New formulae giving the position of the wetting front and the surface water content during horizontal infiltration when the surface flux is specified are presented. The flux can be any smoothly-varying function of time, though only nonhysteretic flow is modeled. The approximation is in excellent agreement with an exact analytical solution existing for constant boundary flux and a nonlinear Fujita diffusivity. It is also successfully compared with a further exact solution existing for a particular time-varying flux
This paper aims to describe a compilation of solutions of the linearized one-dimensional Richards eq...
A new one-dimensional infiltration and redistribution method has been developed as an alternative to...
A general formula which predicts the positions of the two fronts is found by optimization. For parti...
Abstract We apply a series expansion technique to estimate the water content distribution and front ...
We study the motion of wetting fronts for vertical infiltration problems as modeled by Richards' equ...
Several authors have now used the Backlund transformation to linearize Richard's equation and so obt...
Raats' (1971) steady-state theory is here extended to provide an approximate analysis of the transie...
The program INFIL1D is designed to calculate approximate wetting-front advance into an unsaturated, ...
Recently * Rogers et al., 1983. an analytical nonlinear solution to the problem of two phase oil and...
During infiltration of water in soil, menisci form at the interface of water, grains, and air in the...
Abstract: For the purpose of developing infiltration equation under a dynamically sealling soil surf...
A new asymptotic expansion is proposed for the nonlinear diffusion equation used to model the horizo...
In the paper a quasi-analytical formula for moisture increase along the wetting front during infiltr...
Obtaining reliable information on the wetting front depth of soil is beneficial to the understanding...
A useful insight of physical mechanisms related to the complex hydrological problems can be provided...
This paper aims to describe a compilation of solutions of the linearized one-dimensional Richards eq...
A new one-dimensional infiltration and redistribution method has been developed as an alternative to...
A general formula which predicts the positions of the two fronts is found by optimization. For parti...
Abstract We apply a series expansion technique to estimate the water content distribution and front ...
We study the motion of wetting fronts for vertical infiltration problems as modeled by Richards' equ...
Several authors have now used the Backlund transformation to linearize Richard's equation and so obt...
Raats' (1971) steady-state theory is here extended to provide an approximate analysis of the transie...
The program INFIL1D is designed to calculate approximate wetting-front advance into an unsaturated, ...
Recently * Rogers et al., 1983. an analytical nonlinear solution to the problem of two phase oil and...
During infiltration of water in soil, menisci form at the interface of water, grains, and air in the...
Abstract: For the purpose of developing infiltration equation under a dynamically sealling soil surf...
A new asymptotic expansion is proposed for the nonlinear diffusion equation used to model the horizo...
In the paper a quasi-analytical formula for moisture increase along the wetting front during infiltr...
Obtaining reliable information on the wetting front depth of soil is beneficial to the understanding...
A useful insight of physical mechanisms related to the complex hydrological problems can be provided...
This paper aims to describe a compilation of solutions of the linearized one-dimensional Richards eq...
A new one-dimensional infiltration and redistribution method has been developed as an alternative to...
A general formula which predicts the positions of the two fronts is found by optimization. For parti...