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Numerical study on bearing behavior of pile considering sand particle crushing

机译:考虑砂粒破碎的桩身承载力数值研究

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The bearing mechanism of pile during installation and loading process which controls the deformation and distribution of strain and stress in the soil surrounding pile tip is complex and full of much uncertainty. It is pointed out that particle crushing occurs in significant stress concentrated region such as the area surrounding pile tip. The solution to this problem requires the understanding and modeling of the mechanical behavior of granular soil under high pressures. This study aims to investigate the sand behavior around pile tip considering the characteristics of sand crushing. The numerical analysis of model pile loading test under different surcharge pressure with constitutive model for sand crushing is presented. This constitutive model is capable of predicting the dilatancy of soil from negative to positive under low confining pressure and only negative dilatancy under high confining pressure. The predicted relationships between the normalized bearing stress and normalized displacement are agreeable with the experimental results during the entire loading process. It is estimated from numerical results that the vertical stress beneath pile tip is up to 20 MPa which is large enough to cause sand to be crushed. The predicted distribution area of volumetric strain represents that the distributed area shaped wedge for volumetric contraction is beneath pile tip and distributed area for volumetric expansion is near the pile shaft. It is demonstrated that the finite element formulation incorporating a constitutive model for sand with crushing is capable of producing reasonable results for the pile loading problem.
机译:控制桩端土体中应变和应力的变形和分布的桩在安装和加载过程中的承载机制是复杂的,并且充满很多不确定性。要指出的是,颗粒破碎发生在明显的应力集中区域,例如桩尖周围的区域。解决该问题的方法需要了解和模拟高压下颗粒状土壤的力学行为。这项研究的目的是考虑到沙粒破碎的特征,研究桩尖周围的沙粒行为。给出了本构关系下的碎石本构模型在不同附加压力下桩承载试验的数值分析。这种本构模型能够在低围压下预测土体的负膨胀性,而在高围压下只能预测土体的膨胀性。在整个加载过程中,归一化轴承应力和归一化位移之间的预测关系与实验结果一致。根据数值结果可知,桩尖下方的垂直应力高达20 MPa,该应力足以使沙子被压碎。预测的体积应变分布区域表示,用于体积收缩的分布形状的楔形区域位于桩头下方,而用于体积膨胀的分布区域位于桩身附近。结果表明,结合本构模型的压碎砂的有限元公式能够为桩荷载问题产生合理的结果。

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