Abstract
The flow of an elastico-viscous liquid contained between two infinite discs, when one is held at rest and the other performs small-amplitude torsional oscillations about their common axis, is considered. The liquid is characterized by equations of state more general than, and containing as special cases, the equations of state used by previous authors who have considered this problem. The phenomenon of flow reversal is examined for large values of the Reynolds number, and the apparently different conclusions of previous authors are explained in terms of their particular choices of material parameters. It is also shown that in general the flow at high frequency is dominated by a particular combination of material parameters.
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