无荷和有荷条件下膨胀土的膨胀屈服特性

    Swelling yield characteristics of expansive soils under unloaded and loaded conditions

    • 摘要: 为了研究无荷和有荷膨胀过程中膨胀土的屈服特性,利用非饱和土固结仪对不同初始吸力的原状弱膨胀土进行了测量吸力条件下的无荷和有荷膨胀率试验,系统研究了膨胀变形过程中孔隙比和吸力的变化规律,探讨了膨胀土的膨胀屈服特性。研究结果表明:无荷最大膨胀率与初始吸力呈幂函数关系,有荷最大膨胀率与初始吸力呈对数函数关系,其值皆随着初始吸力的减小而减小;有荷(净竖向应力大于膨胀力)膨胀过程中孔隙比随着吸力的减小而减小,这与无荷膨胀过程中孔隙比随着吸力的减小而增大的结论相反;s-p平面上,随着净竖向应力的增大,LC屈服线近似呈平行向右移动趋势;SD和SI屈服线近乎平行,且与s轴呈钝角形式;LC、SI屈服线和s轴包围的区域是孔隙比塑性减小区域;LC、SD屈服线与s、p轴包围的区域是孔隙比塑性增加区域,该区域随着初始吸力的增大而增大;LC、SI、SD屈服线和s轴包围的区域是弹性域,该弹性域随着初始吸力的增大而减小。

       

      Abstract: A series of unloaded and loaded swelling rate tests on intact weakly expansive soils with different initial suctions under measuring suction conditions using a consolidation apparatus for unsaturated soils to investigate the yield characteristics of expansive soils under unloaded and loaded conditions during swelling. The study systematically examined the variation patterns of void ratio and suction during the swelling deformation process and explored the swelling yield characteristics of expansive soils. The results show that: The maximum unloaded swelling ratio exhibits a power function relationship with the initial suction, while the maximum loaded swelling ratio follows a logarithmic function relationship with the initial suction, both decreasing as the initial suction decreases. Under loaded swelling conditions, the void ratio decreases as suction decreases, which contrasts with the unloaded condition where the void ratio decreases as suction increases. In the s-p plane, as the net vertical stress increases, the LC yield line exhibits an approximately parallel rightward shift,the SD (Suction Decrease) and SI (Suction Increase) yield lines are nearly parallel and form an obtuse angle with the s-axis. The region enclosed by the LC (Loading-Collapse), SI yield lines, and the s-axis corresponds to the plastic reduction zone of void ratio. The region enclosed by the LC, SD yield lines, s- axis and p- axis represents the plastic increase zone of void ratio, which expands as the initial suction increases. The elastic domain is defined by the LC, SI, SD yield lines and the s-axis, and this elastic domain shrinks as the initial suction increases.

       

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