1989
DOI: 10.1175/1520-0469(1989)046<3177:bvstpf>2.0.co;2
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Barotropic Vortex Stability to Perturbations from Axisymmetry

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Cited by 83 publications
(50 citation statements)
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“…Another difference between the two simulations is that radial and vertical gradients of the system-scale angular rotation provide a hostile environment for deep convection in the 3-D model, with a corresponding tendency to strain the convective elements in the tangential direction. This process tends to damp the small-scale fluctuations over the larger-scale motions (Melander et al, 1987;Carr and Williams, 1989;Sutyrin, 1990;, Smith and Montgomery, 1995;Rozoff et al, 2006). In contrast, convection in the AX model is not damped by such a process and consequently retains a high degree of noisiness with time.…”
Section: Evolution Of Relative Vorticitymentioning
confidence: 99%
“…Another difference between the two simulations is that radial and vertical gradients of the system-scale angular rotation provide a hostile environment for deep convection in the 3-D model, with a corresponding tendency to strain the convective elements in the tangential direction. This process tends to damp the small-scale fluctuations over the larger-scale motions (Melander et al, 1987;Carr and Williams, 1989;Sutyrin, 1990;, Smith and Montgomery, 1995;Rozoff et al, 2006). In contrast, convection in the AX model is not damped by such a process and consequently retains a high degree of noisiness with time.…”
Section: Evolution Of Relative Vorticitymentioning
confidence: 99%
“…Air within the vortex tends to be contained and sheltered from intrusion from the environment, in part due to the strong radial shear of the tangential wind. Any asymmetry that tries to invade the vortex tends to be damped by the action of differential shear: This is the so-called vortex axisymmetrisation process (Melander et al, 1987;Carr and Williams, 1989) that is a well known essential ingredient in the robustness and persistence of coherent vortex structures in quasi two-dimensional flows. This aspect has not been explicitly discussed in the studies mentioned above in this paragraph.…”
Section: Introductionmentioning
confidence: 99%
“…Moller and Montgomery (1999) and MM00 extended MK97's derivations and simulations in the 2D non-divergent model to the 2D and 3D AB model framework and confirmed the basic finding of MK97's wave-mean-flow interaction mechanism that the wave energy can be axisymmetrized into the vortex mean flow. These results from VRW perspective are consistent with other studies that vortex axisymmetrization is found to be a universal dynamic process for monopole vortices (Melander et al 1987;McCalpin 1987;Carr and Williams 1989;Sutyrin 1989;Guinn and Schubert 1993;Holland and Dietachmayer 1993;Ritchie and Holland 1993;Smith and Montgomery 1995).…”
Section: Wave-mean-flow Interaction and Tc Intensificationsupporting
confidence: 92%