# Double maxima of angular momentum transport in small gap $\eta =0.91$ Taylor–Couette turbulence

@article{Ezeta2020DoubleMO, title={Double maxima of angular momentum transport in small gap \$\eta =0.91\$ Taylor–Couette turbulence}, author={Rodrigo Ezeta and Francesco Sacco and Dennis Bakhuis and Sander G. Huisman and Rodolfo Ostilla-M{\'o}nico and Roberto Verzicco and Chao Sun and Detlef Lohse}, journal={Journal of Fluid Mechanics}, year={2020}, volume={900} }

Abstract We use experiments and direct numerical simulations to probe the phase space of low-curvature Taylor–Couette flow in the vicinity of the ultimate regime. The cylinder radius ratio is fixed at $\eta =r_i/r_o=0.91$, where $r_i \, (r_o)$ is the inner (outer) cylinder radius. Non-dimensional shear drivings (Taylor numbers ${\textit {Ta}}$) in the range $10^7\leq {\textit {Ta}}\leq 10^{11}$ are explored for both co- and counter-rotating configurations. In the ${\textit {Ta}}$ range $10^8…

## 2 Citations

Much faster heat/mass than momentum transport in rotating Couette flows

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Abstract Heat and mass transport are generally closely correlated to momentum transport in shear flows. This so-called Reynolds analogy between advective heat or mass transport and momentum transport…

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Abstract Rayleigh–Bénard convection (RBC) and Taylor–Couette flow (TCF) are two paradigmatic fluid dynamical systems frequently discussed together because of their many similarities despite their…

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