AXISYMMETRIC PROBLEM ON PROPAGATION OF PHASE TRANSFORMATION FRONT IN HETEROGENEOUS SOLID POROUS MEDIUM IN TERMS OF BOUNDARY HEAT TRANSFER AND PRESENCE OF CENTRAL HEATPROOF RING LAYER

An axisymmetric problem on propagation of the phase transformation front in the solid porous medium in conditions of the boundary heat transfer in the presence of heatproof layer is considered. The parametric analysis that permits to determine the influence of the heat flow rate on the boundary, and...

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Main Authors: Andrey V. Golovnya, Ivan S. Kalyakin, Rudolf A. Neidorf, Victor N. Pushkin
Format: Article
Language:Russian
Published: Don State Technical University 2011-08-01
Series:Advanced Engineering Research
Subjects:
Online Access:https://www.vestnik-donstu.ru/jour/article/view/816
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spelling doaj-6e48177ecc834fe6b7070676b0b0af292021-10-02T18:47:31ZrusDon State Technical UniversityAdvanced Engineering Research2687-16532011-08-01117979986804AXISYMMETRIC PROBLEM ON PROPAGATION OF PHASE TRANSFORMATION FRONT IN HETEROGENEOUS SOLID POROUS MEDIUM IN TERMS OF BOUNDARY HEAT TRANSFER AND PRESENCE OF CENTRAL HEATPROOF RING LAYERAndrey V. Golovnya0Ivan S. Kalyakin1Rudolf A. Neidorf2Victor N. Pushkin3Ukhta State Technical UniversityUkhta State Technical UniversityDon State Technical UniversityUkhta State Technical UniversityAn axisymmetric problem on propagation of the phase transformation front in the solid porous medium in conditions of the boundary heat transfer in the presence of heatproof layer is considered. The parametric analysis that permits to determine the influence of the heat flow rate on the boundary, and the thermophysical properties of the insulating layer on the parameters of the phase transformation wave is made.https://www.vestnik-donstu.ru/jour/article/view/816solid porous mediumphase transformationfront propagationaxisymmetric stefan problemheatproof layernumerical solution.
collection DOAJ
language Russian
format Article
sources DOAJ
author Andrey V. Golovnya
Ivan S. Kalyakin
Rudolf A. Neidorf
Victor N. Pushkin
spellingShingle Andrey V. Golovnya
Ivan S. Kalyakin
Rudolf A. Neidorf
Victor N. Pushkin
AXISYMMETRIC PROBLEM ON PROPAGATION OF PHASE TRANSFORMATION FRONT IN HETEROGENEOUS SOLID POROUS MEDIUM IN TERMS OF BOUNDARY HEAT TRANSFER AND PRESENCE OF CENTRAL HEATPROOF RING LAYER
Advanced Engineering Research
solid porous medium
phase transformation
front propagation
axisymmetric stefan problem
heatproof layer
numerical solution.
author_facet Andrey V. Golovnya
Ivan S. Kalyakin
Rudolf A. Neidorf
Victor N. Pushkin
author_sort Andrey V. Golovnya
title AXISYMMETRIC PROBLEM ON PROPAGATION OF PHASE TRANSFORMATION FRONT IN HETEROGENEOUS SOLID POROUS MEDIUM IN TERMS OF BOUNDARY HEAT TRANSFER AND PRESENCE OF CENTRAL HEATPROOF RING LAYER
title_short AXISYMMETRIC PROBLEM ON PROPAGATION OF PHASE TRANSFORMATION FRONT IN HETEROGENEOUS SOLID POROUS MEDIUM IN TERMS OF BOUNDARY HEAT TRANSFER AND PRESENCE OF CENTRAL HEATPROOF RING LAYER
title_full AXISYMMETRIC PROBLEM ON PROPAGATION OF PHASE TRANSFORMATION FRONT IN HETEROGENEOUS SOLID POROUS MEDIUM IN TERMS OF BOUNDARY HEAT TRANSFER AND PRESENCE OF CENTRAL HEATPROOF RING LAYER
title_fullStr AXISYMMETRIC PROBLEM ON PROPAGATION OF PHASE TRANSFORMATION FRONT IN HETEROGENEOUS SOLID POROUS MEDIUM IN TERMS OF BOUNDARY HEAT TRANSFER AND PRESENCE OF CENTRAL HEATPROOF RING LAYER
title_full_unstemmed AXISYMMETRIC PROBLEM ON PROPAGATION OF PHASE TRANSFORMATION FRONT IN HETEROGENEOUS SOLID POROUS MEDIUM IN TERMS OF BOUNDARY HEAT TRANSFER AND PRESENCE OF CENTRAL HEATPROOF RING LAYER
title_sort axisymmetric problem on propagation of phase transformation front in heterogeneous solid porous medium in terms of boundary heat transfer and presence of central heatproof ring layer
publisher Don State Technical University
series Advanced Engineering Research
issn 2687-1653
publishDate 2011-08-01
description An axisymmetric problem on propagation of the phase transformation front in the solid porous medium in conditions of the boundary heat transfer in the presence of heatproof layer is considered. The parametric analysis that permits to determine the influence of the heat flow rate on the boundary, and the thermophysical properties of the insulating layer on the parameters of the phase transformation wave is made.
topic solid porous medium
phase transformation
front propagation
axisymmetric stefan problem
heatproof layer
numerical solution.
url https://www.vestnik-donstu.ru/jour/article/view/816
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AT ivanskalyakin axisymmetricproblemonpropagationofphasetransformationfrontinheterogeneoussolidporousmediumintermsofboundaryheattransferandpresenceofcentralheatproofringlayer
AT rudolfaneidorf axisymmetricproblemonpropagationofphasetransformationfrontinheterogeneoussolidporousmediumintermsofboundaryheattransferandpresenceofcentralheatproofringlayer
AT victornpushkin axisymmetricproblemonpropagationofphasetransformationfrontinheterogeneoussolidporousmediumintermsofboundaryheattransferandpresenceofcentralheatproofringlayer
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