This paper describes the implementation of three different simplified ocean models on a GPU (graphics processing unit) using Python and PyOpenCL. The three models are all based on the solving the shallow water equations on Cartesian grids, and our work is motivated by the aim of running very large ensembles of forecast models for fully nonlinear data assimilation. The models are the linearized shallow water equations, the non-linear shallow water equations, and the two-layer non-linear shallow water equations, respectively, and they contain progressively more physical properties of the ocean dynamics. We show how these models are discretized to run efficiently on a GPU, discuss how to implement them, and show some simulation results. The im...
The Inverse Ocean Modeling (IOM) system constructs and runs weak-constraint, four-dimensional variat...
This release represent the supplementary software for the paper Coastal Ocean Forecasting on the GPU...
In this paper, the preconditioning technique of an elliptic Laplace problem in a global circulation ...
This paper describes the implementation of three different simplified ocean models on a GPU (graphic...
This thesis presents research on efficient, massively parallel methods and algorithms related to sho...
[[abstract]]We present efficient algorithms for real-time rendering of ocean using the newest featur...
The two-dimensional barotropic vorticity equation is one of the basic equations of ocean dynamics. I...
In this paper we prove how the use of the GPU NVIDIA architectures could improve the performance of...
In this work, we take a modern high-resolution finite-volume scheme for solving the rotational shall...
This work is the first dowel in a rather wide research activity in collaboration with Euro Mediterra...
In this work, we perform fully nonlinear data assimilation of ocean drift trajectories using multipl...
In this paper, we present a GPU implementation of a two-dimensional shallow water model. Water simul...
AbstractTo meet the demand for fast and detailed calculations in numerical ocean simulations, we imp...
The N-DOP (Nitrogen and Dissolved Organic Phosphorus) model is a biogeochemical model used to determ...
Graphics processing unit (GPU) has become a powerful computation platform not only for graphic rende...
The Inverse Ocean Modeling (IOM) system constructs and runs weak-constraint, four-dimensional variat...
This release represent the supplementary software for the paper Coastal Ocean Forecasting on the GPU...
In this paper, the preconditioning technique of an elliptic Laplace problem in a global circulation ...
This paper describes the implementation of three different simplified ocean models on a GPU (graphic...
This thesis presents research on efficient, massively parallel methods and algorithms related to sho...
[[abstract]]We present efficient algorithms for real-time rendering of ocean using the newest featur...
The two-dimensional barotropic vorticity equation is one of the basic equations of ocean dynamics. I...
In this paper we prove how the use of the GPU NVIDIA architectures could improve the performance of...
In this work, we take a modern high-resolution finite-volume scheme for solving the rotational shall...
This work is the first dowel in a rather wide research activity in collaboration with Euro Mediterra...
In this work, we perform fully nonlinear data assimilation of ocean drift trajectories using multipl...
In this paper, we present a GPU implementation of a two-dimensional shallow water model. Water simul...
AbstractTo meet the demand for fast and detailed calculations in numerical ocean simulations, we imp...
The N-DOP (Nitrogen and Dissolved Organic Phosphorus) model is a biogeochemical model used to determ...
Graphics processing unit (GPU) has become a powerful computation platform not only for graphic rende...
The Inverse Ocean Modeling (IOM) system constructs and runs weak-constraint, four-dimensional variat...
This release represent the supplementary software for the paper Coastal Ocean Forecasting on the GPU...
In this paper, the preconditioning technique of an elliptic Laplace problem in a global circulation ...