Article ID Journal Published Year Pages File Type
518848 Journal of Computational Physics 2015 11 Pages PDF
Abstract

A new high order Arakawa-like method for the incompressible vorticity equation in two-dimensions has been developed. Mimetic properties such as skew-symmetry, energy and enstrophy conservations for the semi-discretization are proved for periodic problems using arbitrary high order summation-by-parts operators. Numerical simulations corroborate the theoretical findings.

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Related Topics
Physical Sciences and Engineering Computer Science Computer Science Applications
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A new high order energy and enstrophy conserving Arakawa-like Jacobian differential operator
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