Learn More
We obtain an analytic solution for the generation of internal gravity waves by tidal flow past a vertical barrier of height b in a uniformly stratified ocean of depth h > b and buoyancy frequency N. The radiated power (watts per metre of barrier) is 1 4 πρ 0 b 2 U 2 N 1 − (f/ω) 2 M(b/ h), where ρ 0 is the mean density of seawater, U cos(ωt) the tidal(More)
Zonostrophic instability leads to the spontaneous emergence of zonal jets on a b plane from a jetless basic-state flow that is damped by bottom drag and driven by a random body force. Decomposing the barotropic vorticity equation into the zonal mean and eddy equations, and neglecting the eddy–eddy interactions, defines the quasilinear (QL) system. Numerical(More)
The eddy heat flux generated by statistically equilibrated baro-clinic turbulence supported on a uniform, horizontal temperature gradient is examined using a two-layer β-plane quasigeostrophic model. The dependence of the eddy diffusivity of temperature, D τ , on external parameters such as β, bottom friction κ, the deformation radius λ and the velocity(More)
The radiative flux of internal wave energy (the " tidal conversion ") powered by the oscillating flow of a uniformly stratified fluid over a two-dimensional submarine ridge is computed using an integral-equation method. The problem is characterized by two nondimensional parameters, A and B. The first parameter, A, is the ridge half-width scaled by ␮h, where(More)
Many studies have examined the processes involved in recognizing types of human action through sound, but little is known about whether the physical characteristics of an action (such as kinetic and kinematic parameters) can be perceived and imitated from sound. Twelve young healthy adults listened to recordings of footsteps on a gravel path taken from(More)
The eddy heat flux generated by the statistically equilibrated baroclinic instability of a uniform, horizontal temperature gradient is studied using a two-mode f-plane quasigeostrophic model. An overview of the dependence of the eddy diffusivity D on the bottom friction ␬, the deformation radius ␭, the vertical variation of the large-scale flow U, and the(More)
Managing gait disturbances in people with Parkinson's disease is a pressing challenge, as symptoms can contribute to injury and morbidity through an increased risk of falls. While drug-based interventions have limited efficacy in alleviating gait impairments, certain nonpharmacological methods, such as cueing, can also induce transient improvements to gait.(More)
Numerical calculations of the rate at which energy is converted from the external to internal tides at steep oceanic ridges are compared with estimates from analytic theories. The numerical calculations are performed using a hydrostatic primitive equation ocean model that uses a generalized s-coordinate system as the vertical coordinate. The model [Regional(More)
We study the statistics of a passive scalar T (x, t) governed by the advection–diffusion equation with variations in the scalar produced by a steady source. Two important statistical properties of the scalar are the variance, σ 2 ≡ ≡T 2 , and the entropy production, χ ≡ κ|∇T | 2. Here denotes a space–time average and κ is the molecular diffusivity of T.(More)