Abstract:This paper exposes how to obtain a relation that have to be hold for all free-divergence velocity fields that evolve according to Navier-Stokes equations. However, checking the violation of this relation requires a huge computational effort. To circumvent this problem it is proposed an additional ansatz to free-divergence Navier-Stokes fields. This makes available six degrees of freedom which can be tuned. When they are tuned adequately, it is possible to find finite L 2 norms of the velocity field for volumes… Show more
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