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Download PDF by Tom Mullin, Doug Satchwell, Yorinobu Toya (auth.), Christoph: Physics of Rotating Fluids: Selected Topics of the 11th

By Tom Mullin, Doug Satchwell, Yorinobu Toya (auth.), Christoph Egbers, Gerd Pfister (eds.)

ISBN-10: 3540675140

ISBN-13: 9783540675143

This booklet is dedicated to fresh advancements within the box of rotating fluids, specifically the research of Taylor--Couette circulate, round Couette circulation, planar Couette stream, in addition to rotating annulus circulate. along with a entire evaluation of the present state-of-the-art, attainable destiny instructions during this study box are investigated. the 1st a part of this quantity offers numerous new leads to the classical Taylor--Couette process overlaying various theoretical, experimental and numerical paintings on bifurcation concept, impression of boundary stipulations, counter-rotating flows, spiral vortices and so forth. the second one half specializes in round Couette flows, together with isothermal flows, thermal convective movement, in addition to magnetohydrodynamics in round shells. the rest elements are dedicated to Goertler vortices, rotating annulus flows, in addition to superfluid Couette flows. the current ebook can be of curiosity to all researchers and graduate scholars operating actively within the field.

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Extra info for Physics of Rotating Fluids: Selected Topics of the 11th International Couette-Taylor Workshop Held at Bremen, Germany, 20–23 July 1999

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Benjamin, T. : Bifurcation Phenomena in steady flows of a viscous fluid. I. Experiments; Proc. Roy. Soc. , volume [A359], pp27-43( 1978) 5. : Bifurcation Phenomena in Taylor–Couette flow with asymmetric boundary conditions, diploma thesis, ZARM, University of Bremen, (1997) 6. : The Couette–Taylor Problem. Applied Math. , vol 102, Springer (1994) 7. A. : A numerical and experimental study of the Taylor problem with asymmetric end conditions, 6th Int. Symp. on Finite Element Method in flow problems, June 16-20, Antibes, France, (1986) 8.

4], [5] and papers cited therein). 200 Wavy−Mode Counterpropagating spirals 150 Rei TVF Spirals 100 Couette flow 50 −300 −200 −100 0 Reo Fig. 2. 5. Recorded is the inner cylinder Reynolds number Rei versus Reo , the outer cylinder one. 40 A. Schulz and G. Pfister In this presentation we show new flow structures occurring in the Taylor– Couette apparatus with a rotating outer cylinder. Fig. 2 shows a diagram of experimentally observed flow states between counter-rotating cylinders for the selected range of Reynolds numbers.

I(m, n)I (m + i, n + j) = C(i, j) (1) I and I describe the light intensities within the interrogation areas at the time t and ∆t due to the spatial coordinates m and n. The cross correlation C(i, j) has its maximum, if many particles correlate with their spatial shifted equivalent → true correlation. To get more information about the PIV-technique the reader is refered to the book by Raffel et al. [11]. 2 LDV Laser-Doppler-Velocimetry is a widely accepted tool for fluid dynamic investigations, as it gives information about flow velocity without influencing the fluid.

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Physics of Rotating Fluids: Selected Topics of the 11th International Couette-Taylor Workshop Held at Bremen, Germany, 20–23 July 1999 by Tom Mullin, Doug Satchwell, Yorinobu Toya (auth.), Christoph Egbers, Gerd Pfister (eds.)


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