Abstract
The present work focused on solving two dimensional compressible Euler equation based on cell-cantered finite volume discretization technique with the convective terms appear in the Euler equation were evaluated by using Roe scheme [4]. These methods used for solving the flow past through bump with different setting on their boundary conditions. Six different setting of boundary conditions had been applied; three of them are able to provide a convergent solution, while three others tent to diverge. It is clear the result shows that boundary condition plays an important role in determining the flow solution.
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