2005
DOI: 10.1029/2004jc002487
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Generation of internal waves in the deep ocean by tides

Abstract: [1] A direct computation of the tidal generation of internal waves over the global ocean is presented. It is based on linear wave theory and high-resolution data for the bottom topography. The geographical distribution of the energy flux from tides to internal waves is determined with a spatial resolution of a few kilometers. The total flux over the area with a depth greater than 500 m is found to be 1.2 TW. The greatest uncertainties of the computation are due to unresolved topography and to nonlinear effects… Show more

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Cited by 177 publications
(211 citation statements)
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References 25 publications
(51 reference statements)
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“…Our demonstration of phytoplankton cell size being sensitive to gradients in physical mixing suggests that knowledge of baroclinic energy dissipation globally (e.g. Nycander, 2005) could be a valuable component in explaining present-day community structure and potential for POC export. On longer time scales the distribution of internal tides will alter as sea level changes between glacial and inter-glacial periods, or as the shape and length of margins changes due to different continental configurations.…”
Section: A Role In Particulate Organic Carbon (Poc) Export At the Shementioning
confidence: 99%
“…Our demonstration of phytoplankton cell size being sensitive to gradients in physical mixing suggests that knowledge of baroclinic energy dissipation globally (e.g. Nycander, 2005) could be a valuable component in explaining present-day community structure and potential for POC export. On longer time scales the distribution of internal tides will alter as sea level changes between glacial and inter-glacial periods, or as the shape and length of margins changes due to different continental configurations.…”
Section: A Role In Particulate Organic Carbon (Poc) Export At the Shementioning
confidence: 99%
“…For large Fr, the flow is relatively unaffected by the topography, whereas for small F r the flow is blocked by the topography. Nycander (2005) outlines the regimes delimited by F r: for large R L (i.e. the quasi-steady flow limit (Bell, 1975)) the flow response to the topography is linear if F r >> 1.…”
Section: Introductionmentioning
confidence: 99%
“…Tidal dissipation in Earth's ocean was directly measured from TOPEX and Poseidon satellite data by Egbert and Ray (2000), who found that 50-75% of dissipation occurs in and around shallow seas, with the remainder in the open ocean, presumably due to turbulence caused by topography. Recent computer simulations have successfully reproduced this observation ( Jayne, 2001;Nycander, 2005;Kelly et al, 2010). For a more complete treatment of this process, consult the work of Garrett and Kunze (2007).…”
Section: E4 Tidal Response In Celestial Bodiesmentioning
confidence: 99%