Abstract
The results of an experimental study are presented and the effectiveness of the earlier described methods is analyzed. The thermal conductivity of one and the same specimen is studied in a gas-dynamic bench and in an optical furnace in order to estimate the accuracy of the determination of systematic errors of the methods. The effect of various heat loads is determined. A comparison of the data shows that the algorithm of descriptive regularization makes it possible to reduce the effect of systematic errors on the thermal conductivity of a MgO material from 40 to 7% at the cold end and from 7 to 3% at the hot end. The residual scattering of individual curves does not exceed the range of the instrumental error of measurement, and the standard deviations reflect its value. The random nature of the residual scattering proves the earlier drawn conclusion that the effective thermal conductivity is independent of the density of the heat flow measured within 482 – 691 kW/m2 accurate to 15%.
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