EXACT SOLUTIONS FOR THE DIFFERENTIAL EQUATIONS IN FRACTAL HEAT TRANSFER

Chun-Yu Yang; Yu-Dong Zhang; Xiao-Jun Yang

doi:10.2298/TSCI16S3747Y

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EXACT SOLUTIONS FOR THE DIFFERENTIAL EQUATIONS IN FRACTAL HEAT TRANSFER

Journal article

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Peer reviewed

EXACT SOLUTIONS FOR THE DIFFERENTIAL EQUATIONS IN FRACTAL HEAT TRANSFER

Chun-Yu Yang, Yu-Dong Zhang and Xiao-Jun Yang

Thermal science, Vol.20(suppl. 3), pp.S747-S750

01/01/2016

DOI: https://doi.org/10.2298/TSCI16S3747Y

Abstract

Physical Sciences

Science & Technology

Thermodynamics

In this article we consider the boundary value problems for differential equations in fractal heat transfer. The exact solutions of non-dfferentiable type are obtained by using the local fractional differential transform method.

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Title: EXACT SOLUTIONS FOR THE DIFFERENTIAL EQUATIONS IN FRACTAL HEAT TRANSFER
Creators - without role: Chun-Yu Yang - Supreme Council Of Health
Yu-Dong Zhang - Nanjing Normal University
Xiao-Jun Yang - China University of Mining and Technology
Publication Details: Thermal science, Vol.20(suppl. 3), pp.S747-S750
Publisher: Vinca Inst Nuclear Sci
Number of pages: 4
Identifiers: 9935520608331
Academic Unit: King Abdulaziz University
Language: English
Resource Type: Journal article