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Incompressible Limit of the Compressible Hydrodynamic Flow of Liquid Crystals

This talk is concerned with the incompressible limit of the compressible hydrodynamic flow of liquid crystals with periodic boundary conditions in $R^N, (N=2,3)$. We prove the local (and global) strong solution of the compressible system converges to the local (and global) strong solution of the incompressible system. Moreover, we get the convergence rates in some sense.

Date:
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Ben Williams

There’s more than 4,300 miles separating Morehead, KY and Berlin, Germany. For Ben Williams, it was a gap that would be bridged thanks, in part, to his experiences at the University of Kentucky.

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