In this paper, some time-dependent heat conduction problems in anisotropic thin plates are
considered. To study the problems, the governing equations of the problems are …

In this paper, problems involving steady heat conduction in two-layered materials are
considered. The problems are governed by diffusion equations. These equations may be …

In this study, time dependent infiltration problems from periodic semicircular channels with
root-water uptake function are considered. The considered problems are governed by …

We consider the problems involving homogeneous Helmholtz equations in anisotropic
materials. The problems considered are solved numerically using a dual reciprocity method …

In this study, a problem involving steady water infiltration flow from periodic flat channels is
considered. The governing equation of the problem is the Richards equation, which can be …

Time-dependent infiltration problems from periodic irrigation channels with root-water
uptake processes, which is modelled using a Richards equation, are studied. The problems …

Governing equation of the problem involving infiltration in homogeneous soils is Richard's
Equation. This equation can be studied more conveniently by transforming the equation to a …

Time-independent or steady infiltration problems from periodic furrows are studied. There
are variations in the depth and width of the periodic furrows or channels. The problems are …

In this paper, problems involving steady infiltration in two-layered soils with water uptake by
plant roots are studied. Two types of two-layered soil are considered. To solve the problems …

In this paper, a problem involving two-dimensional diffusion equation is considered. The
problem may be solved numerically using a Laplace Transform Dual Rec-iprocity Method …