Taylor–Couette research: Twente Turbulent Taylor-Couette (T3C) and Boiling Twente Taylor-Couette (BBTC)
Skin drag reduction in the naval transport, being the largest carrier of freight in the world, is of large environmental importance as this diminishes the fuel consumption. The practical concept is to create air lubrication alongside the hull of the ship, by injecting bubbles into the boundary layer. Several laboratory experiments easily result in drag reductions of 20% and above. However, application on real life ships barely results in 5%. A solid understanding of the bubble mechanism leading to drag reduction is still missing.
To investigate the mechanism behind bubbly skin drag reduction, our group has designed a state-of-the-art turbulent two-phase Taylor-Couette setup. Two independently rotating cylinders, with a fluid in between the gap, comprise a closed and energy balanced system. At constant angular rotation rates and constant fluid temperature, one only has to measure the torque that the fluid exerts onto the cylinder’s wall to get to the drag coefficient. The inner cylinder senses this drag by means of load cells imbedded into the setup. Microbubbles and millimeter sized bubbles can be injected into the setup.
The T3C is fitted with several sensors providing global information, such as angular rotation rates, fluid temperature, torque on the inner cylinder wall and bulk gas volume fraction. In addition, there are also sensors to provide local information, such as flush mounted hot-film probes for retrieving the wall shear stress, phase-sensitive hot-film probes providing power spectra, and single or quadruple optical fiber probes to probe the bubble distribution and bubble deformation.
The flow inside the T3C setup is optically accessible through its clear acrylic outer cylinder, allowing for measurement techniques such as 3D Particle Tracking Velocimetry, 3D Particle Image Velocimetry, and laser Doppler Anemometry.
Besides two-phase flows we are also interested in single-phase turbulence. Many questions remain open regarding the features of highly turbulent flows. We aim to describe the fundamental properties of turbulent flows.
Below a video of the apparatus spinning up its outer cylinder:
Below a photo of the Boiling Twente Taylor–Couette facility doing particle tracking velocimetry using 8 high speed cameras:
We are interested in a wide variety of problems:
- Drag reduction by air injection with membranes and superhydrophobic surfaces
- Effects of roughness on drag
- Effects of water quality on drag reduction (salts and surfactants)
- Emulsions and their phase inversion
- Particles in turbulence
- Mass transfer
- Keplerian flow
- Fundamentals of turbulent flows
- …
Info:
Researchers: Timothy Chan, Luuk Blaauw, Yoan Lee, Pim Bullee, Chao Sun, Sander Huisman, Detlef Lohse.
Technical staff: Gert-Wim Bruggert, Martin Bos, and numerous of people of TCO.
Collaborators: Daniel P. Lathrop (University of Maryland), Eelco van Rietbergen (Spaarnwater)
Embedding: MESA+, JMBC, European Research Network on Turbulence, ICTR International Collaboration for Turbulence Research.
Sponsors: European Research Network on Turbulence, STW, NWO, ERC
Previous researchers: Ruben Verschoof, Rodrigo Ezeta, Dennis Bakhuis, Roeland van der Veen, Dennis van Gils, Tim Jannink, Daniela Narezo Guzmán, Peter Dung, Michael Tang
Details of the apparatus
The Twente turbulent Taylor–Couette (T3C) facility: Strongly turbulent (multiphase) flow between two independently rotating cylinders[arΧiv] D.P.M. van Gils, G.W.H. Bruggert, D.P. Lathrop, C. Sun, and D. Lohse Rev. Sci. Instrum. 82, 025105 (2011)BibTeΧ |
