Modification of the Mathematical Model of the Thermoelectric Module of a Thermostating Coating

A modification has been made of the previously constructed mathematical model of a fragment of a flat thermostating coating including a thermoelectric module based on the variation formulation of the stationary problem of heat conduction in an inhomogeneous solid body. With the use of the Fourier fi...

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Published inJournal of engineering physics and thermophysics Vol. 90; no. 2; pp. 344 - 352
Main Authors Zarubin, V. S., Kuvyrkin, G. N., Savel’eva, I. Yu
Format Journal Article
LanguageEnglish
Published New York Springer US 01.03.2017
Springer
Subjects
Analysis
Classical Mechanics
Coating
Coatings
Complex Systems
Conductors
Diagnostic systems
Engineering
Engineering Thermodynamics
Heat and Mass Transfer
Heat Conduction and Heat Transfer in Technological Processes
Industrial Chemistry/Chemical Engineering
Insulators
Mathematical analysis
Mathematical models
Modules
Thermodynamics
Thermoelectricity
thermostating coating
thermoelectric module
Fourier finite integral transform
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Summary:A modification has been made of the previously constructed mathematical model of a fragment of a flat thermostating coating including a thermoelectric module based on the variation formulation of the stationary problem of heat conduction in an inhomogeneous solid body. With the use of the Fourier finite integral transform the dependences have been obtained for calculating the temperature distribution in the heat insulating layer in the vicinity of the thermoelectric element and commutating conductors. This enabled us to refine one of the diagnostic variables of the model — the total heat resistance of the heat insulator between commutating plates and conductors of the thermoelectric module influencing the energy characteristics of the thermostating coating under investigation.
Bibliography:ObjectType-Article-1
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ISSN:1062-0125
1573-871X
DOI:10.1007/s10891-017-1573-2