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周葆春, 陈志. 压实膨胀土非饱和渗水系数函数的密度与水力滞回效应[J]. 岩土工程学报, 2019, 41(10): 1800-1808. DOI: 10.11779/CJGE201910003
引用本文: 周葆春, 陈志. 压实膨胀土非饱和渗水系数函数的密度与水力滞回效应[J]. 岩土工程学报, 2019, 41(10): 1800-1808. DOI: 10.11779/CJGE201910003
ZHOU Bao-chun, CHEN Zhi. Effects of density and hysteresis on hydraulic conductivity function of compacted expansive soil[J]. Chinese Journal of Geotechnical Engineering, 2019, 41(10): 1800-1808. DOI: 10.11779/CJGE201910003
Citation: ZHOU Bao-chun, CHEN Zhi. Effects of density and hysteresis on hydraulic conductivity function of compacted expansive soil[J]. Chinese Journal of Geotechnical Engineering, 2019, 41(10): 1800-1808. DOI: 10.11779/CJGE201910003

压实膨胀土非饱和渗水系数函数的密度与水力滞回效应

Effects of density and hysteresis on hydraulic conductivity function of compacted expansive soil

  • 摘要: 为探讨密度与水力滞回对膨胀土非饱和渗水系数函数(hydraulic conductivity function, HCF)及非饱和渗流的影响,以压实弱膨胀土为研究对象,开展变水头渗透试验获得饱和渗透系数-孔隙比e关系。基于van Genuchten-Mualem(VGM)模型,采用TRIM(transient release and imbibition method, 瞬态脱湿与吸湿)试验方法获得6种密度下脱/吸湿过程的HCF模型参数α,n,并构建α,ne的经验公式。基于所获HCF模型参数在Hydrus中开展降雨入渗数值分析。结果表明:①土体密度与水力滞回对α,n影响显著;无论脱/吸湿过程,α,n均随e增大而增大;相同密度下,脱湿过程α,n均小于吸湿过程对应值。② 密度与水力滞回均对吸力表达的HCF影响显著;不同e下HCF存在“交叉”现象:相同吸力下,交叉点前,密度小的试样渗水系数k值大;交叉点后,密度大的试样k值大;同一密度相同吸力下脱湿过程k值明显大于吸湿过程k值。③ 密度对体积含水率θ表达的HCF影响显著,相同θ下,密度大的试样k值小,但不存在“交叉”现象;水力滞回对θ表达的HCF影响微弱,同一密度下脱/吸湿过程HCF接近。④ 数值分析表明,土体密度对非饱和渗流影响显著,但密度变化对湿润锋前进速度快慢影响不具单调性;水力滞回对渗流分析结果影响明显;采用形式简单的HCF模型如VGM模型,采用α,ne的经验公式,对不同密度、不同脱/吸湿路径采用对应的模型参数值,是综合考虑密度与水力滞回对非饱和渗流影响的可行方法。

     

    Abstract: The effects of density and hysteresis on the hydraulic conductivity function (HCF) of Jingmen compacted expansive soil are experimentally investigated. The saturated hydraulic conductivities over the range of void ratio from 0.476 to 1.624 are determined by the falling head permeability test. The parameters of the commonly adopted HCF model, van Genuchten-Mualem (VGM) model under six different densities and drying/wetting paths are measured by using the transient release and imbibition method (TRIM). The conclusions are drawn as follows: (1) The parameters α, n of the VGM model increase with the increase of void ratio, and their values under drying path are less than the corresponding ones under wetting path. (2) The effects of density and hysteresis on the relationship between hydraulic conductivity (k) and matric suction are significant. HCFs intersect under different densities. The value of k under lower density is larger before the intersection of HCFs, and that under higher density is larger after the intersection. The value of k under drying path is larger than that under wetting path. (3) The effects of density on the relationship between k and volumetric water content θ are significant. The value of k under higher density is smaller than that under lower density, and HCFs do not intersect under different densities. The effects of hysteresis on the relationship between k and θ are not significant. (4) One-dimensional vertical infiltration is simulated using the Hydrus with the above-mentioned parameters of VGM model. The results show that the effects of density on seepage are remarkable. But the influences of density on wetting front velocity are not monotonic. On the other hand, whether to account for hysteresis leads to significant difference of the simulated results. The empirical formulas for parameters α, n and e of VGM model under different wetting/drying paths can be used in seepage modeling to account for the effects of density and hysteresis.

     

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