12 pages, 6 figures, 2 appendixes, supplementary movies https://doi.org/10.1017/jfm.2017.440Long-term marginal stability of a new family of isolated oceanic vortices is analysed. Sign reversal of the radial gradient of the potential vorticity anomaly, as implied by the isolation requirement, leads to vortex unsteadiness but does not break the coherence of the vortex, which remains marginally stable even for high absolute Rossby numbers . The marginally stable vortices are characterized by a zero amount of potential vorticity anomaly on every isopycnal. The marginally stable final state is an unsteady vortex whose inner one-signed potential vorticity anomaly experiences revolution, rotation, precession and nutationPartial support for this st...
Shielded vortices consist of a core of potential vorticity of a given sign surrounded (or shielded) ...
This paper examines the stability of vortices in a two-layer ocean on the f-plane. The mean depth ¯h...
An isolated barotropic eddy on the β-plane can be in equilibrium only if it is composed of a coupled...
28 pages, 13 figures, 3 appendixThe steady flow of three-dimensional isolated axisymmetric baroclini...
International audienceThe stability of axisymmetric oceanic-like vortices to inertial perturbations ...
The key element of Geophysical Fluid Dynamics—reorganization of potential vorticity (PV) by nonlinea...
A vertically standing freely-rotating ellipsoidal vortex of uniform anomalous potential vorticity in...
Motivated by observational data and recent numerical simulations showing that ageostrophic effects m...
Observations show that radii of oceanic eddies often exceed the Rossby radius of deformation, wherea...
A straight front separating two semi-infinite regions of uniform potential vorticity (PV) in a rotat...
Author Posting. © American Meteorological Society, 2022. This article is posted here by permission o...
International audienceWe continue our study of the role of curvature in modifying frontal stability....
We examine the equilibrium forms, linear stability and nonlinear evolution of two patches having opp...
grantor: University of TorontoThe motivation for this work derives from observations of a ...
The effects of topography on the linear stability of both barotropic vortices and two-layer, barocli...
Shielded vortices consist of a core of potential vorticity of a given sign surrounded (or shielded) ...
This paper examines the stability of vortices in a two-layer ocean on the f-plane. The mean depth ¯h...
An isolated barotropic eddy on the β-plane can be in equilibrium only if it is composed of a coupled...
28 pages, 13 figures, 3 appendixThe steady flow of three-dimensional isolated axisymmetric baroclini...
International audienceThe stability of axisymmetric oceanic-like vortices to inertial perturbations ...
The key element of Geophysical Fluid Dynamics—reorganization of potential vorticity (PV) by nonlinea...
A vertically standing freely-rotating ellipsoidal vortex of uniform anomalous potential vorticity in...
Motivated by observational data and recent numerical simulations showing that ageostrophic effects m...
Observations show that radii of oceanic eddies often exceed the Rossby radius of deformation, wherea...
A straight front separating two semi-infinite regions of uniform potential vorticity (PV) in a rotat...
Author Posting. © American Meteorological Society, 2022. This article is posted here by permission o...
International audienceWe continue our study of the role of curvature in modifying frontal stability....
We examine the equilibrium forms, linear stability and nonlinear evolution of two patches having opp...
grantor: University of TorontoThe motivation for this work derives from observations of a ...
The effects of topography on the linear stability of both barotropic vortices and two-layer, barocli...
Shielded vortices consist of a core of potential vorticity of a given sign surrounded (or shielded) ...
This paper examines the stability of vortices in a two-layer ocean on the f-plane. The mean depth ¯h...
An isolated barotropic eddy on the β-plane can be in equilibrium only if it is composed of a coupled...