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Influence of toe restraint on reinforced soil segmental walls

机译:脚趾约束对加筋土段墙的影响

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摘要

A verified fast Lagrangian analysis of continua (FLAC) numerical model is used to investigate the influence of horizontal toe stiffness on the performance of reinforced soil segmental retaining walls under working stress (operational) conditions. Results of full-scale shear testing of the interface between the bottom of a typical modular block and concrete or crushed stone levelling pads are used to back-calculate toe stiffness values. The results of numerical simulations demonstrate that toe resistance at the base of a reinforced soil segmental retaining wall can generate a significant portion of the resistance to horizontal earth loads in these systems. This partially explains why reinforcement loads under working stress conditions are typically overestimated using current limit equilibrium-based design methods. Other parameters investigated are wall height, interface shear stiffness between blocks, wall facing batter, reinforcement stiffness, and reinforcement spacing. Computed reinforcement loads are compared with predicted loads using the empirical-based K-stiffness method. The K-stiffness method predictions are shown to better capture the qualitative trends in numerical results and be quantitatively more accurate compared with the AASHTO simplified method.
机译:经过验证的快速连续拉格朗日分析(FLAC)数值模型用于研究在工作应力(运行)条件下水平趾刚度对加筋土分段挡土墙性能的影响。对典型模块块底部与混凝土或碎石找平垫块之间的界面进行全面剪切测试的结果用于反算趾部刚度值。数值模拟结果表明,在这些系统中,加筋土段挡土墙底部的脚趾阻力会产生很大的水平阻力。这部分解释了为什么使用基于电流极限平衡的设计方法通常会高估工作应力条件下的钢筋载荷。研究的其他参数是壁高,砌块之间的界面剪切刚度,墙面糊,增强刚度和增强间距。使用基于经验的K刚度方法将计算出的钢筋载荷与预测载荷进行比较。与AASHTO简化方法相比,K刚度方法的预测可以更好地捕获数值结果中的定性趋势,并且在定量上更加准确。

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