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- Title
SOLVING FRACTAL STEADY HEAT-TRANSFER PROBLEMS WITH THE LOCAL FRACTIONAL SUMUDU TRANSFORM.
- Authors
Yi WANG; Xiao-Xu LU; Carlo CATTANIC; GUIRAO, Juan L. G.; Xiao-Jun YANG
- Abstract
In this paper the linear oscillator problem in fractal steady heat-transfer is studied within the local fractional theory. In particular, the local fractional Sumudu transform will be used to solve both the homogeneous and the non-homogeneous local fractional oscillator equations under fractal steady heat-transfer. It will be shown that the obtained non-differentiable solutions characterize the fractal phenomena with and without the driving force in fractal steady heat transfer at low excess temperatures.
- Subjects
HEAT transfer; FRACTIONAL differential equations; FRACTAL analysis; SOLAR radiation; ATMOSPHERIC models
- Publication
Thermal Science, 2015, Vol 19, pS637
- ISSN
0354-9836
- Publication type
Article
- DOI
10.2298/TSCI151025191W