4.7 Article

Spatial variation of saturated hydraulic conductivity of a loess slope in the South Jingyang Plateau, China

期刊

ENGINEERING GEOLOGY
卷 236, 期 -, 页码 70-78

出版社

ELSEVIER SCIENCE BV
DOI: 10.1016/j.enggeo.2017.08.002

关键词

Loess slope; Saturated hydraulic conductivity; Spatial variation; Probability distribution; Geo-statistical methods

资金

  1. National Basic Research Program of China (973 Program) [2014CB744700]

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Water infiltration in loess soils is an important trigger causing landslides, in which the hydraulic conductivity of the loess plays an important role. By analyzing a soil trench and soil samples from the South Jingyang Plateau, northwest China, a loess slope was investigated. A horizontal adit in a Lishi loess layer was also analyzed. Using variable head permeability tests the saturated horizontal hydraulic conductivity (K-h) and saturated vertical hydraulic conductivity (K-v) of the loess samples were measured. Results showed that the majority of the Kh values are larger than the K-v values, indicating that the loess exhibits permeability anisotropy. Lilliefors test was used to determine the normality of the K-h and K-v results. Test results indicate that K-h and K-v measurements of the loess samples collected in the trench and adit all show log-normal distribution, while a number of the K-h and K-v values also reflect a normal distribution. Geo-statistical analysis shows that the spherical model and the Gaussian model provide the best fit variograms of K-h and K-v values along the trench; analysis along the adit indicated the opposite results. The variogram range values suggest that the spatial correlation of loess K-v is greater in the vertical direction in a horizontal plane, while the spatial correlation of K-h in the adit is greater than that in the vertical direction. Loess structure rather than randomness decides the spatial variation of K-h and K-v measurements (except for K-h variation along the adit which depends on both structural factor and randomness). K-h and K-v values of loess tend to decrease with depth; results which can be described by an exponential decay model.

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