BACK TO INDEX
Publications about 'Neutron'
|
-
S. Moustafa.
Massively Parallel Cartesian Discrete Ordinates Method for Neutron Transport Simulation.
PhD thesis,
Université de Bordeaux,
December 2015.
Keyword(s): Neutron.
[bibtex-entry]
-
B. Lathuilière.
Domain decomposition method for the Simplified Transport Equation in neutronic.
PhD thesis,
Université Sciences et Technologies - Bordeaux I,
February 2010.
Keyword(s): Neutron.
[Abstract]
[bibtex-entry]
Articles in journal, book chapters
|
-
S. Moustafa,
I. Dutka-Malen,
L. Plagne,
A. Poncot,
and P. Ramet.
Shared Memory Parallelism for 3D Cartesian Discrete Ordinates Solver.
Annals of Nuclear Energy,
2014.
ISSN: 0306-4549.
Keyword(s): Neutron.
[bibtex-entry]
-
M. Barrault,
B. Lathuilière,
P. Ramet,
and J. Roman.
Efficient parallel resolution of the simplified transport equations in mixed-dual formulation.
Journal of Computational Physics,
230(5):2004 - 2020,
2011.
ISSN: 0021-9991.
Keyword(s): Neutron.
[bibtex-entry]
-
S. Moustafa,
M. Faverge,
L. Plagne,
and P. Ramet.
3D Cartesian Transport Sweep for Massively Parallel Architectures with PARSEC.
In 29th IEEE International Parallel & Distributed Processing Symposium, IPDPS'15,
Hyderabad, India,
pages 581-590,
May 2015.
ISSN: 1530-2075.
Keyword(s): Neutron.
[bibtex-entry]
-
S. Moustafa,
M. Faverge,
L. Plagne,
and P. Ramet.
Parallel 3D Sweep Kernel with PARSEC.
In 16th IEEE International Conference on High Performance and Communications, workshop on HPC-CFD in Energy/Transport Domains,
Paris, France,
August 2014.
Keyword(s): Neutron.
[bibtex-entry]
-
S. Moustafa,
I. Dutka-Malen,
L. Plagne,
A. Poncot,
and P. Ramet.
Shared Memory Parallelism for 3D Cartesian Discrete Ordinates Solver.
In Joint International Conference on Supercomputing in Nuclear Applications + Monte Carlo,
Paris, France,
October 2013.
Keyword(s): Neutron.
[bibtex-entry]
-
M. Barrault,
B. Lathuilière,
P. Ramet,
and J. Roman.
A Non Overlapping Parallel Domain Decomposition Method Applied to The Simplified Transport Equations.
In International Conference on Mathematics, Computational Methods & Reactor Physics,
New-York, USA,
May 2009.
Keyword(s): Neutron.
[bibtex-entry]
-
M. Barrault,
B. Lathuilière,
P. Ramet,
and J. Roman.
A Domain Decomposition Method Applied to Large Eigenvalue Problems in Neutron Physics.
In Proceedings of PMAA'2008,
Neuchatel, Swiss,
June 2008.
Keyword(s): Neutron.
[Abstract]
[bibtex-entry]
-
M. Barrault,
B. Lathuilière,
P. Ramet,
and J. Roman.
A domain decomposition method applied to the simplified transport equations.
In IEEE 11th International Conference on Computational Science and Engineering,
Sao Paulo, Brazil,
pages 91-97,
July 2008.
Keyword(s): Neutron.
[Abstract]
[bibtex-entry]
-
M. Barrault,
B. Lathuilière,
P. Ramet,
and J. Roman.
A domain decomposition method for the resolution of an eigenvalue problem in neutron physics.
In International Symposium on Iterative Methods in Scientific Computing (IMACS),
Lille, France,
March 2008.
Keyword(s): Neutron.
[bibtex-entry]
-
M. Faverge,
S. Moustafa,
F. Févotte,
L. Plagne,
and P. Ramet.
Efficient Parallel Solution of the 3D Stationary Boltzmann Transport Equation for Diffusive Problems.
Research Report RR-9116,
Inria ; EDF Lab,
September 2017.
Keyword(s): Neutron.
[bibtex-entry]
-
G. Caramel and P. Ramet.
Optimisation des performances des outils de calcul de neutronique des coeurs.
Technical report,
E.D.F. / SINETICS,
2007.
Note: Rapport Final.
Keyword(s): Sparse.
[bibtex-entry]
-
S. Moustafa,
M. Faverge,
L. Plagne,
and P. Ramet.
3D Cartesian Transport Sweep for Massively Parallel Architectures on top of PaRSEC.
9th Scheduling for Large Scale Systems Workshop, Lyon, France,
July 2014.
Keyword(s): Neutron.
[bibtex-entry]
-
S. Moustafa,
M. Faverge,
L. Plagne,
and P. Ramet.
3D Cartesian Transport Sweep for Massively Parallel Architectures on top of PaRSEC.
SOLHAR meeting, Toulouse, France,
June 2014.
Keyword(s): Neutron.
[bibtex-entry]
BACK TO INDEX
Disclaimer:
This material is presented to ensure timely dissemination of
scholarly and technical work. Copyright and all rights therein
are retained by authors or by other copyright holders.
All person copying this information are expected to adhere to
the terms and constraints invoked by each author's copyright.
In most cases, these works may not be reposted
without the explicit permission of the copyright holder.
Les documents contenus dans ces répertoires sont rendus disponibles
par les auteurs qui y ont contribué en vue d'assurer la diffusion
à temps de travaux savants et techniques sur une base non-commerciale.
Les droits de copie et autres droits sont gardés par les auteurs
et par les détenteurs du copyright, en dépit du fait qu'ils présentent
ici leurs travaux sous forme électronique. Les personnes copiant ces
informations doivent adhérer aux termes et contraintes couverts par
le copyright de chaque auteur. Ces travaux ne peuvent pas être
rendus disponibles ailleurs sans la permission explicite du détenteur
du copyright.
Last modified: Tue Apr 4 11:58:35 2023
Author: ramet.
This document was translated from BibTEX by
bibtex2html