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Applicability of cavity-throat connecting model for estimating the hydraulic conductivity of fine-grained soils: a geometrical and mathematical approach

机译:孔喉连接模型在估算细粒土的水力传导率中的适用性:一种几何和数学方法

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PurposeDetermining the hydraulic conductivity of low permeable fine-grained soils is difficult and time-consuming. This work develops a new method with an eye to the pore morphology to correlate hydraulic conductivity with pore-size distribution (PSD) parameters obtained from mercury porosimeter data. In order to realize this method, calculating percolation loss along the flow paths in pore channels and quantifying the spatial morphology of pore channels by proposing a cavity-throat connecting model is necessary.Materials and methodsIn order to establish the standard process of the new method, a kind of sedimentary mucky clay with regular dual-structural PSD has been collected. The samples are divided into three series: (a) vibrated with variable frequencies; (b) frozen at variable temperatures and unfrozen, making the freezing-thawing effect as the variable; and (c) remolded with different water contents. The PSD of freeze-dried samples at the end of each process is obtained by mercury intrusion porosimetry. After that, the method is demonstrated with application to 12 series of fine-grained soils.Results and discussionDeduced from mercury porosimeter data, the volume-based PSD curves of fine-grained soils are bimodal, due to the presence of inter-aggregate and intra-aggregate pores. Two important hypotheses have been proposed: (i) one is that in the smaller pore scales, the experimental extrusion curve controlled by the hysteresis loop has a really approximate part compared to the theoretical overall retraction curve, making the experimental extrusion curve characterize the pore cavity size approximately, and (ii) the pore system consists of a series of multistage cavity-throat connections. Accumulating the effects of single connection on the percolation can be used to measure the overall effects of pore system on the percolation. Based on fluid-driven path analysis of percolation, the pore system is quantified by a series of cavity-throat connections and the percolation loss has been derived to estimate the hydraulic conductivity.ConclusionsThe permeable parameter () representing the overall effects of pore connections on the hydraulic conductivity (K) is suited to correlate the microstructure and hydraulic conductivity by the linear relationship with the fixed slope in semilogarithmic coordinate for the fine-grained soils. It is the destruction and recombination of cavity-throat connections that are dominant during the treatments like freezing, remolding, and reinforcing.
机译:目的确定低渗透性细粒土壤的水力传导率既困难又费时。这项工作开发了一种新方法,着眼于孔隙形态,以将水力传导率与从汞孔隙率计数据获得的孔径分布(PSD)参数相关联。为了实现该方法,有必要通过提出腔喉连接模型来计算沿孔道流径的渗流损失并量化孔道的空间形态。材料和方法为建立新方法的标准流程,收集了一种具有规则的双重结构PSD的沉积性泥质粘土。样品分为三个系列:(a)以可变频率振动; (b)在可变温度下冷冻并解冻,从而使冻融作用成为变量; (c)用不同的水含量重塑。在每个过程结束时,冻干样品的PSD通过压汞法获得。结果和讨论从水银孔隙率仪数据推论,由于存在集料间和集料间,细粒土的基于体积的PSD曲线是双峰的。 -聚集毛孔。提出了两个重要的假设:(i)一个是在较小的孔尺度下,与理论上的整体回缩曲线相比,由滞后回线控制的实验挤压曲线实际上具有近似部分,从而使实验挤压曲线表征了孔腔。 (ii)孔隙系统由一系列多级腔喉连接组成。累积单个连接对渗滤的影响可用于测量孔隙系统对渗滤的总体影响。在渗流的流体驱动路径分析的基础上,通过一系列的孔喉连接来量化孔隙系统,并通过渗流损失来估算水力传导率。结论渗透率参数()代表了孔隙连接对渗透率的总体影响。水力传导率(K)适合通过细粒土壤半对数坐标中的固定斜率与固定斜率之间的线性关系来关联微结构和水力传导率。在诸如冷冻,重塑和加固之类的治疗过程中,主要是腔喉连接的破坏和复合。

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