Rotating shallow water is traditionally the first model encountered in the study of geophysical fluid dynamics. Its simplicity and applicability at large scales make it a favourable starting point for understanding midlatitude atmospheric behaviour. The linearized model reveals two principal dynamical features - fast time-scale wave disturbances, and slow time-scale balanced flow. Textbook analysis typically includes linear wave properties, and the leading order balanced dynamics of quasigeostrophy. We seek to further understand the successes and limitations of rotating shallow water in modelling geophysical fluid dynamics. In this study, nonlinear wave dynamics are restricted to uniform potential vorticity. This reduced set of equations en...
AbstractAn analysis of an approximation to the rotating shallow-water equations is presented. The ap...
International audienceThe evolution of localised jets and periodic nonlinear waves in rotating shall...
International audienceThe evolution of localised jets and periodic nonlinear waves in rotating shall...
The rotating shallow water (RSW) model is of wide use as a conceptual tool in geophysical fluid dyn...
The rotating shallow water model (RSW) is probably the most pedagogical and useful model to understa...
Rotating shallow water (rSW) theory provides a simple dynamical framework for understanding atmosphe...
We first describe the equilibrium form and stability of steadily-rotating simply-connected vortex pa...
We first describe the equilibrium form and stability of steadily-rotating simply-connected vortex pa...
AbstractAn analysis of an approximation to the rotating shallow-water equations is presented. The ap...
Funding through the TRR 181 is gratefully acknowledged. GAG’s initial work was funded by the Austral...
Funding: The Leverhulme Trust (Grant Number(s) RF-2020-190).Unsteady nonlinear shallow-water flows t...
We show that physically interesting steady states of the Rotating Shallow Water equations are charac...
We show that physically interesting steady states of the Rotating Shallow Water equations are charac...
We present an extensive numerical comparison of a family of balance models appropriate to the semi-g...
This thesis contains a thorough investigation of the properties of freely decaying turbulence in a r...
AbstractAn analysis of an approximation to the rotating shallow-water equations is presented. The ap...
International audienceThe evolution of localised jets and periodic nonlinear waves in rotating shall...
International audienceThe evolution of localised jets and periodic nonlinear waves in rotating shall...
The rotating shallow water (RSW) model is of wide use as a conceptual tool in geophysical fluid dyn...
The rotating shallow water model (RSW) is probably the most pedagogical and useful model to understa...
Rotating shallow water (rSW) theory provides a simple dynamical framework for understanding atmosphe...
We first describe the equilibrium form and stability of steadily-rotating simply-connected vortex pa...
We first describe the equilibrium form and stability of steadily-rotating simply-connected vortex pa...
AbstractAn analysis of an approximation to the rotating shallow-water equations is presented. The ap...
Funding through the TRR 181 is gratefully acknowledged. GAG’s initial work was funded by the Austral...
Funding: The Leverhulme Trust (Grant Number(s) RF-2020-190).Unsteady nonlinear shallow-water flows t...
We show that physically interesting steady states of the Rotating Shallow Water equations are charac...
We show that physically interesting steady states of the Rotating Shallow Water equations are charac...
We present an extensive numerical comparison of a family of balance models appropriate to the semi-g...
This thesis contains a thorough investigation of the properties of freely decaying turbulence in a r...
AbstractAn analysis of an approximation to the rotating shallow-water equations is presented. The ap...
International audienceThe evolution of localised jets and periodic nonlinear waves in rotating shall...
International audienceThe evolution of localised jets and periodic nonlinear waves in rotating shall...