ShareCONTINUITY OF THE TEMPERATURE IN THE TWO-PHASE STEFAN PROBLEM.
Author(s) : CAFFARELLI L. A., EVANS L. C.
Type of article: Article
Summary
THE CLASSICAL TWO-PHASE STEFAN PROBLEM A MODEL FOR MELTING ICE-WATER, GIVES RISE TO A SINGULAR, NON-LINEAR PARTIAL DIFFERENTIAL EQUATION WHICH ADMITS A UNIQUE WEAK SOLUTION. THE AUTHORS PROVE THAT THIS SOLUTION AND THEREFORE THE TEMPERATURE IN THE STEFAN PROBLEM, ARE CONTINUOUS.
Details
- Original title: CONTINUITY OF THE TEMPERATURE IN THE TWO-PHASE STEFAN PROBLEM.
- Record ID : 1984-0491
- Languages: English
- Source: Arch. ration. Mech. Anal. - vol. 81 - n. 3
- Publication date: 1983
- Document available for consultation in the library of the IIR headquarters only.
Links
See the source
Indexing
- Themes: Thermodynamics and changes of state
- Keywords: Ice; Calculation; Heat transfer; Stefan; Melting; Change of phase; Water
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- Languages : English
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- Author(s) : BELL G. E.
- Date : 1982/04
- Languages : English
- Source: International Journal of Heat and Mass Transfer - vol. 25 - n. 4
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- Date : 1991/02
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- Source: International Journal of Heat and Mass Transfer - vol. 34 - n. 2
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- Author(s) : DATE A. W.
- Date : 1991/09
- Languages : English
- Source: International Journal of Heat and Mass Transfer - vol. 34 - n. 9
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- Source: J. Heat Transf. - vol. 116 - n. 3
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