Exceptional progress has been made in mathematical algorithm research leading to optimized mesh partitions for the highly unstructured grids occurring in finite element applications in solid mechanics. Today another research challenge presents itself. Research is needed to include boundary conditions into the algorithms for partitioning meshes. We describe below two methods we use currently to accomplish this and propose a more general approach be developed which would apply to our problems today as well as to the coupled models we envision for the future. Finally, we suggest research be considered that would incorporate partitioning methods into parallel mesh generation
Key words: finite element method, multifrontal solver, load balancing We work on direct methods to s...
An original approach to the partitioning of 3D meshes (typically for the finite element method) is p...
International audienceThis paper deals with a non-overlapping domain decomposition method involving ...
We address the problem of automatic partitioning of unstructured finite element meshes in the contex...
Computational load balancing plays a prominent role on the success of domain decomposition based fin...
This paper demonstrates the capability of staggered solution procedure for coupled fluid-structure i...
Mesh partitioning is often the preferred approach for solving unstructured computational mechanics p...
Parallel execution of computational mechanics codes requires efficient mesh-partitioning techniques....
SIGLEAvailable from British Library Document Supply Centre- DSC:8053.4153(RAL--94-092) / BLDSC - Bri...
Graph partitioning is a fundamental problem in many scientific contexts. Algorithms that find a good...
This paper studies and compares the domain partitioning algorithms presented by Farhat,1 Al-Nasra an...
AbstractGood performance of parallel finite element computations on unstructured meshes requires hig...
Desire to model in ever increasing detail geometrical and physical features has lead to a steady inc...
In this paper the Subdomain Generation Method (SGM) originally formulated in refer-ence [1] for conv...
Most finite element methods used nowadays utilize unstructured meshes. These meshes are often very l...
Key words: finite element method, multifrontal solver, load balancing We work on direct methods to s...
An original approach to the partitioning of 3D meshes (typically for the finite element method) is p...
International audienceThis paper deals with a non-overlapping domain decomposition method involving ...
We address the problem of automatic partitioning of unstructured finite element meshes in the contex...
Computational load balancing plays a prominent role on the success of domain decomposition based fin...
This paper demonstrates the capability of staggered solution procedure for coupled fluid-structure i...
Mesh partitioning is often the preferred approach for solving unstructured computational mechanics p...
Parallel execution of computational mechanics codes requires efficient mesh-partitioning techniques....
SIGLEAvailable from British Library Document Supply Centre- DSC:8053.4153(RAL--94-092) / BLDSC - Bri...
Graph partitioning is a fundamental problem in many scientific contexts. Algorithms that find a good...
This paper studies and compares the domain partitioning algorithms presented by Farhat,1 Al-Nasra an...
AbstractGood performance of parallel finite element computations on unstructured meshes requires hig...
Desire to model in ever increasing detail geometrical and physical features has lead to a steady inc...
In this paper the Subdomain Generation Method (SGM) originally formulated in refer-ence [1] for conv...
Most finite element methods used nowadays utilize unstructured meshes. These meshes are often very l...
Key words: finite element method, multifrontal solver, load balancing We work on direct methods to s...
An original approach to the partitioning of 3D meshes (typically for the finite element method) is p...
International audienceThis paper deals with a non-overlapping domain decomposition method involving ...