A hybrid MPI/OpenMP method of parallelising a bi-conjugate gradient iterative solver for coupled thermo-hydro-mechanical finite-element simulations in unsaturated soil is implemented and found to be efficient on modern parallel computers. In particular, a new method of parallelisation using a hybrid multi-threaded and message-passing approach depending on calculation size was implemented yielding better performance over more processing units. This was tested on both an Opteron 2218 2.6GHz Dual-Core processor based system with a Gigabit Ethernet interconnect and an Intel Xeon (Harpertown / Seaburg) 3.0GHz Quad-Core processor based system with an InfiniBand Connect-X interconnect. The impact of the experimental results reflect ...
TOUGH2 is a widely used simulation package for solving groundwater flow related problems such as nuc...
Static non-linear Hamilton-Jacobi equations are often used to describe a propagating front. Advanced...
Many science and engineering problems can be described by systems of partial differential equations....
A hybrid MPI/OpenMP method of parallelising a bi-conjugate gradient iterative solver for coupled t...
An approach for the simulation of three-dimensional field-scale coupled thermo-hydro-mechanical prob...
Two different approaches are presented for the parallel implementation of computer programs for the ...
The Finite Element Method (FEM) is used to solve problems like solid deformation and heat diffusion ...
ABSTRACT: In this paper, we show the use of parallel computing in the finite element analysis of the...
This paper proposes a multi-level parallelized substructuring–frontal combined algorithm for the ana...
In this paper, a multi-frontal parallel algorithm is developed to solve fully coupled heat, water an...
This paper presents the combination of two different parallelization environments, OpenMP and MPI, i...
The Reservoir GeoMechanics Simulator (RGMS), a geomechanics simulator based on the finite element me...
AbstractIn this paper, we highlight our progress in implementing a hybrid OpenMP-MPI version of the ...
This article presents the development of a hybrid parallel algorithm for solving the Dirichlet probl...
summary:In the last decade the dramatic onset of multicore and multi-processor systems in combinatio...
TOUGH2 is a widely used simulation package for solving groundwater flow related problems such as nuc...
Static non-linear Hamilton-Jacobi equations are often used to describe a propagating front. Advanced...
Many science and engineering problems can be described by systems of partial differential equations....
A hybrid MPI/OpenMP method of parallelising a bi-conjugate gradient iterative solver for coupled t...
An approach for the simulation of three-dimensional field-scale coupled thermo-hydro-mechanical prob...
Two different approaches are presented for the parallel implementation of computer programs for the ...
The Finite Element Method (FEM) is used to solve problems like solid deformation and heat diffusion ...
ABSTRACT: In this paper, we show the use of parallel computing in the finite element analysis of the...
This paper proposes a multi-level parallelized substructuring–frontal combined algorithm for the ana...
In this paper, a multi-frontal parallel algorithm is developed to solve fully coupled heat, water an...
This paper presents the combination of two different parallelization environments, OpenMP and MPI, i...
The Reservoir GeoMechanics Simulator (RGMS), a geomechanics simulator based on the finite element me...
AbstractIn this paper, we highlight our progress in implementing a hybrid OpenMP-MPI version of the ...
This article presents the development of a hybrid parallel algorithm for solving the Dirichlet probl...
summary:In the last decade the dramatic onset of multicore and multi-processor systems in combinatio...
TOUGH2 is a widely used simulation package for solving groundwater flow related problems such as nuc...
Static non-linear Hamilton-Jacobi equations are often used to describe a propagating front. Advanced...
Many science and engineering problems can be described by systems of partial differential equations....