A nonlinear Burgers model is used to describe vertical infiltration of water into a nonswelling soil with prescribed concentration conditions at the boundary. The exact solution is constructed in terms of a series involving complementary error integrals
Recently * Rogers et al., 1983. an analytical nonlinear solution to the problem of two phase oil and...
AbstractNonhysteretic infiltration in nonswelling soil is modelled by a nonlinear convection- diffus...
Abstract We apply a series expansion technique to estimate the water content distribution and front ...
AbstractThe Burgers equation is considered as a mathematical model for nonhysteretic infiltration in...
The Burgers equation is considered as a mathematical model for nonhysteretic infiltration in nonswel...
The flow of water in the unsaturated soil is governed by a nonlinear partial differential equation k...
AbstractThe infiltration problem is one of the most interesting issues considered by geotechnical an...
A new asymptotic expansion is proposed for the nonlinear diffusion equation used to model the horizo...
AbstractIdentifiability and observation design problems for the Burgers equation, a model for the no...
We attempt to generate new solutions for the moisture content form of the one-dimensional Richards\u...
Identifiability and observation design problems for the Burgers equation, a model for the nonhystere...
An analytical solution to 1D coupled water infiltration and deformation in layered soils is derived ...
Several authors have now used the Backlund transformation to linearize Richard's equation and so obt...
There is a clear need to assess the adequacy of scale matching of soil water dynamics to grid scales...
The study deals with a system of Laplace nonlinear differential equations, nonlinear one-dimensional...
Recently * Rogers et al., 1983. an analytical nonlinear solution to the problem of two phase oil and...
AbstractNonhysteretic infiltration in nonswelling soil is modelled by a nonlinear convection- diffus...
Abstract We apply a series expansion technique to estimate the water content distribution and front ...
AbstractThe Burgers equation is considered as a mathematical model for nonhysteretic infiltration in...
The Burgers equation is considered as a mathematical model for nonhysteretic infiltration in nonswel...
The flow of water in the unsaturated soil is governed by a nonlinear partial differential equation k...
AbstractThe infiltration problem is one of the most interesting issues considered by geotechnical an...
A new asymptotic expansion is proposed for the nonlinear diffusion equation used to model the horizo...
AbstractIdentifiability and observation design problems for the Burgers equation, a model for the no...
We attempt to generate new solutions for the moisture content form of the one-dimensional Richards\u...
Identifiability and observation design problems for the Burgers equation, a model for the nonhystere...
An analytical solution to 1D coupled water infiltration and deformation in layered soils is derived ...
Several authors have now used the Backlund transformation to linearize Richard's equation and so obt...
There is a clear need to assess the adequacy of scale matching of soil water dynamics to grid scales...
The study deals with a system of Laplace nonlinear differential equations, nonlinear one-dimensional...
Recently * Rogers et al., 1983. an analytical nonlinear solution to the problem of two phase oil and...
AbstractNonhysteretic infiltration in nonswelling soil is modelled by a nonlinear convection- diffus...
Abstract We apply a series expansion technique to estimate the water content distribution and front ...
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