AN ANALYTICAL TEMPERATURE SOLUTION ANALYSIS FOR A MULTILAYER HEAT CONDUCTION PROBLEM | Zendy

Gabriela C. Oliveira | Zendy; Ana Paula Fernandes | Zendy; Gilmar Guimarães | Zendy

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AN ANALYTICAL TEMPERATURE SOLUTION ANALYSIS FOR A MULTILAYER HEAT CONDUCTION PROBLEM

Author(s) -

Gabriela C. Oliveira,

Ana Paula Fernandes,

Gilmar Guimarães

Publication year - 2014

Publication title -

revista de engenharia térmica

Language(s) - English

Resource type - Journals

ISSN - 1676-1790

DOI - 10.5380/reterm.v13i2.62102

Subject(s) - thermal conduction , work (physics) , eigenvalues and eigenvectors , heat equation , mathematics , function (biology) , thermodynamics , domain (mathematical analysis) , mathematical analysis , thermal , materials science , mathematical optimization , physics , quantum mechanics , evolutionary biology , biology

This paper presents a method of obtaining an analytic temperature solution for a two-layer heat conduction problem. Obtaining the temperature analytical solution for a multilayer heat conduction problem is not a direct method. The way to indentify the eigenvalues and to derive the Green function solution equation requires a different treatment since there are more than one domain to solve. This work presents a solution of a thermal twolayer problem based on Green’s functions.

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