This article is cited in 4 papers

Heat and Mass Transfer and Physical Gasdynamics

A Method of Representing Nonstationary Temperature Fields in the Best Approximations

P. V. Tsoi, V. P. Tsoi

Sweden, Stokholm

Abstract: Depending on the body geometry and on the types of internal source and external boundary heat loadings, a space is found for the heat equation, in which a high accuracy of representing a multidimensional temperature field by a single component is attained. An application of the developed analytical-numerical algorithm to solutions of hyperbolic heat equations is given, for which the synthesis of the sought temperature leads to the sum of terms of responses of simple inertial-wave or wave links.

UDC: 536. 2.01

Received: 21.08.2001

 English version: High Temperature, 2002, 40:3, 456–468

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