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We propose a new blow-up criterion for the 3D Euler equations ofincompressible fluid flows, based on the 3D Euler-Voigt inviscidregularization. This criterion is similar in character to a criterion proposedin a previous work by the authors, but it is stronger, and better adapted forcomputational tests. The 3D Euler-Voigt equations enjoy global well-posedness,and moreover are more tractable to simulate than the 3D Euler equations. Amajor advantage of these new criteria is that one only needs to simulate the 3DEuler-Voigt, and not the 3D Euler equations, to test the blow-up criteria, forthe 3D Euler equations, computationally.

A Blow-Up Criterion for the 3D Euler Equations Via the Euler-Voigt Inviscid Regularization