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Title of Article

ANALYTICAL SOLUTIONS OF THE MIXED AXISYMMETRIC QUASISTATIC PROBLEM OF HEAT CONDUCTIVITY FOR A COATING OF COMPLICATED STRUCTURE


Issue
4
Date
2011

Article type
scientific article
UDC
536.2, 539.3
Pages
2275-2276
Keywords
 


Authors
Krenev L.I.
Donckoy gosudarstvennyy tekhnicheskiy universitet, Rostov-na-Donu

Evich L.N.
Donckoy gosudarstvennyy tekhnicheskiy universitet, Rostov-na-Donu

Kulabukhov S.Yu.
Donckoy gosudarstvennyy tekhnicheskiy universitet, Rostov-na-Donu


Abstract
We suggest the analytical numerical method of the solution of the mixed axisymmetric quasistatic problem of heat conductivity for continuously inhomogeneous in depth half-space in case of heat sources preset on its surface. The method allows finding the solution of a problem for a wide class of layer's inhomogeneity laws and gives the opportunity for analytical investigation of the various effects connected with inhomogeneity. The Hankel's device of integral transformations is used for the solution of a boundary problem. We perform the influence analysis of nonmonotonously changing in depth factor of heat conductivity in subsurface layer on a distribution of a temperature field and a thermal stream.

File (in Russian)