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首页> 外文期刊>JPC Bulletin on Iron & Steel >Bearing Capacity of Shallow Foundations in Unsaturated Soil Considering Hydraulic Hysteresis and Three Drainage Conditions
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Bearing Capacity of Shallow Foundations in Unsaturated Soil Considering Hydraulic Hysteresis and Three Drainage Conditions

机译:考虑液压滞后和三种排水条件的不饱和土中浅层基础承载力

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Abstract>Most shallow foundations are built in unsaturated soils above the groundwater table. Being able to evaluate the bearing capacity of these foundations is important in foundation design because the conventional bearing-capacity equations, which were developed for soils in saturated or dry states, are not directly applicable. This paper presents an effective stress-based finite-element formulation and shows how it can be used to compute the bearing capacities of shallow foundations in unsaturated soils. The mechanical behavior of unsaturated soil is described using the elastic–perfectly plastic Mohr-Coulomb model. It is shown that suction and hydraulic hysteresis directly impact the bearing capacity of unsaturated soil foundations. The effects of three different drainage conditions are also investigated, namely, a constant suction, a constant moisture content, and a constant contribution of suction to the effective stress and strength condition (also referred to as a constant χs condition). It is shown that the constant χs condition provides a good approximation to the other two and may simplify calculation of bearing capacity. When foundation loading occurs quickly, meaning a condition of constant moisture content prevails, a constant χs condition can be assumed without loss of significant accuracy. The χs magnitude can be taken as being equal to the initial in situ value.]]>
机译:<![cdata [ <标题>摘要 >大多数浅层基础都在地下水位上方的不饱和土中构建。能够评估这些基础的承载力在基础设计中是重要的,因为用于饱和或干燥状态的土壤开发的常规轴承容量方程不可直接适用。本文提出了一种有效的基于应力的有限元素制剂,并展示了如何使用它来计算不饱和土壤中浅层基础的承载能力。使用弹性完美的塑料MoHR-Coulomb模型描述不饱和土的力学行为。表明抽吸和液压滞后直接影响不饱和土基础的承载力。还研究了三种不同的排水条件的影响,即恒定抽吸,恒定的水分含量和抽吸对有效应力和强度条件的持续贡献(也称为常数 χ s 条件)。结果表明,常量<内联公式> χ s < / MML:MI> 条件为其他两个提供了很好的近似,可以简化承载能力的计算。当基础加载快速地发生时,意味着恒定的湿度含量的条件占上风,常数<内联公式> χ S 条件可以假设而不会损失显着的精度。 <内联公式> χ s 幅度可以被视为等于初始原位值。 ]]>

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