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We propose a mixed finite-element method for the motion of a strongly viscous, ideal and isentropic gas. At the boundary we impose a Navier slip condition such that the velocity equation can be posed in mixed form with the vorticity as an auxiliary variable. In this formulation we design a finite-element method, where the velocity and vorticity are approximated with the div- and curl-conforming Né...

A convergent mixed method for the Stokes approximation of viscous compressible flow