b 0 =0

7
b 0 =0 b 0 >0 2 p + [(2*H*b 0 )/(d*|f 0 |)] x p + [2/d] f 0 /|f 0 | Sverdrup interior Stommel boundary -p(x,y) t (x) Vorticity: f+ x = const. f const x const f const x const f+ x = const. f + x - f - x + f-plane: b-plane:

Upload: owena

Post on 22-Jan-2016

67 views

Category:

Documents


0 download

DESCRIPTION

Sverdrup interior.  2 p + [(2*H* b 0 )/(d *|f 0 |)] ∂ x p + [2/d ] f 0 /|f 0 | ∂ y t (x) = 0. Stommel boundary. Vorticity:. b 0 =0. b 0 >0. -p ( x,y ). t (x). f -plane:. b -plane:. f const x const. f + x -. f const x const. f - x +. f + x = const. f + x = const. - PowerPoint PPT Presentation

TRANSCRIPT

Page 1: b 0 =0

b0=0 b0>0

2p + [(2*H*b0)/(d*|f0|)] ∂xp + [2/d] f0/|f0| ∂yt(x) = 0

Sverdrup interior

Stommel boundary

-p(x,y)t(x)

Vorticity:

f+ x = const.fconst

xconst

fconst

xconstf+ x = const.f+

x-

f-

x+

f-plane: b-plane:

Page 2: b 0 =0

Vorticity tendencies due to1. Planetary b-effect:

Vorticity tendencies due to2. Wind-stress Curl:

Vorticity tendencies due to3. Friction:

Total vorticity tendencies:

f+ x = const.f+

x-

f-

x+

West East

-1.0 (-9.0) +1.0 (+0.9)

-1.0 (-1.0) -1.0 (-1.0)

+0.1 (+10) +0.1 (+0.1)

-1.9 (0.0) +0.1 (0.0)

Stommel, H., 1951: An elementary explanation of why ocean currents are strongest in the West, BAMS, 32, 21-23.

Page 3: b 0 =0

Modeled Sea Surface Temperature

Gulfstream

Page 4: b 0 =0

http://science.hq.nasa.gov/oceans/physical/OSC.html

Page 5: b 0 =0
Page 6: b 0 =0

http://www.atmos.washington.edu/~hakim/542/barotropic.html

Barotropic Instability of a Shear Flow (Gaussian Strip of Vorticity):

y

x

Page 7: b 0 =0