Lecture 10 – Surface and Abyssal Circulation

Ocean Surface Currents

Origin of ocean surface current: in a simplistic case, surface currents develop from friction between the ocean and the wind that blows across its surface. Only about 2% of the wind’s energy is transferred to the ocean surface, you can simulate this on a tiny scale simply by blowing gently and steadily across a cup of coffee. If there were no continents on Earth, the surface currents would generally follow the major wind belts of the world. If there were no continents on Earth, the surface currents would generally follow the major wind belts of the world. Other main factors that influence surface current patterns include gravity, friction, and the Coriolis effect.
Subtropical Gyres and Surface Currents from Essentials of Oceanography, Trujillo and Thurman
Pacific Ocean Atlantic Ocean Indian Ocean
North Pacific (Turtle) Gyre

North Pacific Current
California Currenta
North Equatorial Current
Kuroshio (Japan) Currentb
South Pacific (Heyerdahl) Gyre

South Equatorial Current
East Australian Currentb
West Wind Drift
Peru (Humboldt) Currenta
Other Major Currents

Equatorial Countercurrent
Alaskan Current
Oyashio Current
North Atlantic (Columbus) Gyre

North Atlantic Current
Canary Currenta
North Equatorial Current
Gulf Streamb
South Atlantic (Navigator) Gyre

South Equatorial Current
Brazil Currentb
West Wind Drift
Benguela Currenta
Other Major Currents

Equatorial Countercurrent
Florida Current
East Greenland Current
Labrador Current
Falkland Current
Indian Ocean (Majid) Gyre

South Equatorial Current
Agulhas Currentb
West Wind Drift
West Australian Currenta
Other Major Currents

Equatorial Countercurrent
North Equatorial Current
Leeuwin Current
Somali Current

a Denotes an eastern boundary current of a gyre, which is relatively slow, wide, and shallow (and is also a cold-water current).
b Denotes a western boundary current of a gyre, which is relatively fast, narrow, and deep (and is also a warm-water current).

The Equatorial Undercurrent

In mid-latitudes the gyres are existing in all the basins, and may be understood as the direct response to the curl of the wind stress. In the equatorial regions the currents also display some robust and distinctive features. The main features are: Ocean currents near the Equator: Although the details vary with longitude, the surface currents are generally aligned with the direction of the wind near the equator—this is known as the South Equatorial Current (SEC). North of the equator, the surface currents flow against the prevailing winds; this eastward-flowing current is called the North Equatorial Countercurrent (NECC), and it lies within the Intertropical Convergence Zone (ITCZ).
Beneath the surface, underneath the westward-moving SEC, there exists a strong eastward-flowing current known as the Equatorial Undercurrent (EUC). The EUC flows opposite to the direction of the trade winds, has a velocity of approximately 1 m/s, and is located within the thermocline. It is about 200 kilometers wide and 100 meters deep.
Heavy arrows below the ocean surface represent the following processes: PacificEUC
(The Equatorial Current System in the Pacific. Credit: George S. Philanderlast.)
While the midlatitude ocean is warmest during the (Northern Hemisphere) summer and coldest in winter, the tropical ocean experiences its warmest period around March–April and its coolest period around September–October. Along the equator, deviations from the annual mean sea surface temperature (SST) clearly propagate westward, with most of the annual amplitude concentrated in the eastern third of the tropical Pacific Ocean.
The largest seasonal variations in SST occur in the eastern Pacific, where temperatures reach their lowest during the Northern Hemisphere fall and winter. EUCTemp
( Side view of the equatorial Pacific showing the Equatorial Undercurrent flowing east along the thermocline with temperature and velocity. Note the upward tilt of the EUC from the western to the eastern Pacific. Credit: NOAA Coral Reef Ecosystem Division – Mission Blog.)

Squids Found in the Stomachs of Sperm Whales

Imprints or scars from squid suckers have been found on the skin of sperm whales and even in their stomach. Although only a few giant-squid beaks may be found in a sperm whale's stomach along with hundreds of beaks from other squid species, the sheer size of a single giant squid may take up a third of the volume of a whale's stomach. GiantSquid Battle of the Titans.

Antarctic Circumpolar Current

The Antarctic Circumpolar Current (ACC) is a strong nearly zonal flow in the Southern Ocean. The ACC is unique because: Start from the zonal momentum balance, the zonal momentum equation integrated vertically: $$ \underbrace{-fv}_{\text{Coriolis}} = \underbrace{-\frac{1}{\rho_0} \frac{\partial p}{\partial x}}_{\text{Zonal pressure gradient}} + \underbrace{\tau^x_z}_{\text{Zonal stress (e.g., wind or bottom drag)}} $$ Integrate from $z = -D$ to $z = 0$: $$ \int_{-D}^{0} \left( \underbrace{-fv}_{\text{Coriolis}} \right) dz = - \frac{1}{\rho_0} \int_{-D}^{0} \underbrace{\frac{\partial p}{\partial x}}_{\text{Pressure gradient}} dz + \underbrace{\tau_S^x}_{\substack{\text{surface} \\ \text{wind stress}}} - \underbrace{\tau_B^x}_{\substack{\text{bottom} \\ \text{friction}}} $$ Assume that total meridional mass flux integrates to zero ⇒ no net $fV$ across the entire zonal band: $$ \Rightarrow -fV = -\frac{1}{\rho_0} \overline{P_x} + \tau_S^x - \tau_B^x \quad \text{and integrating zonally } \oint dx: \quad 0 = 0 $$ Mass conservation ⇒ balance of surface and bottom stress using a closed zonal path: $$ \oint (\tau_S^x - \tau_B^x) dx = 0 \Rightarrow \tau_S^x = \tau_B^x $$ The surface wind stress is balanced by bottom drag. Using a quadratic drag law: $$ c_D \rho u^2 = \tau_B^x \quad \text{with dimensionless drag coefficien } c_D \approx 10^{-3}, \quad \tau_B^x \approx 0.1\, \text{N/m}^2 $$ We estimate: $$ u \approx 0.3 \, \text{m/s}, \quad \text{and ACC transport } \approx 1000 \, \text{Sv} $$ This bottom stress closes the momentum budget in the ACC, especially since there are no sidewalls to provide lateral drag. Apply Leibniz rule to pressure gradient: $$ \int_{-D}^{0} \frac{\partial p}{\partial x} dz = \frac{\partial}{\partial x} \int_{-D}^{0} p \, dz + p_D \frac{dD}{dx} = P_x + \rho D D_x $$ This bottom slope term gives rise to the form drag: $$ \tau_S^x = \tau_B^x + \oint \rho D D_x \, dx $$ So the wind stress is not just balanced by local bottom friction but also by form drag from topography. ACCAntarcticMap
(South polar view of Earth showing Antarctic surface circulation. Credit: Essentials of Oceanography, Trujillo and Thurman.)

Bonus: Cookiecutter Shark

With large prey, the cookiecutter shark latches onto their body and spins, removing large plugs of tissue. This ice cream scoop-like action removes a very distinctive circular chunk of flesh from the larger ‘host’. IcecreamScoopLike
(Photo of Cookiecutter Shark bites on Swordfish at various scar stages. Credit: Courtesy of TK Walker (screenshot from YouTube).)
Can lead to some anxiety. PencilCookieCutter

Next: Project 6 – Southern Ocean Winds and Overturning