We prove that in linear periodic gravity water waves there are no closed orbits for the water particles in the fluid. Each particle experiences per period a backward-forward motion that leads overall to a forward drift
Since the work of Stokes, it is well-known that, in water waves, particles of inviscid uid possess ...
The Lagrangian paths, horizontal Lagrangian drift velocity, U L , and the Lagrangian excess...
A third-order Lagrangian asymptotic solution is derived for gravity-capillary waves in water of fini...
We show that within the framework of linear theory the particle paths in a periodic gravity-capillar...
Using phase plane analysis we show that within the framework of linear water wave theory the particl...
AbstractWe study steady linear gravity waves of small amplitude travelling on a current of constant ...
We investigate steady symmetric gravity water waves on finite depth. For non-positive vorticity it i...
Steady linear gravity waves of small amplitude travelling on a current of constant vorticity are fou...
Steady linear gravity waves of small amplitude travelling on a current of constant vorticity are fou...
Analyzing a free boundary problem for harmonic functions we show that there are no closed particle p...
Due to the interplay between the forward Stokes drift and the backward wave-induced Eulerian return ...
Abstract: This thesis consists of four papers related to various aspects of steady water waves. Pape...
Analyzing a free boundary problem for harmonic functions in an infinite planar domain, we prove that...
We study the effect of surface gravity waves on the motion of inertial particles in an incompressibl...
We study phase contributions of wave functions that occur in the evolution of Gaussian surface gravi...
Since the work of Stokes, it is well-known that, in water waves, particles of inviscid uid possess ...
The Lagrangian paths, horizontal Lagrangian drift velocity, U L , and the Lagrangian excess...
A third-order Lagrangian asymptotic solution is derived for gravity-capillary waves in water of fini...
We show that within the framework of linear theory the particle paths in a periodic gravity-capillar...
Using phase plane analysis we show that within the framework of linear water wave theory the particl...
AbstractWe study steady linear gravity waves of small amplitude travelling on a current of constant ...
We investigate steady symmetric gravity water waves on finite depth. For non-positive vorticity it i...
Steady linear gravity waves of small amplitude travelling on a current of constant vorticity are fou...
Steady linear gravity waves of small amplitude travelling on a current of constant vorticity are fou...
Analyzing a free boundary problem for harmonic functions we show that there are no closed particle p...
Due to the interplay between the forward Stokes drift and the backward wave-induced Eulerian return ...
Abstract: This thesis consists of four papers related to various aspects of steady water waves. Pape...
Analyzing a free boundary problem for harmonic functions in an infinite planar domain, we prove that...
We study the effect of surface gravity waves on the motion of inertial particles in an incompressibl...
We study phase contributions of wave functions that occur in the evolution of Gaussian surface gravi...
Since the work of Stokes, it is well-known that, in water waves, particles of inviscid uid possess ...
The Lagrangian paths, horizontal Lagrangian drift velocity, U L , and the Lagrangian excess...
A third-order Lagrangian asymptotic solution is derived for gravity-capillary waves in water of fini...
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