The f-plane linear shallow-water equations support coastal Kelvin waves. These waves propagate along the coast and have zero velocity normal to the coast. It is shown that the balance equations also support coastal Kelvin waves, but these waves differ depending upon the boundary conditions imposed. Three different boundary conditions and resulting Kelvin wave approximations are examined. It is shown that one set of boundary conditions gives balance-model Kelvin waves that are closer to those of the shallow-water equations than the other two boundary conditions. 1
The interaction of a coastal Kelvin wave with the mean state in the Gulf Stream separation area is s...
Abstract: For the shallow-water equations on an equatorial beta plane the properties of low-frequenc...
The dispersion equation for Kelvin-type waves for a single-step topography is derived. Solutions for...
The f-plane linear shallow-water equations support coastal Kelvin waves. These waves propagate along...
A baroclinic shallow-water model is developed to investigate the effect of the orientation of the ea...
Parameters governing the fraction of a Kelvin wave transmitted a narrow gap or channel include time ...
International audienceResonant excitation of coastal Kelvin waves by free inertia-gravity waves impi...
Coarse resolution ocean models tend to poorly resolve many smaller‐scale phenomena, including the eq...
International audienceSince the pioneering work of Kelvin on Laplace tidal equations, a zoology of t...
For the shallow-water equations on an equatorial beta plane, the properties of low-frequency Rossby ...
Motivated by the adjustment of the meridional overturning circulation to localized forcing, solution...
Two three-dimensional primitive equation numerical ocean models are applied to the problem of intern...
The interaction of a coastal Kelvin wave with the mean state in the Gulf Stream separation area is s...
Abstract: For the shallow-water equations on an equatorial beta plane the properties of low-frequenc...
The dispersion equation for Kelvin-type waves for a single-step topography is derived. Solutions for...
The f-plane linear shallow-water equations support coastal Kelvin waves. These waves propagate along...
A baroclinic shallow-water model is developed to investigate the effect of the orientation of the ea...
Parameters governing the fraction of a Kelvin wave transmitted a narrow gap or channel include time ...
International audienceResonant excitation of coastal Kelvin waves by free inertia-gravity waves impi...
Coarse resolution ocean models tend to poorly resolve many smaller‐scale phenomena, including the eq...
International audienceSince the pioneering work of Kelvin on Laplace tidal equations, a zoology of t...
For the shallow-water equations on an equatorial beta plane, the properties of low-frequency Rossby ...
Motivated by the adjustment of the meridional overturning circulation to localized forcing, solution...
Two three-dimensional primitive equation numerical ocean models are applied to the problem of intern...
The interaction of a coastal Kelvin wave with the mean state in the Gulf Stream separation area is s...
Abstract: For the shallow-water equations on an equatorial beta plane the properties of low-frequenc...
The dispersion equation for Kelvin-type waves for a single-step topography is derived. Solutions for...