ISSN 1000-3665 CN 11-2202/P

    流变固结下起始坡降对压实黏土衬垫中污染物运移特性的影响

    Contaminant transport characteristics in compacted clay liners under rheological consolidation with threshold hydraulic gradient

    • 摘要: 大规模的河湖疏浚工程使淤泥堆场的环境风险管控已成为环境岩土领域的重点,其中堆场的黏土隔离层的作用至关重要。现有压实黏土衬垫固结与污染物运移耦合理论尚不能考虑土体流变特性与非达西渗流的影响,导致污染物运移预测往往偏差显著。文章构建了一种考虑起始水力坡降的疏浚淤泥堆场压实黏土衬垫一维流变固结与污染物运移耦合模型。采用有限差分法对所建立的耦合模型进行数值求解,并将计算结果分别与已有固结模型、固结与污染物运移耦合模型的计算结果展开对比分析,验证所建立的耦合模型计算的可靠性;并基于文章所建耦合模型,以有机污染物三氯乙烯(Trichloroethylene, TCE)为例,分析起始水力坡降、Schiffman流变参数(η0E1η1)对TCE浓度分布的影响。结果表明:相较于遵循经典达西定律下的耦合模型,考虑起始水力坡降的耦合模型预测的压实黏土衬垫层的突破时间显著缩短;当起始水力坡降趋近于无穷大时,TCE的运移过程可简化为刚性多孔介质中的运移模型;流变参数η0与渗流前锋的移动速率呈负相关,η0的减小导致压实黏土衬垫底部TCE浓度显著升高;当流变参数E1η1较大时,基于流变固结模型的TCE浓度变化曲线与线弹性模型预测结果呈现渐近一致性。文章所建立的耦合模型能够为疏浚淤泥堆场防渗系统的优化设计提供重要理论依据,对地下水污染防治具有显著工程应用价值。

       

      Abstract: Large-scale dredging projects of rivers and lakes have made the environmental risk control of sludge dumps a priority in the field of environmental geotechnics, in which the role of the clay isolation layer of the disposal site is crucial. Existing theories on the coupling of compacted clay liner consolidation and contaminant transport have not been able to take into account the effects of soil rheological properties and non-Darcy flow, resulting in significant deviations in contaminant transport predictions. A one-dimensional coupled rheological consolidation and contaminant transport model for compacted clay liners in dredged sludge disposal sites considering threshold hydraulic gradient is developed in this study. The finite difference method was used to numerically solve the established coupled model, and the results were compared with those of the existing consolidation model and the consolidation-contaminant transport coupled model to verify its reliability. Additionally, using the coupled model developed in this study, the effects of the threshold hydraulic gradient and Schiffman rheological parameters (η0, E1, and η1) on the concentration distribution of trichloroethylene (TCE), an organic contaminant, were analyzed. The results show that the breakthrough time of the compacted clay liner predicted by the coupled model considering threshold hydraulic gradient is significantly shorter than that predicted by the coupled model following the classical Darcy's law. When the threshold hydraulic gradient tends to infinity, the transport process of TCE can be simplified to a transport model in a rigid porous media. The rheological parameter η0 was negatively correlated with the rate of movement of the flow front, with a decrease in η0 leading to a significant increase in TCE concentration at the bottom of the compacted clay liner. When the rheological parameters E1 and η1 are large, the TCE concentration variation curves based on the rheological consolidation model show asymptotic agreement with the linear elasticity model predictions. The coupling model established in this study can provide an important theoretical basis for the optimal design of the seepage control system of dredging sludge disposal site, which has significant engineering application value for groundwater contamination prevention and control.

       

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