The boiling Twente Taylor-Couette (BTTC) facility: Temperature controlled turbulent flow between independently rotating, coaxial cylinders[arΧiv] S.G. Huisman, R.C.A. van der Veen, G.W.H. Bruggert, D. Lohse, and C. Sun Rev. Sci. Instrum. 86, 065108 (2015)BibTeΧ |
Publications
Controlling secondary flow in Taylor–Couette turbulence through spanwise-varying roughness[Open Access] D. Bakhuis, R. Ezeta, P. Berghout, P.A. Bullee, N.C. Tai, D. Chung, R. Verzicco, D. Lohse, S.G. Huisman, and C. Sun J. Fluid Mech. 883, A15 (2020)BibTeΧ |
Bubbly drag reduction using a hydrophobic inner cylinder in Taylor–Couette turbulence[arΧiv] P.A. Bullee, R.A. Verschoof, D. Bakhuis, S.G. Huisman, C. Sun, R.G.H. Lammertink, and D. Lohse J. Fluid Mech. 883, A61 (2020)BibTeΧ |
Drag reduction in boiling Taylor–Couette turbulence[arΧiv] R. Ezeta, D. Bakhuis, S.G. Huisman, C. Sun, and D. Lohse J. Fluid Mech. 881, 104–118 (2019)BibTeΧ |
Statistics, plumes, and azimuthally travelling waves in ultimate Taylor–Couette turbulent vortices[arΧiv] A. Froitzheim, R. Ezeta, S.G. Huisman, S. Merbold, C. Sun, D. Lohse, and C. Egbers J. Fluid Mech. 876, 733–765 (2019)BibTeΧ |
Statistics of rigid fibers in strongly sheared turbulence[arΧiv] D. Bakhuis, V. Mathai, R.A. Verschoof, R. Ezeta, D. Lohse, S.G. Huisman, and C. Sun Phys. Rev. Fluids 4, 072301 (2019)BibTeΧ |
Wall roughness induces asymptotic ultimate turbulence[arΧiv] X. Zhu, R.A. Verschoof, D. Bakhuis, S.G. Huisman, R. Verzicco, C. Sun, and D. Lohse Nature Phys. 14, 417–423 (2018)BibTeΧ See also: Ultimate evidence for the ultimate regime See also: Phys.org |
The influence of wall roughness on bubble drag reduction in Taylor–Couette turbulence[arΧiv] R.A. Verschoof, D. Bakhuis, P.A. Bullee, S.G. Huisman, C. Sun, and D. Lohse J. Fluid Mech. 851, 436–446 (2018)BibTeΧ |
Finite-sized rigid spheres in turbulent Taylor–Couette flow: effect on the overall drag[Open Access] D. Bakhuis, R.A. Verschoof, V. Mathai, S.G. Huisman, D. Lohse, and C. Sun J. Fluid Mech. 850, 246–261 (2018)BibTeΧ |
Periodically driven Taylor–Couette turbulence[arΧiv] R.A. Verschoof, A.K. te Nijenhuis, S.G. Huisman, C. Sun, and D. Lohse J. Fluid Mech. 846, 834–845 (2018)BibTeΧ |
Air cavities at the inner cylinder of turbulent Taylor–Couette flow[arΧiv] R.A. Verschoof, D. Bakhuis, P.A. Bullee, S.G. Huisman, C. Sun, and D. Lohse Int. J. Multiphase Flow 105, 264–273 (2018)BibTeΧ |
Rough-wall turbulent Taylor-Couette flow: The effect of the rib height[Open Access] R.A. Verschoof, X. Zhu, D. Bakhuis, S.G. Huisman, R. Verzicco, C. Sun, and D. Lohse Eur. Phys. J. E Soft Matter 41, 125 (2018)BibTeΧ |
High–Reynolds Number Taylor-Couette Turbulence[arΧiv] S. Grossmann, D. Lohse, and C. Sun Annu. Rev. Fluid Mech. 48, 53–80 (2016)BibTeΧ |
Turbulence strength in ultimate Taylor-Couette turbulence[Open Access] R. Ezeta, S.G. Huisman, C. Sun, and D. Lohse J. Fluid Mech. 836, 397–412 (2018)BibTeΧ |
Bubble Drag Reduction Requires Large Bubbles[arΧiv] R.A. Verschoof, R.C.A. van der Veen, C. Sun, and D. Lohse Phys. Rev. Lett. 117, 104502 (2016)BibTeΧ |
Self-similar decay of high Reynolds number Taylor-Couette turbulence[arΧiv] R.A. Verschoof, S.G. Huisman, R.C.A. van der Veen, C. Sun, and D. Lohse Phys. Rev. Fluids 1, 062402(R) (2016)BibTeΧ |
Exploring the phase space of multiple states in highly turbulent Taylor-Couette flow[arΧiv] R.C.A. van der Veen, S.G. Huisman, O.-Y. Dung, H.L. Tang, C. Sun, and D. Lohse Phys. Rev. Fluids 1, 024401 (2016)BibTeΧ |
