In a large number of problems of engineering interest the transition of the material from one phase to another is of vital importance in describing the overall physical behaviour. Common applications include metal casting, freezing and thawing of foodstuffs and other biological materials, ground freezing and solar energy storage. The phase-change problem is characterized by an abrupt change in enthalpy per unit temperature in a narrow temperature range around the freezing point
A highly accurate and efficient finite-difference method for phase-change problems with multiple mov...
International audienceTwo finite difference methods are presented and discussed, that are applied to...
Analytic solutions for heat transfer problems are limited to simple geometries and boundary conditio...
Abstract A finite element procedure for phase-change problems is presented. Enthalpy and temperature...
The enthalpy method is primarily developed for studying phase change in a multicomponent material, c...
[[abstract]]An enthalpy formulation is proposed in the present investigation for a phase change mate...
This paper presents a new Finite-difference formulation of the multidimensional phase change problem...
A finite element formulation for solving multidimensional phase-change problems is presented. The fo...
Phase change problems form an integral part of several manufacturing and materials processing applic...
The aim of this paper is to categorize the major fixed grid formulations and solution methods for co...
Phase change problems form an integral part of several manufacturing and materials processing applic...
An overview of two categories of numerical approaches to phase change problems, front tracking and f...
A solution is presented to the problem of phase changes in a semi-infinite region of liquid or solid...
A finite element formulation for solving multidimensional phase‐change problems is presented. The fo...
The numerical study of solid/liquid phase change problems represents a large and ongoing field of re...
A highly accurate and efficient finite-difference method for phase-change problems with multiple mov...
International audienceTwo finite difference methods are presented and discussed, that are applied to...
Analytic solutions for heat transfer problems are limited to simple geometries and boundary conditio...
Abstract A finite element procedure for phase-change problems is presented. Enthalpy and temperature...
The enthalpy method is primarily developed for studying phase change in a multicomponent material, c...
[[abstract]]An enthalpy formulation is proposed in the present investigation for a phase change mate...
This paper presents a new Finite-difference formulation of the multidimensional phase change problem...
A finite element formulation for solving multidimensional phase-change problems is presented. The fo...
Phase change problems form an integral part of several manufacturing and materials processing applic...
The aim of this paper is to categorize the major fixed grid formulations and solution methods for co...
Phase change problems form an integral part of several manufacturing and materials processing applic...
An overview of two categories of numerical approaches to phase change problems, front tracking and f...
A solution is presented to the problem of phase changes in a semi-infinite region of liquid or solid...
A finite element formulation for solving multidimensional phase‐change problems is presented. The fo...
The numerical study of solid/liquid phase change problems represents a large and ongoing field of re...
A highly accurate and efficient finite-difference method for phase-change problems with multiple mov...
International audienceTwo finite difference methods are presented and discussed, that are applied to...
Analytic solutions for heat transfer problems are limited to simple geometries and boundary conditio...