On local fractional Volterra integral equations in fractal heat transfer

In the article, the fractal heat-transfer models are described by the local fractional integral equations. The local fractional linear and nonlinear Volterra integral equations are employed to present the heat transfer problems in fractal media. The local fractional integral equations are derived fr...

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Bibliographic Details
Published in:Thermal science 2016, Vol.20 (suppl. 3), p.795-800
Main Authors: Wu, Zhong-Hua, Debbouche, Amar, Guirao, Juan, Yang, Xiao-Jun
Format: Article
Language:English
Subjects:
Fourier law
Fractal models
Fractals
Heat transfer
Integral equations
Nonlinear equations
Volterra integral equations
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Summary:In the article, the fractal heat-transfer models are described by the local fractional integral equations. The local fractional linear and nonlinear Volterra integral equations are employed to present the heat transfer problems in fractal media. The local fractional integral equations are derived from the Fourier law in fractal media. nema
ISSN:0354-9836
2334-7163
DOI:10.2298/TSCI151217202W