The effect of cylinder eccentricity on Couette-Taylor transition is investigated here for flow
between infinite rotating cylinders. The method of analysis is Fourier expansion of the …

The hydrodynamic stability of viscous flow between eccentric rotating cylinders has been
studied experimentally. The ratio of the radii of the cylinders was 1: 2; several eccentricities …

The stability of viscous flow between eccentric cylinders is analysed for the case in which the
inner cylinder rotates while the outer cylinder remains stationary, and where the difference in …

Results of calculations of the steady and unsteady flows past a circular cylinder which is
rotating with constant angular velocity and translating with constant linear velocity are …

The stability of viscous flow between concentric cylinders with the inner cylinder rotating and
with an axial flow due to an axial pressure gradient is considered. The analysis is motivated …

A linear stability analysis is presented for flow between concentric cylinders when a fully
developed axial flow is present. Small perturbations are assumed to be nonaxisymmetric …

In this numerical study of flow between eccentric cylinders, the size of the separation eddy
and the position of the points of separation and reattachment are found to be Reynolds …

Taylor-Couette flows in the annular region between rotating concentric cylinders are studied
numerically to determine the combined effects of the co-and counter-rotation of the outer …

Transition to turbulence in a circular Couette system is followed numerically up to the state
beyond the second bifurcation in the limit of the narrow gap between coaxial cylinders which …

The high-Reynolds-number flow between two rotating eccontric circular cylinders is studied.
The flow model comprises an invisicid core, involving closed streamlines, and hence (by …