The 1D Burgers equation is solved using explicit spatial discretization (upwind and central difference) with periodic boundary conditions on the domain (0,2). The 2D case is solved on a square domain of 2X2 and both explicit and implicit methods are used for the diffusive terms. Dirichlet boundary conditions are used along the edges of the domain.

Filename	Size	Update
Burgers_equation_1D.m	1848	2012-07-22
Burgers_equation_2D.m	3657	2012-07-22
license.txt	1313	2014-02-12

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