Due to their low cost and high expansion capabilities, distributed memory parallel computers, consisting of relatively large arrays of processor elements with local memory, offer great potential for solving large scale three-dimensional subsurface flow problems. We consider here two possible solution methods for such detailed modelling using the finite element method. One is based on the commonly used diagonally scaled conjugate gradient method. The other uses an element-by-element preconditioner in the conjugate gradient method which exploits the natural parallelism in the finite element method. Results using both methods are documented for saturated and variably saturated flow simulations carried out on a single Intel i860 processor and a...
Two commonly used preconditioners were evaluated for parallel solution of linear systems of equation...
AbstractThis paper reviews the research work that has been done to implement the finite element meth...
AbstractIn this paper, we present parallel solvers for large linear systems arising from the finite-...
Integration of the subsurface flow equation by Finite Elements (FE) in space and Finite Differences ...
In this report we present parallel solvers for large linear systems arising from the finite-element ...
For the solution of discretized ordinary or partial differential equations it is necessary to solve ...
Since in many finite element problems, lots of opera-tions are repetitive on elements, it is of grea...
The parallel version of precondition techniques is developed for matrices arising from the Galer...
AbstractIntegration of the subsurface flow equation by finite elements (FE) in space and finite diff...
The rapid improvement ' in computational power available due to faster chips and parallel processing...
In the common implicit integration schemes of fluid-dynamics equations, the need to solve a linear s...
The rapid improvement in computational power available due to faster chips and parallel processing i...
-Abstract. We consider few different implementations of classical itertive methods on parallel proce...
In this paper we present parallel solvers for large linear systems arising from the finite--element ...
A quasi three‐dimensional finite element model based on the conjugate gradient technique is develope...
Two commonly used preconditioners were evaluated for parallel solution of linear systems of equation...
AbstractThis paper reviews the research work that has been done to implement the finite element meth...
AbstractIn this paper, we present parallel solvers for large linear systems arising from the finite-...
Integration of the subsurface flow equation by Finite Elements (FE) in space and Finite Differences ...
In this report we present parallel solvers for large linear systems arising from the finite-element ...
For the solution of discretized ordinary or partial differential equations it is necessary to solve ...
Since in many finite element problems, lots of opera-tions are repetitive on elements, it is of grea...
The parallel version of precondition techniques is developed for matrices arising from the Galer...
AbstractIntegration of the subsurface flow equation by finite elements (FE) in space and finite diff...
The rapid improvement ' in computational power available due to faster chips and parallel processing...
In the common implicit integration schemes of fluid-dynamics equations, the need to solve a linear s...
The rapid improvement in computational power available due to faster chips and parallel processing i...
-Abstract. We consider few different implementations of classical itertive methods on parallel proce...
In this paper we present parallel solvers for large linear systems arising from the finite--element ...
A quasi three‐dimensional finite element model based on the conjugate gradient technique is develope...
Two commonly used preconditioners were evaluated for parallel solution of linear systems of equation...
AbstractThis paper reviews the research work that has been done to implement the finite element meth...
AbstractIn this paper, we present parallel solvers for large linear systems arising from the finite-...