Abstract
In this paper special case of famous Burgers’ Equation in one dimension is solved numerically by three
approaches which are FTCS explicit scheme, BTCS implicit scheme and Mac-Cormack explicit scheme.
The equation in itself is important to understand the concept of fluid flow with constant pressures and
irrotational flows. Four cases are discussed here. These are for four different times i.e., T = 0.1, 0.4, 0.7,
1.0. Results for these cases analyzed and shown in the form of plots. Numerical results show that the BTCS
implicit method seems more accurate over the others for the cases discussed.
M. Rafiq, M.O. Ahmed, S. Ahmed, R. Siddique, A. Pervaiz. (2011) Some Finite Difference Methods for One Dimensional Burger’s Equation for Irrotational Incompressible Flow Problem, Pakistan Journal of Engineering and Applied Sciences, Volume 9, Issue 1.
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