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Effects of water content on resilient modulus of a granular material with high fines content

机译:含水量对高细粒度颗粒材料回弹性模量的影响

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The granular materials with high fines content are commonly adopted as the fill materials in the substructures of pavement and railway. The high-fraction fines may exist at the construction stage or accumulate gradually during the service life of transport infrastructures. Very few studies have been conducted on the resilient behaviour of granular materials with high fines content, especially when the changing water content is considered. In this study, three saturated cyclic triaxial tests with step wisely increasing cyclic deviator stress were performed to determine the required reasonable cycle number for determining a stabilized resilient modulus. A new parameter, termed as "representative cycle number", was newly defined to distinguish the unstable and stable periods of the deformation of the testing material under cyclic loading. The test data from this study and previous literature proved that the resilient modulus starts to level off when cycle number reaches "representative cycle number". Furthermore, a series of cyclic triaxial tests with various water contents were conducted on a granular material with high fines content. The results indicated that the resilient modulus of the granular materials with high fines content would drop firstly with the increasing cyclic deviator stress and then turned to increase gradually. The level of cyclic deviator stress at which resilient modulus started to rise increases with the increase of water content of the specimen. Lastly, a modified prediction model is proposed, considering the effects of water content and stress paths, to capture the non-monotonic relationship between resilient modulus and stress state. (C) 2019 Elsevier Ltd. All rights reserved.
机译:在人行道和铁路的下部结构中,通常采用高粉含量的粒状材料作为填充材料。高分数的细粉可能在施工阶段存在,或者在运输基础设施的使用寿命期间逐渐积累。对于具有高细粉含量的颗粒状材料的回弹性能,很少进行研究,尤其是考虑到水含量变化时。在这项研究中,进行了三个逐步逐步增大的循环偏应力的饱和循环三轴试验,以确定所需的合理循环次数,以确定稳定的弹性模量。新定义了一个新参数,称为“代表性循环数”,以区分循环载荷下测试材料变形的不稳定和稳定时期。来自这项研究和以前文献的测试数据证明,当循环次数达到“代表性循环次数”时,弹性模量开始趋于平稳。此外,对具有高含水量的粒状材料进行了一系列不同含水量的循环三轴试验。结果表明,细粉含量高的粒状材料的弹性模量会随着循环偏应力的增加而先下降,然后逐渐增大。弹性模量开始增加时的循环偏应力水平随样品含水量的增加而增加。最后,考虑水含量和应力路径的影响,提出一种改进的预测模型,以捕获弹性模量与应力状态之间的非单调关系。 (C)2019 Elsevier Ltd.保留所有权利。

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