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Instability of quasigeostrophic vortices in a two-layer ocean with thin upper layer
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BENILOV, E. S. 2003 Instability of quasigeostrophic vortices in a two-layer ocean with thin upper layer. J. Fluid Mech. 475, 303-331 (referred to herein as B03).
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Benilov, E.S.1
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0031748406
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On the stability of large-amplitude vortices in a continuously stratified fluid on the ∫-plane
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BENILOV, E. S., BROUTMAN, D. & KUZNETSOVA, E. P. 1998 On the stability of large-amplitude vortices in a continuously stratified fluid on the ∫-plane. J. Fluid Mech. 355, 139-162.
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Benilov, E.S.1
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Kuznetsova, E.P.3
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3
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77956809908
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Barotropic and baroclinic instabilities of axisymmetric vortices in a quasigeostrophic model
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(ed. J. C. J. Nihoul and B. M. Jamart), Elsevier
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CARTON, X. J. & MCWILLIAMS, J. C. 1989 Barotropic and baroclinic instabilities of axisymmetric vortices in a quasigeostrophic model. In Mesoscale/Synoptic Coherent Structures in Geophysical Turbulence. (ed. J. C. J. Nihoul & B. M. Jamart), pp. 225-244. Elsevier.
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(1989)
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Carton, X.J.1
McWilliams, J.C.2
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4
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0000051187
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On the stability of oceanic rings
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DEWAR, W. K. & KILLWORTH, P. D. 1995 On the stability of oceanic rings. J. Phys. Oceanogr. 25, 1467-1487.
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Dewar, W.K.1
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5
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84974223854
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Nonlinear stability bounds for inviscid, two-dimensional, parallel or circular flows with monotonic vorticity, and the analogous three-dimensional quasi-geostrophic flows
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DRITSCHEL, D. G. 1988 Nonlinear stability bounds for inviscid, two-dimensional, parallel or circular flows with monotonic vorticity, and the analogous three-dimensional quasi-geostrophic flows. J. Fluid Mech. 191, 575-582.
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Dritschel, D.G.1
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6
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0024140015
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On the instability of geostrophic vortices
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FLIERL, G. R. 1988 On the instability of geostrophic vortices. J. Fluid Mech. 197, 349-388.
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Flierl, G.R.1
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7
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0024140014
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Finite-amplitude evolution of two-layer geostrophic vortices
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HELFRICH, K. R. & SEND, U. 1988 Finite-amplitude evolution of two-layer geostrophic vortices. J. Fluid Mech. 197, 331-348.
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Helfrich, K.R.1
Send, U.2
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8
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84886848192
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Instability and splitting of mesoscale rings using a two-layer quasi-geostrophic model on an ∫-plane
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IKEDA, M. 1981 Instability and splitting of mesoscale rings using a two-layer quasi-geostrophic model on an ∫-plane. J. Phys. Oceanogr. 11, 987-998.
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Ikeda, M.1
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9
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0038007514
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On the stability of multi-layer ocean vortices: A parameter study including realistic Gulf Stream and Agulhas rings
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KATSMAN, C. A., VAN DER VAART, P. C. F., DIJKSTRA, H. A. & DE RUIJTER, W. P. M. 2003 On the stability of multi-layer ocean vortices: a parameter study including realistic Gulf Stream and Agulhas rings. J. Phys. Oceanogr. 33, 1197-1218.
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Katsman, C.A.1
Van der Vaart, P.C.F.2
Dijkstra, H.A.3
de Ruijter, W.P.M.4
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10
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0031468024
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Primitive equation instability of wide oceanic rings. Part I: Linear theory
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KILLWORTH, P. D., BLUNDELL, J. R. & DEWAR, W. K. 1997 Primitive equation instability of wide oceanic rings. Part I: linear theory. J. Phys. Oceanogr. 27, 941-962.
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Killworth, P.D.1
Blundell, J.R.2
Dewar, W.K.3
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11
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0000539511
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Distribution and movement of Gulf Stream rings
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LAI, D. Y. & RICHARDSON, P. L. 1977 Distribution and movement of Gulf Stream rings. J. Phys. Oceanogr. 7, 670-683.
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Lai, D.Y.1
Richardson, P.L.2
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12
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0001357524
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Rings in the ocean
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referred to herein as 091
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OLSON, D. B. 1991 Rings in the ocean. Annu. Rev. Earth Planet. Sci. 19, 283-311 (referred to herein as O91).
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Annu. Rev. Earth Planet. Sci.
, vol.19
, pp. 283-311
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Olson, D.B.1
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13
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0033408542
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Linear instability of barotropic submesoscale coherent vortices observed in the ocean
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PALDOR, N. 1999 Linear instability of barotropic submesoscale coherent vortices observed in the ocean. J. Phys. Oceanogr. 25, 1442-1452.
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Paldor, N.1
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14
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0000383938
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Linear instability of an anticyclonic vortex in a two-layer ocean
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PALDOR, N. & NOF, D. 1990 Linear instability of an anticyclonic vortex in a two-layer ocean. J. Geophys. Res. 95, 18075-18079.
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Paldor, N.1
Nof, D.2
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15
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0027009805
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Instability of a solid-body rotating vortex in a two-layer model
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RIPA, P. 1992 Instability of a solid-body rotating vortex in a two-layer model. J. Fluid Mech. 242, 395-417.
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Ripa, P.1
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