋网砂浆面层加固砖墙数值模型,采用墙底节点直接约束的方式消除了试件与底梁接触面的滑移失效,并与试验对比验证了模拟方法的准确性。在剪-摩强度理论基础上,提出加固墙体抗剪极限承载力理论公式,通过既有文献公式对比,论证了所提公式的真实性与可信性。该公式用砌体抗剪强度数据及剪压复合受力影响系数计算原砖墙受剪承载力,由待定系数法和数值模拟真实数据标定砂浆面层与钢筋网的增强效应,兼具准确性与可操作性,可为改进砌体结构抗震加固设计理论提供参考依据。

     

    Abstract: The external steel-meshed mortar layer is a widely adopted technique for improving the aseismic performance of existing masonry structures. However, there are significant differences in the calculation methods of shear bearing capacity between the " Code for design of strengthening masonry structures " and the "Technical specification for aseismic strengthening of buildings ", making further research urgent. Using the finite-discrete element method, this study establishes numerical models of a total of 36 external steel-meshed mortar layer retrofitted brick walls, covering four mortar strength grades and various vertical compressive stresses at the wall top. By directly constraining the base nodes of the wall, sliding failure at the interface between the brick wall and the bottom beam is eliminated, and the accuracy of the modeling approach is verified against experimental results. Based on the shear-friction strength theory, a theoretical formula for the ultimate shear capacity of retrofitted walls is proposed. Its validity and reliability are demonstrated through the comparison with existing formulas in the literatures. In this formula, the shear capacity of the original brick wall is calculated using the shear strength data of masonry and the coefficient accounting for combined shearing and compression. The contributions of the mortar layer and the steel mesh are calibrated through the method of undetermined coefficients and real data from numerical simulations, ensuring both accuracy and practicability. The formula proposed provides a reference for improving the aseismic strengthening design theory of masonry structures.

     

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