Add to ORKGVariational methods are investigated asymptotically and numerically to model water waves in tanks with wave generators. As a validation, our modelling results using (dis)continuous Galerkin finite element methods will be compared to a soliton splash event resulting after a sluice gate is removed during a finite time in a long water channel with a contraction at its end.
This thesis is concerned with the development of both mathematical (variational formulation) models ...
The paper describes a new formulation of the theory of long shallow water waves, which is based on t...
A function $\eta$ is a wave shape if it, along with its streamfunction, satisfies Bernoulli\u27s con...
Variational methods are investigated asymptotically and numerically to model water waves in tanks wi...
Variational methods are investigated asymptotically and numerically to model water waves in tanks wi...
This thesis starts with the study the theoretical aspects of water wave modelling using a variationa...
The damped motion of driven water waves in a Hele-Shaw tank is investigated variationally and numeri...
The damped motion of driven water waves in a Hele-Shaw tank is investigated variationally and numeri...
A new variational finite element method is developed for nonlinear free surface gravity water waves ...
A new variational finite element method is developed for nonlinear free surface gravity water waves ...
15 pages, 1 figure, 39 references. This document is a contributed chapter to an upcoming volume to b...
We report on the mathematical and numerical modelling of (non)linear ship motion in (non)linear wate...
We consider the development of a mathematical model of water waves interacting with the mast of an o...
A new water-wave model has been derived which is based on variational techniques and combines a dept...
Waves propagating from the deep ocean to the coast show large changes in wave height, wave length an...
This thesis is concerned with the development of both mathematical (variational formulation) models ...
The paper describes a new formulation of the theory of long shallow water waves, which is based on t...
A function $\eta$ is a wave shape if it, along with its streamfunction, satisfies Bernoulli\u27s con...
Variational methods are investigated asymptotically and numerically to model water waves in tanks wi...
Variational methods are investigated asymptotically and numerically to model water waves in tanks wi...
This thesis starts with the study the theoretical aspects of water wave modelling using a variationa...
The damped motion of driven water waves in a Hele-Shaw tank is investigated variationally and numeri...
The damped motion of driven water waves in a Hele-Shaw tank is investigated variationally and numeri...
A new variational finite element method is developed for nonlinear free surface gravity water waves ...
A new variational finite element method is developed for nonlinear free surface gravity water waves ...
15 pages, 1 figure, 39 references. This document is a contributed chapter to an upcoming volume to b...
We report on the mathematical and numerical modelling of (non)linear ship motion in (non)linear wate...
We consider the development of a mathematical model of water waves interacting with the mast of an o...
A new water-wave model has been derived which is based on variational techniques and combines a dept...
Waves propagating from the deep ocean to the coast show large changes in wave height, wave length an...
This thesis is concerned with the development of both mathematical (variational formulation) models ...
The paper describes a new formulation of the theory of long shallow water waves, which is based on t...
A function $\eta$ is a wave shape if it, along with its streamfunction, satisfies Bernoulli\u27s con...