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Bruno Blais
ORCID
Publication Activity (10 Years)
Years Active: 2015-2023
Publications (10 Years): 8
Top Topics
Lattice Boltzmann
Top Venues
J. Comput. Phys.
J. Num. Math.
SoftwareX
CoRR
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Publications
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Jeanne Joachim
,
Carole-Anne Daunais
,
Valérie Bibeau
,
Luca Heltai
,
Bruno Blais
A parallel and adaptative Nitsche immersed boundary method to simulate viscous mixing.
J. Comput. Phys.
488 (2023)
Toni El Geitani
,
Shahab Golshan
,
Bruno Blais
A High Order Stabilized Solver for the Volume Averaged Navier-Stokes Equations.
CoRR
(2022)
Daniel Arndt
,
Wolfgang Bangerth
,
Bruno Blais
,
Marc Fehling
,
Rene Gassmöller
,
Timo Heister
,
Luca Heltai
,
Uwe Köcher
,
Martin Kronbichler
,
Matthias Maier
,
Peter Munch
,
Jean-Paul Pelteret
,
Sebastian Proell
,
Konrad Simon
,
Bruno Turcksin
,
David Wells
,
Jiaqi Zhang
The deal.II library, Version 9.3.
J. Num. Math.
29 (3) (2021)
Daniel Arndt
,
Wolfgang Bangerth
,
Bruno Blais
,
Thomas C. Clevenger
,
Marc Fehling
,
Alexander V. Grayver
,
Timo Heister
,
Luca Heltai
,
Martin Kronbichler
,
Matthias Maier
,
Peter Munch
,
Jean-Paul Pelteret
,
Reza Rastak
,
Ignacio Tomas
,
Bruno Turcksin
,
Zhuoran Wang
,
David Wells
The deal.II library, Version 9.2.
J. Num. Math.
28 (3) (2020)
Bruno Blais
,
Lucka Barbeau
,
Valérie Bibeau
,
Simon Gauvin
,
Toni El Geitani
,
Shahab Golshan
,
Rajeshwari Kamble
,
Ghazaleh Mirakhori
,
Jamal Chaouki
Lethe: An open-source parallel high-order adaptative CFD solver for incompressible flows.
SoftwareX
12 (2020)
Bruno Blais
,
Manon Lassaigne
,
Christoph Goniva
,
Louis Fradette
,
François Bertrand
Development of an unresolved CFD-DEM model for the flow of viscous suspensions and its application to solid-liquid mixing.
J. Comput. Phys.
318 (2016)
Bruno Blais
,
Manon Lassaigne
,
Christoph Goniva
,
Louis Fradette
,
François Bertrand
A semi-implicit immersed boundary method and its application to viscous mixing.
Comput. Chem. Eng.
85 (2016)
Bruno Blais
,
Jean-Michel Tucny
,
David Vidal
,
François Bertrand
A conservative lattice Boltzmann model for the volume-averaged Navier-Stokes equations based on a novel collision operator.
J. Comput. Phys.
294 (2015)