Larger supercomputers allow the resolution of more complex problems that require denser and thus also larger meshes. In this context, and extrapolating to the Exascale paradigm, meshing operations such as generation, deformation, adaptation/regeneration or partition/load balance, become a critical issue within the simulation workflow. In this paper we focus on the mesh partitioning, presenting the work carried out in the context of a PRACE Preparatory Access Project to enable a Space Filling Curve (SFC) based partitioner in the computational mechanics code Alya. In particular, we have run our tests on the MareNostrum III supercomputer of the Barcelona Supercomputing Center. SFC partitioning is a fast and scalable alternative to the standard...
To increase the speed of computer simulations we solve partial differential equations (PDEs) using s...
To increase the speed of computer simulations we solve partial differential equations (PDEs) using s...
A new massive-splitting parallelization concept using Sierpinski space-filling curves with dynamic a...
Larger supercomputers allow the simulation of more complex phenomena with increased accuracy. Eventu...
Larger supercomputers allow the simulation of more complex phenomena with increased accuracy. Eventu...
Larger supercomputers allow the simulation of more complex phenomena with increased accuracy. Eventu...
Larger supercomputers allow the simulation of more complex phenomena with increased accuracy. Eventu...
The Alya System is the BSC simulation code for multi-physics problems [1]. It is based on a Variatio...
Large-scale parallel numerical simulations are fundamental for the understanding of a wide variety o...
Large-scale parallel numerical simulations are fundamental for the understanding of a wide variety o...
The Alya System is the BSC simulation code for multi-physics problems [1]. It is based on a Variatio...
International audienceIn the context of multi-physics simulations on unstructured and heterogeneous ...
The Alya System is the BSC simulation code for multi-physics problems [1]. It is based on a Variatio...
The proposed paper presents a variety novel uses of Space-Filling-Curves (SFCs) for Cartesian mesh m...
International audienceIn the context of multi-physics simulations on unstructured and heterogeneous ...
To increase the speed of computer simulations we solve partial differential equations (PDEs) using s...
To increase the speed of computer simulations we solve partial differential equations (PDEs) using s...
A new massive-splitting parallelization concept using Sierpinski space-filling curves with dynamic a...
Larger supercomputers allow the simulation of more complex phenomena with increased accuracy. Eventu...
Larger supercomputers allow the simulation of more complex phenomena with increased accuracy. Eventu...
Larger supercomputers allow the simulation of more complex phenomena with increased accuracy. Eventu...
Larger supercomputers allow the simulation of more complex phenomena with increased accuracy. Eventu...
The Alya System is the BSC simulation code for multi-physics problems [1]. It is based on a Variatio...
Large-scale parallel numerical simulations are fundamental for the understanding of a wide variety o...
Large-scale parallel numerical simulations are fundamental for the understanding of a wide variety o...
The Alya System is the BSC simulation code for multi-physics problems [1]. It is based on a Variatio...
International audienceIn the context of multi-physics simulations on unstructured and heterogeneous ...
The Alya System is the BSC simulation code for multi-physics problems [1]. It is based on a Variatio...
The proposed paper presents a variety novel uses of Space-Filling-Curves (SFCs) for Cartesian mesh m...
International audienceIn the context of multi-physics simulations on unstructured and heterogeneous ...
To increase the speed of computer simulations we solve partial differential equations (PDEs) using s...
To increase the speed of computer simulations we solve partial differential equations (PDEs) using s...
A new massive-splitting parallelization concept using Sierpinski space-filling curves with dynamic a...