AbstractA problem of Lighthill and Levich, where convective heat (mass) transfer occurs through a boundary layer, is considered. This gives rise to a certain integral equation. The unique L2 solution of a generalized version of this integral equation is obtained providing the solution, in closed form, of the original problem
summary:A condition for solvability of an integral equation which is connected with the first bounda...
AbstractDiffusion in the presence of high-diffusivity paths is an important issue of current technol...
An integral formulation for heat conduction problems in non-homogeneous media has recently been prop...
AbstractA problem of Lighthill and Levich, where convective heat (mass) transfer occurs through a bo...
AbstractIt is shown that the solution of a class of forced convection heat transfer problems can be ...
AbstractThe integral equation approach for the solution of mixed boundary value problems [1] is revi...
It is shown that the solution of a class of forced convection heat transfer problems can be used as ...
AbstractA boundary integral method is proposed for the numerical solution of the three-dimensional h...
A widely used method for the solution of various problems dealing with laminar boundary layer flows ...
This paper presents an integral solution of the generalized one-dimensional equation of energy trans...
AbstractIn this paper, some Volterra integral equations that arise in heat transfer are studied. In ...
A mathematical theory is developed for constructing integral transformations in a partially bounded ...
An integral transform operator U[П(t)= 1/λ ∞∫−∞ П(t)е-iλt dt is considered to solve the steady he...
The application of the well-known basic principle of mechanics, the principle of Jourdain, to proble...
AbstractIn this paper, we consider the one-dimensional heat conduction equation on the interval [0, ...
summary:A condition for solvability of an integral equation which is connected with the first bounda...
AbstractDiffusion in the presence of high-diffusivity paths is an important issue of current technol...
An integral formulation for heat conduction problems in non-homogeneous media has recently been prop...
AbstractA problem of Lighthill and Levich, where convective heat (mass) transfer occurs through a bo...
AbstractIt is shown that the solution of a class of forced convection heat transfer problems can be ...
AbstractThe integral equation approach for the solution of mixed boundary value problems [1] is revi...
It is shown that the solution of a class of forced convection heat transfer problems can be used as ...
AbstractA boundary integral method is proposed for the numerical solution of the three-dimensional h...
A widely used method for the solution of various problems dealing with laminar boundary layer flows ...
This paper presents an integral solution of the generalized one-dimensional equation of energy trans...
AbstractIn this paper, some Volterra integral equations that arise in heat transfer are studied. In ...
A mathematical theory is developed for constructing integral transformations in a partially bounded ...
An integral transform operator U[П(t)= 1/λ ∞∫−∞ П(t)е-iλt dt is considered to solve the steady he...
The application of the well-known basic principle of mechanics, the principle of Jourdain, to proble...
AbstractIn this paper, we consider the one-dimensional heat conduction equation on the interval [0, ...
summary:A condition for solvability of an integral equation which is connected with the first bounda...
AbstractDiffusion in the presence of high-diffusivity paths is an important issue of current technol...
An integral formulation for heat conduction problems in non-homogeneous media has recently been prop...