We present the results of an error analysis of a B-spline based finite-element approximation of the stream-function formulation of the large scale wind-driven ocean circulation. In particular, we derive optimal error estimates for h-refinement using a Nitsche-type variational formulations of the two simplied linear models of the stationary quasigeostrophic equations, namely the Stommel and Stommel–Munk models. Numerical results obtained from simulations performed on rectangular and embedded geometries confirm the error analysis
The purpose of the present study is to select a convenient mixed finite element formulation for ocea...
The no-normal-flow condition states that the stream-function is constant at solid boundaries. For mu...
Within the framework of finite element methods, the paper investigates a general approximation techn...
We present the results of an error analysis of a B-spline based finite-element approximation of the ...
We present the error analysis of a B-spline based finite-element approximation of the stream-functio...
We present the error analysis of a B-spline based finite-element approximation of the stream-functio...
In this paper we proposed a two-level finite element discretization of the nonlinear stationary quas...
In this paper we proposed a two-level finite element discretization of the nonlinear stationary quas...
Abstract. This paper presents a conforming finite element semi-discretization of the streamfunction ...
An alternative First Order Least-Squares (FOSLS) Finite Element formulation for the numerical soluti...
Comprehension of global oceanic currents and, ultimately, of climate variability requires the use of...
This thesis presents goal-based error measures and applies them, via appropriate metric tensors, to ...
A stabilized finite-element (FE) algorithm for the solution of oceanic large scale circulation equat...
Preliminary results of a two-layer quasi-geostrophic box model of a wind-driven ocean are presented....
Abstract. A detailed a priori error estimate is provided for a continuous-discontinuous Galerkin fin...
The purpose of the present study is to select a convenient mixed finite element formulation for ocea...
The no-normal-flow condition states that the stream-function is constant at solid boundaries. For mu...
Within the framework of finite element methods, the paper investigates a general approximation techn...
We present the results of an error analysis of a B-spline based finite-element approximation of the ...
We present the error analysis of a B-spline based finite-element approximation of the stream-functio...
We present the error analysis of a B-spline based finite-element approximation of the stream-functio...
In this paper we proposed a two-level finite element discretization of the nonlinear stationary quas...
In this paper we proposed a two-level finite element discretization of the nonlinear stationary quas...
Abstract. This paper presents a conforming finite element semi-discretization of the streamfunction ...
An alternative First Order Least-Squares (FOSLS) Finite Element formulation for the numerical soluti...
Comprehension of global oceanic currents and, ultimately, of climate variability requires the use of...
This thesis presents goal-based error measures and applies them, via appropriate metric tensors, to ...
A stabilized finite-element (FE) algorithm for the solution of oceanic large scale circulation equat...
Preliminary results of a two-layer quasi-geostrophic box model of a wind-driven ocean are presented....
Abstract. A detailed a priori error estimate is provided for a continuous-discontinuous Galerkin fin...
The purpose of the present study is to select a convenient mixed finite element formulation for ocea...
The no-normal-flow condition states that the stream-function is constant at solid boundaries. For mu...
Within the framework of finite element methods, the paper investigates a general approximation techn...