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Article
Heat Transfer in Discontinuous Media
Advances in Mechanical Engineering and its Applications (2012)
  • Yang Xiaojun
Abstract

From the fractal geometry point of view, the interpretations of local fractional derivative and local fractional integration are pointed out in this paper. It is devoted to heat transfer in discontinuous media derived from local fractional derivative. We investigate the Fourier law and heat conduction equation (also local fractional instantaneous heat conduct equation) in fractal orthogonal system based on cantor set, and extent them. These fractional differential equations are described in local fractional derivative sense. The results are efficiently developed in discontinuous media.

Publication Date
2012
Publisher Statement
This paper is coprighted by the publisher
Citation Information
Yang Xiaojun. "Heat Transfer in Discontinuous Media" Advances in Mechanical Engineering and its Applications Vol. 1 Iss. 3 (2012)
Available at: http://works.bepress.com/yang_xiaojun/38/