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On the Flow Between Two Counter-Rotating Infinite Plane Disks.
WISCONSIN UNIV MADISON DEPT OF COMPUTER SCIENCES
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The paper studies the boundary-value problem arising from the behavior of a fluid occupying the region -1 or x or 1 between two rotating disks, rotating about a common axis perpendicular to their planes when the disks are rotating with the same speed Omega sub 0 but in the opposite sense.
APPROVED FOR PUBLIC RELEASE