Citations (33)
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Gregory M. Lewis & Wayne Nagata. (2004) Linear stability analysis for the differentially heated rotating annulus. Geophysical & Astrophysical Fluid Dynamics 98:2, pages 129-152.
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E.R. Lewis & E.L. Koschmieder. (1988) Convection in a rotating, laterally heated annulus transition to lower symmetry. Geophysical & Astrophysical Fluid Dynamics 42:1-2, pages 37-47.
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H.D. Whites & E.L. Koschmieder. (1981) Convection in a rotating, laterally heated annulus pattern velocities and amplitude oscillations. Geophysical & Astrophysical Fluid Dynamics 18:3-4, pages 301-320.
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E.L. Koschmieder & H.D. White. (1981) Convection in a rotating, laterally heated annulus the wave number transitions. Geophysical & Astrophysical Fluid Dynamics 18:3-4, pages 279-299.
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P.R. Jonas. (1980) Laboratory experiments and numerical calculations of baroclinic waves resulting from potential vorticity gradients at low taylor number. Geophysical & Astrophysical Fluid Dynamics 15:1, pages 297-315.
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E.L. Koschmieder. (1978) Convection in a rotating annulus with a negative radial temperature gradient. Geophysical & Astrophysical Fluid Dynamics 10:1, pages 157-173.
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R. Hide & P.J. Mason. (1978) On the transition between axisymmetric and non-axisymmetric flow in a rotating liquid annulus subject to a horizontal temperature gradient: Hysteresis effects at moderate Taylor number and baroclinic waves beyond the eady cut-off at high Taylor number. Geophysical & Astrophysical Fluid Dynamics 10:1, pages 121-156.
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Peter A. Davies & Gösta Walin. (1975) Some exploratory experiments with a new type of rotating, differentially-heated fluid annulus. Tellus 27:6, pages 575-595.
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Articles from other publishers (22)
M. Agaoglou, V. J. García-Garrido, U. Harlander & A. M. Mancho. (2024) Building transport models from baroclinic wave experimental data. Physics of Fluids 36:1.
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Costanza Rodda, Uwe Harlander & Miklos Vincze. (2022) Jet stream variability in a polar warming scenario – a laboratory perspective. Weather and Climate Dynamics 3:3, pages 937-950.
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Vadim Travnikov & Christoph Egbers. (2021) Numerical investigation of atmospherelike flows in a spherical geometry. Physical Review E 104:6.
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Costanza Rodda, Steffen Hien, Ulrich Achatz & Uwe Harlander. (2019) A new atmospheric-like differentially heated rotating annulus configuration to study gravity wave emission from jets and fronts. Experiments in Fluids 61:1.
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Changwoo Kang, Antoine Meyer, Harunori N. Yoshikawa & Innocent Mutabazi. (2019) Numerical study of thermal convection induced by centrifugal buoyancy in a rotating cylindrical annulus. Physical Review Fluids 4:4.
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Miklós Vincze, Ion Dan Borcia & Uwe Harlander. (2017) Temperature fluctuations in a changing climate: an ensemble-based experimental approach. Scientific Reports 7:1.
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Thomas von Larcher, Alexandre Fournier & Rainer Hollerbach. (2012) The influence of a sloping bottom endwall on the linear stability in the thermally driven baroclinic annulus with a free surface. Theoretical and Computational Fluid Dynamics 27:3-4, pages 433-451.
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Marcello Lappa. 2012. Rotating Thermal Flows in Natural and Industrial Processes. Rotating Thermal Flows in Natural and Industrial Processes
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Gregory M. Lewis & Wayne Nagata. (2003) Double Hopf Bifurcations in the Differentially Heated Rotating Annulus. SIAM Journal on Applied Mathematics 63:3, pages 1029-1055.
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Katsumi Tamaki & Kazuo Ukaji. (1993) Characteristics of Tilted-Trough Vacillation in a Differentially Heated Rotating Fluid Annulus. Journal of the Meteorological Society of Japan. Ser. II 71:5, pages 553-566.
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Seiji Sugata & Shigeo Yoden. (1993) A Numerical Study on Regime Transitions of the Rotating Annulus Flow with a Semi-Spectral Model. Journal of the Meteorological Society of Japan. Ser. II 71:4, pages 491-501.
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Timothy L Miller, Huei-Iin Lu & Karen A Butler. (1992) A fully nonlinear, mixed spectral and finite difference model for thermally driven, rotating flows. Journal of Computational Physics 101:2, pages 265-275.
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Timothy L. Miller & Nathaniel D. Reynolds. (2006) A study of baroclinic instability in a cylindrical annulus with the temperature gradient imposed on the lower surface. Journal of Fluid Mechanics 233, pages 495-518.
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P.Le Quéré & J. Pécheux. (1990) A three-dimensional pseudo-spectral algorithm for the computation of convection in a rotating annulus. Computer Methods in Applied Mechanics and Engineering 80:1-3, pages 261-271.
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Jay S. Fein & Richard L. Pfeffer. (2006) An experimental study of the effects of Prandtl number on thermal convection in a rotating, differentially heated cylindrical annulus of fluid. Journal of Fluid Mechanics 75:1, pages 81-112.
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Peter A. Davies & Gösta Walin. (1975) Some exploratory experiments with a new type of rotating, differentially-heated fluid annulus. Tellus 27:6, pages 574-595.
Crossref
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