1-D HEAT CONDUCTION IN A FRACTAL MEDIUM A solution by the Local Fractional Fourier Series Method

Yuzhu Zhang; Aimin Yang; Xiao-Jun Yang

doi:10.2298/TSCI130303041Z

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1-D HEAT CONDUCTION IN A FRACTAL MEDIUM A solution by the Local Fractional Fourier Series Method

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1-D HEAT CONDUCTION IN A FRACTAL MEDIUM A solution by the Local Fractional Fourier Series Method

Yuzhu Zhang, Aimin Yang and Xiao-Jun Yang

Thermal science, Vol.17(3), pp.953-956

01/01/2013

DOI: https://doi.org/10.2298/TSCI130303041Z

Abstract

Physical Sciences

Science & Technology

Thermodynamics

In this communication 1-D heat conduction in a fractal medium is solved by the local fractional Fourier series method. The solution developed allows relating the basic properties of the fractal medium to the local heat transfer mechanism.

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Title: 1-D HEAT CONDUCTION IN A FRACTAL MEDIUM A solution by the Local Fractional Fourier Series Method
Creators - without role: Yuzhu Zhang - Yanshan University
Aimin Yang - Yanshan University
Xiao-Jun Yang - Qujing Normal University
Publication Details: Thermal science, Vol.17(3), pp.953-956
Publisher: Vinca Inst Nuclear Sci
Number of pages: 4
Grant note: E2013209123 / National Natural Science Foundation of Hebei Province 2012BAE09B00 / National scientific and technological support projects 11126213; 61170317 / National Natural Science Foundation of China; National Natural Science Foundation of China (NSFC)
Identifiers: 9936696508331
Academic Unit: King Abdulaziz University
Language: English
Resource Type: Journal article