ABOUT THE EXACT SOLUTION IN TWO PHASE-STEFAN PROBLEM | Zendy

Angélica Carmen Boucíguez | Zendy; Ricardo F. Lozano | Zendy; Miguel Ángel Lara | Zendy

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ABOUT THE EXACT SOLUTION IN TWO PHASE-STEFAN PROBLEM

Author(s) -

Angélica Carmen Boucíguez,

Ricardo F. Lozano,

Miguel Ángel Lara

Publication year - 2007

Publication title -

revista de engenharia térmica

Language(s) - English

Resource type - Journals

ISSN - 1676-1790

DOI - 10.5380/reterm.v6i2.61693

Subject(s) - stefan problem , boundary value problem , equivalence (formal languages) , mathematics , exact solutions in general relativity , constant (computer programming) , free boundary problem , mathematical analysis , slab , boundary (topology) , boundary problem , phase (matter) , phase boundary , heat flux , calculus (dental) , physics , thermodynamics , heat transfer , pure mathematics , computer science , quantum mechanics , geophysics , programming language , medicine , dentistry

Two cases of the two - phase Stefan problem in a semi - infinite slab are presented here: one has heat flux boundary condition proportional to t−½ and the other has constant temperature boundary condition. In these two cases the exact solution exists, the relationship between the two boundary conditions is presented here, and the equivalence between the two problems is shown.

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