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Numerical Implementation of Adomian Decomposition Method for Burgers Equation with High Reynolds Number

The semi-analytic Adomian decomposition method is proposed to solve Burgers equation with high Reynolds number. Burgers model of turbulence is a very important fluid dynamics model. The Adomian decomposition method provides the solution for given initial condition, without using any discretization, in successive components that will be added to the rapidly convergent series solution. This method is applied on Burgers equation with high Reynolds number. The solutions are calculated with reducing the computational work. The Adomian decomposition method is succesfully implemented for numerical calculation of Burgers Equation with high Reynolds number. The remarkable accuracy and efficiency is demonstrated

Burgers equation; Adomian decomposition method; Reynolds number

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