Physics of Fluids · 2003 · 74 citations · 20 references
Natural SciencesOceanographyPhysicsOcean MixingOcean WavesPhysical OceanographyInternal WavesMixed Layer DynamicsOcean TurbulenceTurbulenceTurbulent FlowTurbulent MixingBuoyancy Frequency StructureInternal Wave ModesInternal Wave PropagationIsopycnal TurbulenceTurbulent Boundary Layer MixingVertical MotionsWave Dynamics In Stratified FlowWave Propagation In Stratified Fluids
Using two nonintrusive visualization methods, laboratory experiments are performed to examine the internal wave field underlying a turbulent region generated by a vertically oscillating grid. The first method uses dye-lines to mark the vertical motions of isopycnal layers and the second uses “synthetic schlieren” to visualize the entire wave field. In a range of experiments, the strength of the stratification is varied so that the buoyancy frequency N=0.33–1.40 s−1. In all cases, large tank-scale standing wave modes are established which last throughout the experiment. The amplitudes of the isopycnal lines, Aξ, follow a power law relation Aξ∼N−1.5. The synthetic schlieren technique allows us to visualize turbulent eddy-scale waves and to isolate the properties of the strongest downward propagating waves at the base of the turbulent layer. These waves have a surprisingly narrow range of frequencies and vertical wavenumbers. The angles of wave propagation from the vertical for the dominant waves lie in the range Θ=42°–55°. The amplitudes in the wave field follow a relation Aξ∼N−1.68. These waves are of large amplitude: their vertical displacement is from 2% to 4% of their horizontal wavelength, a significant fraction of the breaking amplitude.
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