A finite difference computational model has been enhanced and refined to simulate tide-induced circulatory flows, with special reference to eddies shed in the lee of headlands and tidal circulation and flushing in narrow entranced coastal basins. The model is of the two-dimensional depth-integrated type and includes a relatively simple "zero-equation" turbulence model. In the turbulence model particular emphasis has been placed on the representation of the free shear layer turbulence, occurring in the mixing zone of eddying flows. This component of turbulent structure has been expressed in terms of a constant eddy viscosity across the shear layer and a semi-empirical velocity distribution. The finite difference representation of the hydrody...
This dissertation presents the development of a two-dimensional St. Johns River model and the coupli...
The primary focus of this thesis involves the numerical simulations of the hydrodynamic flows in the...
A nonlinear implicit finite element model for the solution of two-dimensional (2-D) shallow water eq...
An arbitrary Lagrangian-Eulerian (ALE) three-dimensional hydrodynamic free-surface numerical model h...
A three dimensional finite element numerical model, the Resource Management Associates model, is use...
The subject of this study is the modelization of the upwelling speed around Rattray Island (Great Ba...
The non-linear hyperbolic partial-differential equations governing long wave propagation in one and ...
A finite element, two-dimensional hydrodynamical numerical model developed by Wang & White (1976) wa...
A three-dimensional finite-element model is used to investigate the tidal flow around Rattray Island...
This thesis focuses on the simulation of astronomic tides of the Pascagoula River. The work is compr...
A one-dimensional hydrodynamic model with a two-equation turbulence closure has been used to model s...
The non-linear hyperboIic partial-differential equations governing long-wave propagation in two spat...
A tidal bore may form during spring tide conditions when the tidal range exceeds 4 to 6 m in a natur...
A tidal bore is a natural estuarine phenomenon forming a positive surge in a funnel-shaped river mou...
A pair of fast and simple numerical circulation models are used to investigate tidal and wind driven...
This dissertation presents the development of a two-dimensional St. Johns River model and the coupli...
The primary focus of this thesis involves the numerical simulations of the hydrodynamic flows in the...
A nonlinear implicit finite element model for the solution of two-dimensional (2-D) shallow water eq...
An arbitrary Lagrangian-Eulerian (ALE) three-dimensional hydrodynamic free-surface numerical model h...
A three dimensional finite element numerical model, the Resource Management Associates model, is use...
The subject of this study is the modelization of the upwelling speed around Rattray Island (Great Ba...
The non-linear hyperbolic partial-differential equations governing long wave propagation in one and ...
A finite element, two-dimensional hydrodynamical numerical model developed by Wang & White (1976) wa...
A three-dimensional finite-element model is used to investigate the tidal flow around Rattray Island...
This thesis focuses on the simulation of astronomic tides of the Pascagoula River. The work is compr...
A one-dimensional hydrodynamic model with a two-equation turbulence closure has been used to model s...
The non-linear hyperboIic partial-differential equations governing long-wave propagation in two spat...
A tidal bore may form during spring tide conditions when the tidal range exceeds 4 to 6 m in a natur...
A tidal bore is a natural estuarine phenomenon forming a positive surge in a funnel-shaped river mou...
A pair of fast and simple numerical circulation models are used to investigate tidal and wind driven...
This dissertation presents the development of a two-dimensional St. Johns River model and the coupli...
The primary focus of this thesis involves the numerical simulations of the hydrodynamic flows in the...
A nonlinear implicit finite element model for the solution of two-dimensional (2-D) shallow water eq...