This paper presents a GPU (Graphics Processing Unit)-accelerated and LTS (Local-time-Step)-based finite volume Shallow Water Model (SWM). The model performance is compared against the other five model versions (Single CPU versions with/without LTS, Multi-CPU versions with/without LTS, and a GPU version) by simulating three flow scenarios: an idealized dam-break flow; an experimental dam-break flow; a field-scale scenario of tidal flows. Satisfactory agreements between simulation results and the available measured data/reference solutions (water level, flow velocity) indicate that all the six SWM versions can well simulate these challenging shallow water flows. Inter-comparisons of the computational efficiency of the six SWM versions indicat...
In this paper a parallelization of a Shallow Water numerical scheme suitable for Graphics Processor ...
The shallow water equations are applicable to many common engineering problems involving modelling o...
An energy- and enstrophy-conserving and optimally-dispersive numerical scheme for the shallow- water...
Abstract — We address the speedup of the nume-rical solution of shallow water systems in 2D do-mains...
In this paper, we present a GPU implementation of a two-dimensional shallow water model. Water simul...
In this paper, we present a GPU implementation of a two-dimensional shallow water model. Water simul...
In this paper, we present a GPU implementation of a two-dimensional shallow water model. Water simul...
This paper presents the implementation of a HLLC finite volume solver using GPU technology for the s...
Conservation laws describing one or more conserved quantities in time arise in a multitude of differ...
In the past 15 years the field of general purpose computing on graphics processing units, or GPUs, h...
A GPU parallelized finite volume scheme which solves the two dimensional Shallow Water Equations wit...
In the simulation of flooding events, mesh refinement is often required to capture local bathymetric...
Computing speed is a significant issue of large-scale flood simulations for real-time response to di...
Computing speed is a significant issue of large-scale flood simulations for real-time response to di...
An energy- and enstrophy-conserving and optimally-dispersive numerical scheme for the shallow- water...
In this paper a parallelization of a Shallow Water numerical scheme suitable for Graphics Processor ...
The shallow water equations are applicable to many common engineering problems involving modelling o...
An energy- and enstrophy-conserving and optimally-dispersive numerical scheme for the shallow- water...
Abstract — We address the speedup of the nume-rical solution of shallow water systems in 2D do-mains...
In this paper, we present a GPU implementation of a two-dimensional shallow water model. Water simul...
In this paper, we present a GPU implementation of a two-dimensional shallow water model. Water simul...
In this paper, we present a GPU implementation of a two-dimensional shallow water model. Water simul...
This paper presents the implementation of a HLLC finite volume solver using GPU technology for the s...
Conservation laws describing one or more conserved quantities in time arise in a multitude of differ...
In the past 15 years the field of general purpose computing on graphics processing units, or GPUs, h...
A GPU parallelized finite volume scheme which solves the two dimensional Shallow Water Equations wit...
In the simulation of flooding events, mesh refinement is often required to capture local bathymetric...
Computing speed is a significant issue of large-scale flood simulations for real-time response to di...
Computing speed is a significant issue of large-scale flood simulations for real-time response to di...
An energy- and enstrophy-conserving and optimally-dispersive numerical scheme for the shallow- water...
In this paper a parallelization of a Shallow Water numerical scheme suitable for Graphics Processor ...
The shallow water equations are applicable to many common engineering problems involving modelling o...
An energy- and enstrophy-conserving and optimally-dispersive numerical scheme for the shallow- water...