Although explicit time integration schemes require small computational efforts per time step, their efficiency is severely restricted by stability limits. In particular, unstructured meshes can lead to a very restrictive global stable time step. Multirate methods offer a way to increase the efficiency by gathering grid cells in appropriate groups. The parallelization of these schemes is challenging because grid cells have different workloads. We propose a strategy that shares the workload almost equitably between all processors at every multirate stage. Performance analyses are provided for ocean modeling applications
We consider linear systems that arise from the discretization of evolutionary models. Typically, sol...
AbstractThis paper addresses two key parallelization challenges the unstructured mesh-based ocean mo...
In the computational fluid dynamic simulation of problems with complex geometries or multiscale spat...
The development of suitable and fast time integration methods for ocean modeling constitutes an impo...
Multirate explicit schemes have the vocation of reducing the important limitations due to the severe...
This thesis is devoted to the development of robust and efficient time integration methods for ocean...
Although explicit time integration schemes require small computational efforts per time step, their ...
The development of suitable and fast time integration methods for ocean modeling constitutes an impo...
The development of fast and suitable time integration methods for ocean modeling constitutes an impo...
This paper addresses two key parallelization challenges the unstructured mesh-based ocean modeling c...
This paper addresses two key parallelization challenges the unstructured mesh-based ocean modeling c...
The development of suitable and fast time integration methods for ocean modeling constitutes an impo...
Although explicit time integration schemes require small computational efforts per time step, their ...
The Parallel Ocean Program (POP) is used in many strongly eddying ocean circulation simulations. Ide...
We consider linear systems that arise from the discretization of evolutionary models. Typically, sol...
We consider linear systems that arise from the discretization of evolutionary models. Typically, sol...
AbstractThis paper addresses two key parallelization challenges the unstructured mesh-based ocean mo...
In the computational fluid dynamic simulation of problems with complex geometries or multiscale spat...
The development of suitable and fast time integration methods for ocean modeling constitutes an impo...
Multirate explicit schemes have the vocation of reducing the important limitations due to the severe...
This thesis is devoted to the development of robust and efficient time integration methods for ocean...
Although explicit time integration schemes require small computational efforts per time step, their ...
The development of suitable and fast time integration methods for ocean modeling constitutes an impo...
The development of fast and suitable time integration methods for ocean modeling constitutes an impo...
This paper addresses two key parallelization challenges the unstructured mesh-based ocean modeling c...
This paper addresses two key parallelization challenges the unstructured mesh-based ocean modeling c...
The development of suitable and fast time integration methods for ocean modeling constitutes an impo...
Although explicit time integration schemes require small computational efforts per time step, their ...
The Parallel Ocean Program (POP) is used in many strongly eddying ocean circulation simulations. Ide...
We consider linear systems that arise from the discretization of evolutionary models. Typically, sol...
We consider linear systems that arise from the discretization of evolutionary models. Typically, sol...
AbstractThis paper addresses two key parallelization challenges the unstructured mesh-based ocean mo...
In the computational fluid dynamic simulation of problems with complex geometries or multiscale spat...