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ONE-DIMENSIONAL HEAT CONDUCTION IN A SEMI-INFINITE SOLID WITH THE SURFACE TEMPERATURE A HARMONIC FUNCTION OF TIME: A SIMPLE APPROXIMATE SOLUTION FOR THE TRANSIENT BEHAVIOUR.

Author(s) : BUROW P., WEIGAND B.

Type of article: Article

Summary

THIS PAPER CONCERNS THE TRANSIENT BEHAVIOUR OF TEMPERATURE IN A SOLID FROM THE BEGINNING OF A SURFACE TEMPERATURE OSCILLATION TO THE TIME AT WHICH THE OSCILLATION IS STEADY, AND THE CONSEQUENT VARIATION OF HEAT FLUX. APPROXIMATIONS ARE OFFERED WHICH COME WITHIN LESS THAN 2.5% OF THE EXACT CAL D. W. H.

Details

  • Original title: ONE-DIMENSIONAL HEAT CONDUCTION IN A SEMI-INFINITE SOLID WITH THE SURFACE TEMPERATURE A HARMONIC FUNCTION OF TIME: A SIMPLE APPROXIMATE SOLUTION FOR THE TRANSIENT BEHAVIOUR.
  • Record ID : 1991-2038
  • Languages: English
  • Source: J. Heat Transf. - vol. 112 - n. 4
  • Publication date: 1990
  • Document available for consultation in the library of the IIR headquarters only.

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