Generalizations of Arakawa's Jacobian
Journal of Computational Physics
Conservation and breaking of mirror symmetry in a numerical simulation of vortex flow
Journal of Computational Physics
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The finite-difference discretizations for the planar problem of natural convection of incompressible fluid in a porous medium which preserve the cosymmetry property and discrete symmetries are presented. The equations in stream function and temperature are computed using staggered and non-staggered schemes in uniform and non-uniform rectangular grids.