Add to ORKGThis paper is concerned with a reliable treatment of the Stephan problem with variable latent heat. The power series solutions have been presented. The method is examined for computational efficiency and accuracy. Also, an analytical solution based on a similarity variable is presented in the case when the Dirichlet boundary condition at the water-ice interface depends on time
The Stefan problem has been considered both analytically and numerically since the end of the 19th c...
The classical one-phase Stefan problem describes the temperature distribution in a homogeneous mediu...
A Stefan problem is a problem involving a parabolic differential equation with a moving boundary. W...
This paper is concerned with a reliable treatment of the Stephan problem with variable latent heat. ...
An explicit solution of a similarity type is obtained for a one-phase Stefan problem in a semi-infin...
The work in this paper concerns the study of different approximations for one-dimensional one-phase ...
In this paper, a classical Stefan problem is studied. It is assumed that a small, time-dependent hea...
The macroscopic description of matter undergoing a phase change (the Stefan Problem) can be formulat...
On the identification of heat conductivity and latent heat in a one-phase Stefan problem / by K.-H. ...
Recently, in Tarzia (Thermal Sci 21A:1–11, 2017) for the classical two-phase Lamé–Clapeyron–Stefan p...
A one-phase Stefan-type problem for a semi-infinite material which has as its main feature a variabl...
In this article it is proved the existence of similarity solutions for a one-phase Stefan problem wi...
Now we will construct the simplest form of mathematical model describing phase transitions. The clas...
As a typical free boundary problem, a Stefan problem is studied from two analytical and numerical po...
The classical one-phase Stefan problem describes the temperature distribution in a homogene...
The Stefan problem has been considered both analytically and numerically since the end of the 19th c...
The classical one-phase Stefan problem describes the temperature distribution in a homogeneous mediu...
A Stefan problem is a problem involving a parabolic differential equation with a moving boundary. W...
This paper is concerned with a reliable treatment of the Stephan problem with variable latent heat. ...
An explicit solution of a similarity type is obtained for a one-phase Stefan problem in a semi-infin...
The work in this paper concerns the study of different approximations for one-dimensional one-phase ...
In this paper, a classical Stefan problem is studied. It is assumed that a small, time-dependent hea...
The macroscopic description of matter undergoing a phase change (the Stefan Problem) can be formulat...
On the identification of heat conductivity and latent heat in a one-phase Stefan problem / by K.-H. ...
Recently, in Tarzia (Thermal Sci 21A:1–11, 2017) for the classical two-phase Lamé–Clapeyron–Stefan p...
A one-phase Stefan-type problem for a semi-infinite material which has as its main feature a variabl...
In this article it is proved the existence of similarity solutions for a one-phase Stefan problem wi...
Now we will construct the simplest form of mathematical model describing phase transitions. The clas...
As a typical free boundary problem, a Stefan problem is studied from two analytical and numerical po...
The classical one-phase Stefan problem describes the temperature distribution in a homogene...
The Stefan problem has been considered both analytically and numerically since the end of the 19th c...
The classical one-phase Stefan problem describes the temperature distribution in a homogeneous mediu...
A Stefan problem is a problem involving a parabolic differential equation with a moving boundary. W...