2002
DOI: 10.1029/2001gl014199
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Processes influencing the non‐linear interaction between inertial oscillations, near inertial internal waves and internal tides

Abstract: [1] A numerical model of the Hebrides shelf edge (represented by a cross section) is used to examine the non-linear interactions producing energy at the f M 2 frequency. Calculations show that in the near coastal ocean this is primarily due to coupling between wind induced inertial oscillations (although near inertial internal waves are present) and the M 2 internal tide. The major non-linear interaction, and hence largest f M 2 currents, occurs in the region of the thermocline and is associated with shear in … Show more

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Cited by 43 publications
(59 citation statements)
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“…This interaction can involve both horizontal and vertical current gradients. In particular, vertical gradients in the u current due to shear across the thermocline have been shown [ Xing and Davies , 2002b] to be responsible for nonlinear interaction between inertial and internal tidal currents. A detailed discussion of this interaction is given in the work of Davies and Xing [2003b].…”
Section: Numerical Calculationsmentioning
confidence: 99%
“…This interaction can involve both horizontal and vertical current gradients. In particular, vertical gradients in the u current due to shear across the thermocline have been shown [ Xing and Davies , 2002b] to be responsible for nonlinear interaction between inertial and internal tidal currents. A detailed discussion of this interaction is given in the work of Davies and Xing [2003b].…”
Section: Numerical Calculationsmentioning
confidence: 99%
“…The nonlinear interaction between inertial motions (frequency f) and internal tides (frequencyω) can produce energy at the superposition f+ω frequency (Xing and Davies, 2002). Similarly, the frequency of inertial motions can be shifted by the background vorticity to create an effective frequency, leading to the region of wave trapping or propagation (Kunze, 1985).…”
Section: Introductionmentioning
confidence: 99%
“…The coastal upwelling/downwelling gives rise to internal waves that subsequently propagate away from the coastal region [e.g., Millot and Crepon , 1981; Rippeth et al , 2002; Davies and Xing , 2003a]. In the case of forcing at subinertial frequencies, the internal wave is trapped in the coastal region, although at superinertial frequencies, offshore propagation with a significant influence upon current profiles and mixing [ Davies and Xing , 2003a; Xing and Davies , 2002, 2003] can occur. This generation process for internal waves at a coastline is comparable to although different than that examined by Greatbatch [1983], Gill [1984], and others (see references in these papers) in connection with a moving storm.…”
Section: Introductionmentioning
confidence: 99%