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|Title:||NOVEL STRONGLY IMPLICIT ENTHALPY FORMULATION FOR MULTIDIMENSIONAL STEFAN-PROBLEMS|
|Publisher:||HEMISPHERE PUBL CORP|
|Citation:||NUMERICAL HEAT TRANSFER PART B-FUNDAMENTALS, 21(2), 231-251|
|Abstract:||This paper presents a new finite-difference formulation of the multidimensional phase-change problems involving unique phase-change temperature. The solutions obtained with this formulation show that the problem of "waviness" of the temperature histories encountered with the conventional formulations is now removed. The formulation derived provides a simple method for tracking the interface. During the solution of the finite-difference equations, the present formulation obviates the need for "bookkeeping" of the phase-change nodes, and hence allows solution of the equations by the tridiagonal matrix algorithm. This paper also provides explanations of the experiences with the conventional formulations.|
|Appears in Collections:||Article|
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