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INTRODUCTION OF NEW GEOMETRIES AND BOUNDARY CONDITIONS IN THE METHOD OF GOODRICH FOR THE PHASE CHANGE.

INTRODUCTION DE NOUVELLES GEOMETRIES ET CONDITIONS AUX LIMITES DANS LA METHODE DE GOODRICH POUR LE CHANGEMENT DE PHASE.

Author(s) : CAMES-PINTAUX A. M., GIAT M., AGUIRRE-PUENTE J.

Summary

A THERMAL NUMERICAL MODEL FOR THE STEFAN PROBLEM RESOLUTION IS PRESENTED IN THIS PAPER. THE AUTHORS ADAPTED THE GOODRICH METHOD TO MORE COMPLICATED BOUNDARY CONDITIONS IN A ONE-DIMENSIONAL-AXISYMMETRICAL SYSTEM. USUAL STARTING ERRORS ARE ELIMINATED USING THE EXACT SOLUTION OF NEUMANN DURING THE FIRST ITERATIONS OF THE CALCULATION. BASIC LANGUAGE PERMITS AN EASY USE IN MICROCALCULATOR. APPLICATIONS OF THE MODEL ARE GIVEN.

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Pages: 595-602

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Details

  • Original title: INTRODUCTION DE NOUVELLES GEOMETRIES ET CONDITIONS AUX LIMITES DANS LA METHODE DE GOODRICH POUR LE CHANGEMENT DE PHASE.
  • Record ID : 1985-2680
  • Languages: French
  • Source: [Refrigeration serving humanity]. Proceedings of the XVIth international Congress of Refrigeration.
  • Publication date: 1983/08/07
  • Document available for consultation in the library of the IIR headquarters only.

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