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Expansion responses of a cylindrical cavity in overconsolidated unsaturated soils: A semi-analytical elastoplastic solution

机译:过核不饱和土中圆柱腔的膨胀响应:半分析弹塑性溶液

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摘要

This paper presents a semi-analytical elastoplastic solution for cylindrical cavity expansion in overconsolidated (OC) unsaturated soils under constant water content condition, in which both the OC features and the coupled hydro-mechanical behaviour of soils are properly addressed. The unified hardening model for OC unsaturated soil is further coupled with a void ratio-dependent soil-water characteristic curve to model the coupled hydro mechanical soil responses during expansion. With the aid of an auxiliary variable, the coupled hydro mechanical constitutive matrix for the investigated problem is finally formulated as a set of first-order ordinary differential equations in terms of Lagrangian description, with the three net stress components, the suction, and the void ratio as the basic unknowns. The governing differential equations are solved as an initial value problem with the code developed based on the Runge-Kutta algorithm. Parametric studies show that both the overconsolidation ratio and the suction have remarkable impacts on the expansion responses, including the distribution of stress components, the change of degree of saturation as well as the expansion pressures. The proposed solution could provide a reasonable tool for interpretation of the pressuremeter tests and prediction of pile installation effects in overconsolidated unsaturated soils.
机译:本文介绍了用于在恒定水含量条件下过泛耐含水(OC)不饱和土壤中的用于圆柱形腔膨胀的半分析弹塑性溶液,其中oc特征和土壤的耦合水电机械行为都得到了适当的解决。对OC不饱和土的统一硬化模型进一步与空隙率依赖性土壤 - 水特性曲线相结合,以在膨胀期间模拟耦合的水力机械土响应。借助于辅助变量,在拉格朗日描述方面,最终将研究问题的耦合水电组成矩阵最终以三级净应力分量,吸力和空隙为单位为一组一定的常微分方程。比例作为基本未知。管理微分方程被解决为基于Runge-Kutta算法开发的代码的初始值问题。参数研究表明,过度透明度和吸力都对扩展响应具有显着影响,包括应力分配的分布,饱和度的变化以及膨胀压力。所提出的解决方案可以提供合理的工具,用于解释压尿器测试和过覆的不饱和土壤中的桩安装效果的预测。

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