References
- Cao , C-S and Titi , E . 2003 . Global well-posedness and finite-dimensional global attractor for a 3-D planetary geostrophic viscous model . Communications on Pure and Applied Mathematics , 56 ( 2 ) : 198 – 233 .
- Colin de Verdiere , A . 1988 . Buoyancy driven planetary flows . Journal of Marine Research , 46 : 215 – 265 .
- Pedlosky , J . 1984 . The equations for geostrophic motion in the ocean . Journal of Physical Oceanography , 14 : 448 – 455 .
- Pedlosky , J . 1987 . Geophysical Fluid Dynamics , 2nd edn , New York : Springer Verlag .
- Phillips , NA . 1963 . Geostrophic motion . Reviews of Geophysics , 1 : 123 – 176 .
- Robinson , A and Stommel , H . 1959 . The oceanic thermocline and associated thermohaline circulation . Tellus , 11 : 295 – 308 .
- Salmon , R . 1990 . The thermocline as an “internal boundary layer” . Journal of Marine Research , 48 : 437 – 469 .
- Samelson , R , Temam , R and Wang , S . 1998 . Some mathematical properties of the planetary geostrophic equations for large scale ocean circulation . Applicable Analysis , 70 ( 1–2 ) : 147 – 173 .
- Samelson , R , Temam , R and Wang , S . 2000 . Remarks on the planetary geostrophic model of grye scale ocean circulation . Differential Integral Equations , 13 : 1 – 14 .
- Samelson , R and Vallis , G . 1997 . A simple friction and diffusion scheme for planetary geostrophic basin models . Journal of Physical Oceanography , 27 : 186 – 194 .
- Temam , R . 1984 . Navier-Stokes Equations: Theory and Numerical Analysis , North Holland : Amsterdam .
- Welander , P . 1959 . An advective model of the ocean thermocline . Tellus , 11 : 309 – 318 .