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    循环荷载下桩承式加筋路堤的荷载传递

    Load Transfer in Geosynthetic-Reinforced Pile-Supported Embankment Under Cyclic Loading

    • 摘要: 通过开展自适应活动门试验,研究了循环荷载下桩承式加筋路堤中桩间土压缩性对荷载传递的影响.利用弹簧支撑活动门,并用不同刚度的弹簧模拟具有不同压缩性的桩间土,而位于活动门两侧的固定端则用于模拟桩;采用石英砂作为路堤填土,以土工格栅作为加筋材料.研究结果表明:在循环荷载作用下,填土中土拱效应及荷载传递的发展均可划分为3个阶段,即初始阶段、最大阶段和退化阶段.压缩性较低的桩间土限制了土拱的发挥,导致较小的筋材变形,削弱了筋材的张力膜效应,从而减弱了路堤的荷载传递.但是,低压缩性桩间土造成路堤填土具有较高的承受循环荷载能力.另外,在现有理论计算方法的基础上,考虑循环荷载和桩间土的压缩性,提出了由循环荷载导致的作用于桩间土(活动门)上竖向附加应力的计算方法,可合理评估桩承式加筋路堤中的荷载传递.根据Rogbeck等提出的楔形土拱模型和van Eekelen等提出的同心拱模型得到的两种作用于桩间土(活动门)上竖向附加应力的计算值可分别作为试验实测值的上限和下限.

       

      Abstract: To investigate the effects subsoil compressibility in geosynthetic-reinforced piled-supported embankments on load transfer under cyclic loading,several self-moving trapdoor tests were conducted.In the trapdoor tests,the trapdoor was supported by springs with different stiffness,which was used to simulate the subsoil with different compressibility,while the stationary portions on the both sides of the trapdoor were equivalent to piles.Quartz sand and geogrids were used as embankment fill and reinforcement material respectively.The results show that the development of soil arching and load transfer in the embankment fill under cyclic loading could be divided into three stages,namely initial stage,maximum stage,and degradation stage.Subsoil with lower compressibility limited the mobilization of soil arching and induced less deflection of the reinforcementshowing tensioned membrane effect.However, it caused embankment fill to have a higher load-carrying capacity of cyclic loading.In addition,an estimating method of additional vertical stress on the subsoil (trapdoor) induced by cyclic loading was proposed to reasonably assess the load transfer in geosynthetic-reinforced piled-supported embankments,which considered the effect of cyclic loading and subsoil compressibility based on the existing theoretical methods.Two types of calculated values of additional vertical stress on the trapdoor induced by cyclic loading could serve as the upper and low limits of measured values in the trapdoor tests respectively,calculated based on the wedge-arch model proposed by Rogbeck et al.and the concentric arches model proposed by van Eekelen et al.respectively.

       

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