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Kozeny-Carman Equation and Hydraulic Conductivity of Compacted Clayey Soils

机译:压实黏土的Kozeny-Carman方程和水力传导率

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The saturated hydraulic conductivity of a soil is the main parameter for modeling the water flow through the soil and determination of seepage losses. In addition, hydraulic conductivity of compacted soil layers is critical component for designing liner and cover systems for waste landfills. Hydraulic conductivity can be predicted using empirical relationships, capillary models, statistical models and hydraulic radius theories [1]. In the current research work the reliability of Kozeny-Carman equation for the determination of the hydraulic conductivity of compacted clayey soils, is evaluated. The relationship between the liquid limit and the specific surface of the tested samples is also investigated. The resulting equation gives the ability for quick estimation of specific surface and hydraulic conductivity of the compacted clayey samples. The results presented here show that the Kozeny-Carman equation provides good predictions of the hydraulic conductivity of homogenized clayey soils compacted under given compactive effort, despite the consensus set out in the literature.
机译:土壤的饱和导水率是模拟流过土壤的水流和确定渗流损失的主要参数。此外,压实土层的水力传导性对于设计垃圾掩埋场的衬垫和覆盖系统是至关重要的。可以使用经验关系,毛细管模型,统计模型和水力半径理论来预测水力传导率[1]。在当前的研究工作中,评估了用Kozeny-Carman方程确定压实黏土的水力传导率的可靠性。还研究了液体极限和测试样品的比表面积之间的关系。所得方程式提供了快速估算压实黏土样品的比表面和水力传导率的能力。尽管文献中已达成共识,但此处给出的结果表明,Kozeny-Carman方程为在给定压实作用下压实的均质黏土的水力传导率提供了良好的预测。

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