1. A modified model predicting the hydraulic properties of variably saturated soil accounting for film and capillary flow.
- Author
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You, Zhemin, Lai, Yuanming, Wen, Wei, Zhang, Mingyi, and Zhang, Jing
- Subjects
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SOIL permeability , *CAPILLARY flow , *STANDARD deviations , *FILM flow , *HYDRAULIC conductivity - Abstract
Accurate knowledge of hydraulic properties of unsaturated soil is vital to modelling water and solute transport process and addressing soil salinisation problems. Due to the defect that the van Genuchten (VG) model cannot represent soil water characteristics (SWC) during the drying stage, we have introduced a modified model, which combines capillary flow with film flow models to describe the unsaturated hydraulic conductivity. The capillary SWC is obtained by assuming the specific water capacity function with lognormal distribution. The film SWC is modified using the logarithmic nonlinear expression by introducing a modification coefficient into the Campbell equation, and the film relative hydraulic conductivity (RHC) is obtained based on the logarithmic nonlinear relationship. The calculated modification coefficient values range from 0.99 to 2.49. Finally, the proposed model's rationality and applicability are validated through root mean square error (RMSE) analysis with measured values and comparison with the VG model. While the calculation RMSEs of SWC in the two models are basically consistent, the RMSEs of RHC in the proposed model are around 1–10 times smaller than those of the VG model, indicating its superiority in calculating the hydraulic conductivities over the entire matric head. Highlights: A modified model describing the variably saturated hydraulic conductivity is presented combining the capillary with film flow model. A logarithmic nonlinear expression with a modification coefficient is introduced in the film soil water characteristic model. The fitting parameters for relative hydraulic conductivity are determined and root mean square errors are chosen for evaluating the modified model. [ABSTRACT FROM AUTHOR]
- Published
- 2024
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