Two-layer quasigeostrophic potential vorticity model
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Publication:3529783
DOI10.1063/1.2469221zbMath1144.81361OpenAlexW2045452492MaRDI QIDQ3529783
Mohamed I. Jamaloodeen, Paul K. Newton
Publication date: 14 October 2008
Published in: Journal of Mathematical Physics (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1063/1.2469221
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Related Items (5)
Quasi-geostrophic vortex vertical alignment in near collapse interactions ⋮ Solutions of quasi-geostrophic turbulence in multi-layered configurations ⋮ Three-vortex quasi-geostrophic dynamics in a two-layer fluid. Part 1. Analysis of relative and absolute motions ⋮ Three-vortex quasi-geostrophic dynamics in a two-layer fluid. Part 2. Regular and chaotic advection around the perturbed steady states ⋮ Integrable two layer point vortex motion on the half plane
Cites Work
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- Motion of three point vortices on a sphere
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- Finite-core hetons: stability and interactions
- Hamiltonian description of the ideal fluid
- Two-layer geostrophic vortex dynamics. Part 2. Alignment and two-layer V-states
- Baroclinic instability of two-layer vortices in laboratory experiments
- Hamiltonian structure for drift waves and geostrophic flow
- Some interactions between small numbers of baroclinic, geostrophic vortices
- The heton, an elementary interaction between discrete baroclinic geostrophic vortices, and its implications concerning eddy heat-flow
- Finite-amplitude evolution of two-layer geostrophic vortices
- Two-layer geostrophic vortex dynamics. Part 1. Upper-layer V-states and merger
- Motion of three vortices
- Chaotic oscillations and breakup of quasigeostrophic vortices in the N-layer approximation
- The emergence of isolated coherent vortices in turbulent flow
- Stability and transitions of hetonic quartets and baroclinic modons
- On The Motion of Three Vortices
- Four-vortex motion in the two-layer approximation: Integrable case
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