Abstract
Results obtained in a previous paper byBallal andRivlin on the forces associated with the slow flow of an incompressible non-Newtonian fluid, contained in the annular region between two infinite eccentric rotating cylinders, are applied to the calculation of the forces associated with the planetary motion of the inner cylinder about the axis of the outer cylinder. Either, neither, or both of the cylinders may rotate about their axes with constant angular velocities. As a limiting case the motion of an infinite cylinder is considered, in a half-space of incompressible non-Newtonian fluid bounded by a rigid plane, when the cylinder moves with constant velocity perpendicular to its length and parallel to the plane.
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