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USE OF THE GENERALIZED HEAT TRANSFER EQUATION FOR SOLVING NON-LINEAR HEAT TRANSFER PROBLEMS IN UNI- AND TWO-DIMENSIONAL REGIONS WITH VARIABLE BOUNDARIES.

[In Russian. / En russe.]

Author(s) : SHABLOVSKIJ O. N.

Type of article: Article

Summary

SOLVING A BOUNDARY, REVERSE, UNIDIMENSIONAL PROBLEM FOR AN IMMOBILE MEDIUM WITH NON-LINEAR THERMOPHYSICAL PROPERTIES AND WITH A FINITE RELAXATION PERIOD OF THE HEAT FLOW. THE SOLUTION FOR BOTH UNI-AND TWO-DIMENSIONAL CASES ARE PRESENTED AS A SERIES OF CONVERGENT TEMPERATURE FUNCTIONS. ANALYSIS OF THE CONDITIONS OF CONVERGENCE. THE VELOCITY OF THE DISPLACEMENT OF THE FRONTIER AT WHICH THE NON-LINEAR HEAT TRANSFER OCCURS DIFFERS FROM THAT OF THE HEAT WAVE.

Details

  • Original title: [In Russian. / En russe.]
  • Record ID : 1983-1686
  • Languages: Russian
  • Source: Inzh.-fiz. Zh. - vol. 44 - n. 3
  • Publication date: 1983

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