Modeling variably saturated flow in the vadose zone is of vital importance to many scientific
fields and engineering applications. Richardson–Richards equation (RRE, which is …

Abstract The Hermitian and skew-Hermitian splitting iteration method (HSS) is commonly an
effective linear iterative method for solving sparse non-Hermite positive definite equations …

Accurate modeling of variably saturated flow (VSF) in fractured porous media with the
discrete fracture-matrix (DFM) model is a computationally challenging problem. The …

Simulation of coupled hydro-mechanical (HM) processes in fractured porous media requires
specific numerical schemes to deal with nonlinearity, computational burden, and …

A modified Gauss-Seidel iterative method (MP (m)-GS) with multistep preconditioner is
developed to solve partial differential equations of rainfall infiltration. The finite difference …

Modeling variable-density flow in unconfined aquifers is a challenging task because of the
nonlinear coupling between variably saturated flow and contaminant transport. This results …

The performance of the DNDC and Daisy model to simulate the water dynamics in a
floodplain soil of the North China Plain was tested and compared. While the DNDC model …

Projecting the spatiotemporal changes in water resources under a no-analog future climate
requires physically based integrated hydrologic models which simulate the transfer of water …

A fully mixed finite element (MFE) model is developed for nonlinear flow and transport in
unsaturated fractured porous media with matrix-fracture and fracture-fracture fluid and mass …

In this paper, we investigate the effectiveness of the cascadic multigrid method applied to
improved Picard iteration method for nonlinear problems arising in deforming variably …