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Earth Pressures of Clayey Backfilled Retaining Walls Under Seismic Loading

机译:地震作用下黏土回填挡土墙的土压力

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One of the classic approaches to find out reasonable earth pressure applied to the retaining walls for seismic condition is Mononobe-Okabe method. Although this method has a wide range of application in dynamic analysis of the retaining walls in cohesionless material, the method has some limitations for cohesive soils and for dynamic computation with different seismic parameters. In this study an investigation was carried out to evaluate lateral earth pressures for retaining wall backfilled with clayey soils under seismic condition. A numerical model of a cantilever wall was conducted with finite difference method using staged construction and installation of different layers of backfill. A 0.6 m thick cantilever wall with the height of 6 meter and width of 4 meter was used for numerical modeling. Mohr-Coulomb constitutive model was used to simulate foundation and backfill soil material. Furthermore, a bilinear elasto-plastic model was used to characterize interaction of wall and soil medium. A full dynamic analysis was conducted to determine lateral earth pressure during the earthquake. Kobe earthquake (1995) was selected for applying dynamic loading. Various clayey backfill materials were examined for this study. The results were compared to lateral earth pressures estimated by limit-equilibrium Mononobe-Okabe method. A comparison between the results of the two methods indicates that there is an inconsistency between lateral earth pressure estimated by two methods and the reasoning is discussed in detail.
机译:找出适用于地震条件的挡土墙的合理土压力的经典方法之一是Mononobe-Okabe方法。尽管此方法在无粘性材料挡土墙的动力分析中具有广泛的应用范围,但该方法对于粘性土和具有不同地震参数的动力计算具有一定的局限性。在这项研究中,进行了一项研究,以评估在地震条件下挡土墙回填有黏性土壤的侧向土压力。悬臂墙的数值模型是采用有限差分法进行的,采用了分阶段的施工和不同回填层的安装方式。使用高度为6米,宽度为4米的0.6 m厚的悬臂墙进行数值模拟。 Mohr-Coulomb本构模型用于模拟地基和回填土的材料。此外,使用双线性弹塑性模型来表征墙体与土壤介质的相互作用。进行了完整的动力分析,以确定地震期间的侧向土压力。选择了神户地震(1995年)进行动态荷载。这项研究检查了各种粘土回填材料。将结果与极限平衡Mononobe-Okabe方法估算的侧向土压力进行了比较。两种方法的结果之间的比较表明,两种方法估算的侧向土压力之间存在不一致,因此将详细讨论其推理。

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