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李善梅, 刘之葵, 蒙剑坪. pH值对桂林红黏土界限含水率的影响及其机理分析[J]. 岩土工程学报, 2017, 39(10): 1814-1822. DOI: 10.11779/CJGE201710009
引用本文: 李善梅, 刘之葵, 蒙剑坪. pH值对桂林红黏土界限含水率的影响及其机理分析[J]. 岩土工程学报, 2017, 39(10): 1814-1822. DOI: 10.11779/CJGE201710009
LI Shan-mei, LIU Zhi-kui, MENG Jian-ping. Effect of pH value on boundary water content of red clay in Guilin and its mechanism[J]. Chinese Journal of Geotechnical Engineering, 2017, 39(10): 1814-1822. DOI: 10.11779/CJGE201710009
Citation: LI Shan-mei, LIU Zhi-kui, MENG Jian-ping. Effect of pH value on boundary water content of red clay in Guilin and its mechanism[J]. Chinese Journal of Geotechnical Engineering, 2017, 39(10): 1814-1822. DOI: 10.11779/CJGE201710009

pH值对桂林红黏土界限含水率的影响及其机理分析

Effect of pH value on boundary water content of red clay in Guilin and its mechanism

  • 摘要: 液塑限是影响黏土抗渗透、抗冲切、抗冲刷、抗侵蚀、抗剪切的重要因素之一。为研究红黏土的界限含水率的影响因素及其作用机理,对不同pH值溶液作用下红黏土的液塑限进行测试。试验结果表明,酸性溶液中,随着pH值的减小,红黏土塑限降低,液限与塑性指数则先降低后增大;碱性溶液中,随pH值的增大,塑限、液限均表现为先减小后增大,塑性指数表现为折线变化。经分析表明,传统的扩散层厚度影响因素及双电层理论均不适用于分析不同pH值条件下的桂林红黏土稠度界限。根据相同土的液塑限对应电势一定的原则,在双电层模型的基础上,提出双电层结构模型定性分析红黏土稠度界限的方法。基于传统双电层理论,考虑多种成分溶液作用下,推导了适合桂林红黏土在酸碱液作用下的扩散层厚度计算公式,弥补常规扩散层厚度计算公式仅适用于对称电解质溶液作用的恒定电荷黏土的不足。

     

    Abstract: The liquid and plastic limits are the important factors to reflect the penetration resistance, anti-erosion and anti-shear of soils. The liquid ad plastic limits of the red clay in Guilin soaked in the acid and alkali solutions are tested to study its influencing factors and mechanism of boundary water content. The test results show that the plastic limit decreases and the liquid limit or plastic index decreases and then increases with the decrease of pH value in the acid solution. The liquid limit or plastic limit decreases and then increases, and the plasticity index exhibits change of fold line with the increase of pH value when soaked in the alkaline solution. It is shown that the influencing factors of the traditional diffusion layer thickness and the electric double layer theory are not applicable to the analysis of the consistency limits of Guilin red clay with different pH values. It is assumed that the liquid or plastic limit of the same soil has the determined potential. The qualitative analysis method on the consistency of red clay is proposed based on the double layer model. The formula for calculating the diffusion layer thickness of the red clay in Guilin soaked in the acid and alkali solutions is derived by considering the effects of various components of solution based on the traditional double layer theory. The new formula can make up for the deficiency that the conventional one is only applicable to the problem of the constant charge clay in the action of the symmetric electrolyte solution.

     

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