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A Finite Time Result for Vanishing Viscosity in the Plane with Nondecaying Vorticity by Cozzi, Elaine is a scholarly article available to read on EtoBox.

What is A Finite Time Result for Vanishing Viscosity in the Plane with Nondecaying Vorticity about?

Assuming that initial velocity has finite energy and initial vorticity is bounded in the plane, we show that for any finite time interval the unique solutions of the Navier-Stokes equations converge uniformly to the unique solution of the Euler equations as viscosity approaches zero. We also establish a rate of convergence.

Author

Cozzi, Elaine

Published

2008

Language

EN