Taylor–Couette turbulence at radius ratio η=0.5: scaling, flow structures and plumes[arΧiv] R.C.A. van der Veen, S.G. Huisman, S. Merbold, U. Harlander, C. Egbers, D. Lohse, and C. Sun J. Fluid Mech. 799, 334–351 (2016)BibTeΧ |
Multiple states in highly turbulent Taylor-Couette flow[arΧiv] S.G. Huisman, R.C.A. van der Veen, C. Sun, and D. Lohse Nat. Commun. 5 (2014)BibTeΧ |
Logarithmic Boundary Layers in Strong Taylor-Couette Turbulence[arΧiv] S.G. Huisman, S. Scharnowski, C. Cierpka, C.J. Kähler, D. Lohse, and C. Sun Phys. Rev. Lett. 110, 264501 (2013)BibTeΧ |
Azimuthal velocity profiles in Rayleigh-stable Taylor–Couette flow and implied axial angular momentum transport[arΧiv] F. Nordsiek, S.G. Huisman, R.C.A. van der Veen, C. Sun, D. Lohse, and D.P. Lathrop J. Fluid Mech. 774, 342–362 (2015)BibTeΧ |
Boundary layer dynamics at the transition between the classical and the ultimate regime of Taylor-Couette flow[arΧiv] R. Ostilla Mónico, E.P. van der Poel, R. Verzicco, S. Grossmann, and D. Lohse Phys. Fluids 26, 015114 (2014)BibTeΧ |
Velocity profiles in strongly turbulent Taylor-Couette flow[arΧiv] S. Grossmann, D. Lohse, and C. Sun Phys. Fluids 26, 025114 (2014)BibTeΧ |
Statistics of turbulent fluctuations in counter-rotating Taylor-Couette flows[arΧiv] S.G. Huisman, D. Lohse, and C. Sun Phys. Rev. E 88, 063001 (2013)BibTeΧ |
The importance of bubble deformability for strong drag reduction in bubbly turbulent Taylor-Couette[arΧiv] D.P.M. van Gils, D. Narezo Guzmán, C. Sun, and D. Lohse J. Fluid Mech. 722, 317 (2013)BibTeΧ |
Optimal Taylor–Couette flow: direct numerical simulations[arΧiv] R. Ostilla Mónico, R.J.A.M. Stevens, S. Grossmann, R. Verzicco, and D. Lohse J. Fluid Mech. 719, 14 (2013)BibTeΧ |
Ultimate Turbulent Taylor-Couette Flow[arΧiv] S.G. Huisman, D.P.M. van Gils, S. Grossmann, C. Sun, and D. Lohse Phys. Rev. Lett. 108, 024501 (2012)BibTeΧ See also: Viewpoints in Physics 5, 4 (2012) See also: STW news of friday january 18th 2012 |
Applying Laser Doppler Anemometry inside a Taylor-Couette geometry - Using a ray-tracer to correct for curvature effects[arΧiv] S.G. Huisman, D.P.M. van Gils, and C. Sun Eur. J. Mech. - B/Fluids 36, 115 (2012)BibTeΧ |
Optimal Taylor–Couette turbulence[arΧiv] D.P.M. van Gils, S.G. Huisman, S. Grossmann, C. Sun, and D. Lohse J. Fluid Mech. 706, 118 (2012)BibTeΧ |
Torque Scaling in Turbulent Taylor-Couette Flow with Co- and Counterrotating Cylinders[arΧiv] D.P.M. van Gils, S.G. Huisman, G.W.H. Bruggert, C. Sun, and D. Lohse Phys. Rev. Lett. 106, 024502 (2011)BibTeΧ See also: Physics Today, January 2011, Exploring the extremes of turbulence See also: Physics Synopsis: Heat and twist of turbulent flows |
Microbubbly drag reduction in Taylor–Couette flow in the wavy vortex regime[arΧiv] K. Sugiyama, E. Calzavarini, and D. Lohse J. Fluid Mech. 608, 21–41 (2008)BibTeΧ |
Torque scaling in turbulent Taylor–Couette flow between independently rotating cylinders B. Eckhardt, S. Grossmann, and D. Lohse J. Fluid Mech. 581, 221–250 (2007)BibTeΧ |
Bubbly Turbulent Drag Reduction Is a Boundary Layer Effect T.H. van den Berg, D.P.M. van Gils, D.P. Lathrop, and D. Lohse Phys. Rev. Lett. 98, 084501 (2007)BibTeΧ |
Drag Reduction in Bubbly Taylor-Couette Turbulence T.H. van den Berg, S. Luther, D.P. Lathrop, and D. Lohse Phys. Rev. Lett. 94, 044501 (2005)BibTeΧ |
Smooth and rough boundaries in turbulent Taylor-Couette flow T.H. van den Berg, C.R. Doering, D. Lohse, and D.P. Lathrop Phys. Rev. E 68, 036307 (2003)BibTeΧ |
Scaling of global momentum transport in Taylor-Couette and pipe flow[arΧiv] B. Eckhardt, S. Grossmann, and D. Lohse European Physical Journal B 18, 541–544 (2000)BibTeΧ |