1983
DOI: 10.1080/07055900.1983.9649159
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A conjecture relating oceanic internal waves and small‐scale processes

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Cited by 56 publications
(39 citation statements)
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“…As will be discussed below, these high-frequency internal waves themselves are the result of nonlinear interaction between inertial motions and tidal currents, which not only has its influence on the mixing across stratification, but also on the particular form of the internal wave spectrum, with its canonical [Garett and Munk, [Mihaly et al, 1998] on the importance of nearinertial motions in internal wave band energy transfer, which also confirmed earlier suggestions [Holloway, 1980[Holloway, , 1983 that internal wave interaction is likely strong. This is reflected in a near-constant Ri --1, as observed [ Figure l(c)], and it may explain the consistency of the internal wave spectrum [Munk, 1981] interaction frequencies to a uniform o'2-decay in frequency and, when scaled with the local buoyancy frequency, to a fixed level to within a factor of two, as in deep ocean data [Fofonoff and Webster, 1971].…”
Section: Observationssupporting
confidence: 68%
“…As will be discussed below, these high-frequency internal waves themselves are the result of nonlinear interaction between inertial motions and tidal currents, which not only has its influence on the mixing across stratification, but also on the particular form of the internal wave spectrum, with its canonical [Garett and Munk, [Mihaly et al, 1998] on the importance of nearinertial motions in internal wave band energy transfer, which also confirmed earlier suggestions [Holloway, 1980[Holloway, , 1983 that internal wave interaction is likely strong. This is reflected in a near-constant Ri --1, as observed [ Figure l(c)], and it may explain the consistency of the internal wave spectrum [Munk, 1981] interaction frequencies to a uniform o'2-decay in frequency and, when scaled with the local buoyancy frequency, to a fixed level to within a factor of two, as in deep ocean data [Fofonoff and Webster, 1971].…”
Section: Observationssupporting
confidence: 68%
“…A semidiurnal tidal strain peak is also seen, centered at zero wavenumber, associated with scales large compared to the 420-m vertical measurement window. At scales smaller than 20 m, the wave and vortical signals merge owing to Doppler smearing, as suggested by Holloway (1983). In terms of wavenumberfrequency spectral density, the vortical peak appears to dominate.…”
Section: Observations Of Strain: 1983-2002mentioning
confidence: 80%
“…Following a fluid parcel, potential vorticity is constant in the absence of nonadiabatic processes (Ertel 1942). Furthermore, propagating internal gravity waves do not induce fluctuations in potential vorticity (Holloway 1983;Muller 1984), whereas finite potential vorticity anomalies are anticipated for quasigeostrophic flows.…”
Section: Introductionmentioning
confidence: 92%
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