INVESTIGATION OF RADIATIVE-CONDUCTIVE HEAT TRANSFER BY NONCONTACT MEASUREMENTS. 3. IDENTIFICATION OF MATHEMATICAL MODELS OF HEAT TRANSFER FOR SEMITRANSPARENT MATERIALS

The authors have solved the problem of simultaneous determination of a set of coeffi cients of a mathematical heattransfer model for semitransparent materials: the thermal conductivity of a material and the coeffi cient of its heat exchange with the external medium, the heat fl ux from the heater, that has been absorbed by the material, and the coeffi cient of linear absorption of the material.
The authors have solved the problem of simultaneous determination of a set of coeffi cients of a mathematical heattransfer model for semitransparent materials: the thermal conductivity of a material and the coeffi cient of its heat exchange with the external medium, the heat fl ux from the heater, that has been absorbed by the material, and the coeffi cient of linear absorption of the material.
Author:  D. S. Semenov, A. V. Nenarokomov, S. A. Budnik, D. M. Titov
Keywords:  heat transfer, hyperthermia treatment, biological tissues, inverse heat-transfer problem, semitransparent materials
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