Abstract:In the internal air system of gas turbine engines or generators, a large variety of different types of annular channels with rotating cylinders are found. Even though the geometry is very simple, the flow field in such channels can be completely three-dimensional and also unsteady. From the literature it is well-known that the basic two-dimensional flow field breaks up into a pattern of counter-rotating vortices as soon as the critical speed of the inner cylinder is exceeded. The presence of a superimposed axi… Show more
“…On the other hand, the results of experiments by Yamada [34] show that the transition from turbulent flow to turbulent flow with vortices is punctuated by a critical zone and not by an analytically defined separation. Jakoby et al [46] have likewise confirmed the existence of a transition area rather than a pronounced boundary between flows with as opposed to flows without vortices; one may consult their frequency study for high axial Reynolds and Taylor numbers (2 Â 10 4 < Re < 3 Â 10 4 et 10 5 < Ta < 2 Â 10 8 ). Most of the publications cited involve relatively low Taylor numbers, that is to say approximately 0 < Ta/Ta c < 100.…”
Section: Influence Of Rotation: Taylor Vortex Flow Transitionmentioning
confidence: 65%
“…It mention that the flow's nature has already been established by the different authors cited [34,43e45] if: 0 Re a 10 4 and 0 Ta 10 6 . The study by Jakoby et al [46] bears special mention on account of a particularly high axial Reynolds number: 2 Â 10 4 < Re < 3 Â 10 4 ; this entails equally high critical Taylor numbers, which may reach 4 Â 10 7 and even 2 Â 10 9 .…”
Section: Influence Of Rotation: Taylor Vortex Flow Transitionmentioning
“…On the other hand, the results of experiments by Yamada [34] show that the transition from turbulent flow to turbulent flow with vortices is punctuated by a critical zone and not by an analytically defined separation. Jakoby et al [46] have likewise confirmed the existence of a transition area rather than a pronounced boundary between flows with as opposed to flows without vortices; one may consult their frequency study for high axial Reynolds and Taylor numbers (2 Â 10 4 < Re < 3 Â 10 4 et 10 5 < Ta < 2 Â 10 8 ). Most of the publications cited involve relatively low Taylor numbers, that is to say approximately 0 < Ta/Ta c < 100.…”
Section: Influence Of Rotation: Taylor Vortex Flow Transitionmentioning
confidence: 65%
“…It mention that the flow's nature has already been established by the different authors cited [34,43e45] if: 0 Re a 10 4 and 0 Ta 10 6 . The study by Jakoby et al [46] bears special mention on account of a particularly high axial Reynolds number: 2 Â 10 4 < Re < 3 Â 10 4 ; this entails equally high critical Taylor numbers, which may reach 4 Â 10 7 and even 2 Â 10 9 .…”
Section: Influence Of Rotation: Taylor Vortex Flow Transitionmentioning
“…They indicated that the Couette flow could change into the Taylor vortex flow and then transfer to the pure turbulent flow after several transition processes, respectively. Jakoby et al [8] used LDA (Laser Doppler Anemometry) measurement technology to investigate the convective heat transfer characteristics inside the co-axis rotating annular channel. Their results indicated that the flow field became very complex when the rotational speed of the inner cylinder exceeded a critical value.…”
“…Empirical equations for the dimensionless flux of the filtrate were derived in terms of the Taylor number and the ratio of the annular gap to the radius of the inner cylinder, respectively. Jakoby et al [5] examined the convective heat-transfer in annular channels with a rotating inner cylinder. Their experimental data established the effects of rotation on the formation of a Taylor vortex on the heat-transfer characteristics in annular channels with axial through flow.…”
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