SOLUTIONS OF HEAT CONDUCTION PROBLEM WITH CHANGE OF PHASE -A SLAB-

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概要

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• An approximate analytical solution of the heat conduction problem with change of phase for a slab is derived and compared with the experimental results obtained in freezing soy bean curds. It is verified by the numerical solution presented by Murray and Landis. The experimental results agree well with the results estimated by these solutions. Therefore, the approximate solutions of this work are available for Stefan''s and Neumann''s problems for a slab.

• 公益社団法人 化学工学会の論文

著者

• HIRAI EIJI

  Department of Chemical Engineering, Kanazawa University

• KOMORI TOMOAKI

  Department of Chemical Engineering, Kanazawa University

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• SOLUTIONS OF HEAT CONDUCTION PROBLEM WITH CHANGE OF PHASE -A SLAB-
• A PROPOSAL TO SOLVE NEUMANN S PROBLEM APPROXIMATELY, TAKING ACCOUNT OF BULK DILATATION BY PHASE CHANGE- A SEMI-INFINITE SOLID -

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