Abstract: In this paper, the nonlinear differential equation for the convection of the temperature distribution of a straight fin with the thermal conductivity depends on the temperature is solved using Adomian Decomposition Method and Padé approximation(PADM) for boundary problems. Actual results are then compared with results obtained previously using digital solution by Runge–Kuttamethod and a differential transformation method (DTM) in order toverify the accuracy of the proposed method.
N° Revue: INTERNATIONAL JOURNAL OF MATHEMATICAL MODELLING & COMPUTATIONS VOL. 05, NO. 04, FALL 2015, 335- 346 - Pagination: 335- 346 - Date: 2015
URL: http://www.ijm2c.ir/index.php/ijm2c/article/view/244
Mots cles: Fin efficiency, Thermal conductivity ,Adomian Decomposition Method (ADM), Differential TransformationMethod (DTM), Numerical Solution (NS)
co_auteurs: Tabet Ismail, M. Kezzar, K. Touafe, N. Bellel, S. Gherieb, A. Khelifa, M. Adouane