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Andy Hogg: Ocean Straits

Andy Hogg: Ocean Straits

Mixing in Straits

Flow of ocean water through narrow straits contributes substantially to the circulation of the ocean. The amount of water travelling through straits is not large (compared with the volume of the ocean) but straits play a role in regulating the density distribution of the ocean.

Flow through straits is not well resolveed by climate models, but it can be predicted by theory (internal hydraulic theory). Corrections to hydraulic theory for factors such as mixing, friction and viscosity. The panels on the right show how an exchange flow is modified by the addition of mixing in the bottom panel.

This problem is addressed by a combination of laboratory experiments, numerical simulation and theoretical development. Relevant publications include:

T. PRASTOWO, R. W. GRIFFITHS, G. O. HUGHES & A. McC. HOGG, (2008). Mixing in exchange flows through a horizontal constriction. J. Fluid Mech., 600, 235-244. [Online copy from JFM]

A. McC. HOGG & G. O. Hughes, (2006). Shear flow and viscosity in single-layer hydraulics J. Fluid. Mech. 548, 431-443.  [On-line copy from JFM]

A. ENGQVIST & A. McC. HOGG, (2004). Unidirectional stratified flow through a non-rectangular channel. J. Fluid. Mech. 509 , 83-92. [On-line copy from JFM]

A. McC. HOGG & P. D. KILLWORTH, (2004). Continuously stratified exchange flow through a contraction in a channel. J. Fluid. Mech. 499, 257-276. [On-line copy from JFM]

A. McC. HOGG, K. B. WINTERS & G. N. IVEY, (2001). Linear Internal waves and the control of stratified exchange flows. J. Fluid. Mech., 447, 357-375. [On-line Copy from JFM]

A. M. HOGG, G. N. IVEY & K. B. WINTERS, (2001). Hydraulics and mixing in controlled exchange flows. J. Geophys. Res., 106, 959-972. [On-line Copy from JGR]

Time-dependent Strait Flow

Flow through straits is modified by waves tides, winds, air pressure and other time-dependent factors. The movie on the left shows the generation of a hydraulic exchange flow in a channel, including weak internal hydraulic jumps in a simple time-dependent model. This model is used to study the influence of waves and tides. Relevant publications include:

J. NYCANDER, A. McC. HOGG & L. M. FRANKCOMBE, (2008). Open boundary conditions for nonlinear shallow water models. Ocean Mod., doi:10.1016/j.ocemod.2008.06.003. [Online copy from OM]

L. M. FRANKCOMBE & A. McC. HOGG, (2007). Tidal modulation of two-layer hydraulic exchange flows. Ocean Science, 3, 179-188.  [On-line copy from OS]