TITLE:
Adomian Decomposition Approach to the Solution of the Burger’s Equation
AUTHORS:
Iyakino P. Akpan
KEYWORDS:
Adomian Decomposition, Burger’s Equation, Kinematic Viscosity, Nonlinear Operators
JOURNAL NAME:
American Journal of Computational Mathematics,
Vol.5 No.3,
September
9,
2015
ABSTRACT: Adomian decomposition method is presented as a method for the solution of the Burger’s equation, a popular PDE model in the fluid mechanics. The method is computationally simple in application. The approximate solution is obtained by considering only the first two terms of the decomposition in this paper. Numerical experimentation shows accuracy of a minimum error of order five for various space steps and coefficient of kinematic viscosity. The method is considered high in accuracy.