Articles
1. F. Boyer, C. Lapuerta, S. Minjeaud, B. Piar,
A local adaptive refinement method with multigrid preconditionning
illustrated by multiphase flows simulations,
ESAIM Proceedings, Vol 27, pp. 15--53 (2009).
Published on-line.
2. F. Boyer, C. Lapuerta, S. Minjeaud,
B. Piar, M. Quintard,
Cahn-Hilliard / Navier-Stokes model for the simulation of three-phase flows,
Transport in Porous Media, Vol 82(3), pp. 463--483 (2010).
Published on-line.
3. F. Boyer, S. Minjeaud,
Numerical Schemes for a three component Cahn-Hilliard model,
M2AN, Vol 45(4), pp. 697-738 (2011).
Published on-line.
4. F. Dardhalon, J.-C. Latché, S. Minjeaud,
Analysis of a projection method for low order nonconforming finite elements,
IMA Journal of Numerical Analysis, Vol 33(1), pp. 295--317 (2013).
Published on-line.
5. S. Minjeaud,
An unconditionnally stable uncoupled scheme for the approximation
of a triphasic Cahn-Hilliard/Navier-Stokes system,
Numerical Methods for Partial Differential Equations, Vol 29(2), pp. 584--618 (2013).
Published on-line.
6. S. Minjeaud,
An adaptive pressure correction method without spurious
velocities for diffuse-interface models of
incompressible flows,
Journal of Computational Physics, Vol 236, pp. 143--156 (2013).
Published on-line.
7. F. Boyer, S. Minjeaud,
Hierarchy of consistent n-component Cahn-Hilliard systems,
M3AS, Vol 24(14), pp. 2885--2928 (2014).
Published on-line.
8. F. Berthelin, T. Goudon, S. Minjeaud,
Kinetic schemes on staggered grids for barotropic Euler
models : entropy-stability analysis,
Mathematics of Computation, Vol. 84 (295), pp. 2221--2262, 2015.
Published on-line.
9. S. Minjeaud, R. Pasquetti,
High order approximation of a tokamak edge plasma transport minimal model with Bohm boundary conditions,
Short note, Journal of Computational Physics, Vol. 285, pp. 84--87, 2015.
Published on-line.
10. F. Berthelin, T. Goudon, S. Minjeaud,
Multifluid flows: a kinetic approach,
Journal of Scientific Computing, Vol. 66 (2), pp. 792--824, 2016.
Published on-line.
11. S. Minjeaud, R. Pasquetti,
Fourier-spectral element approximation of the ion-electron Braginskii system with application to tokamak edge plasma
in divertor configuration,
Journal of Computational Physics, Vol. 321, pp. 492--511, 2016.
Published on-line.
12. S. Minjeaud, R. Pasquetti,
High Order $C^0$-Continuous Galerkin Schemes for High
Order PDEs, Conservation of Quadratic Invariants
and Application to the Korteweg-de Vries Model,
Journal of Scientific Computing, Vol. 74 (1), pp 491--518, 2018.
Published on-line.
13. T. Goudon, J. Llobell, S. Minjeaud,
An explicit MUSCL scheme on staggered grids with kinetic-like fluxes for the barotropic and full Euler system,
Communications in Computational Physics,
27 (3), pp. 672--724, 2020.
Published on-line.
14. T. Goudon, J. Llobell, S. Minjeaud,
An asymtotic preserving scheme on staggered grids for the barotropic Euler system in low Mach regimes,
Numerical Methods for Partial Differential Equations, 36 (5), pp. 1098--1128, 2020.
Published on-line.
15. R. Herbin, J.-C. Latché, S. Minjeaud, N. Therme,
Conservativity and weak consistency of a class of staggered finite volume methods for the Euler equations
Mathematics of Computation, 90, pp. 1155--1177, 2021.
Published on-line.
16. T. Goudon, S. Krell, J. Llobell, S. Minjeaud,
Transfer of conservative discrete differential operators between staggered grids: construction and duality relations,
IMA Journal of Numerical Analysis, in press, 2021.
Published on-line.
17. T. Goudon, J. Llobell, S. Minjeaud,
An explicit finite volume scheme on staggered grids for the Euler equations: Unstructured meshes, stability analysis, and energy conservation,
International Journal for Numerical Methods in Fluids, in press, 2021.
Published on-line.
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Proceedings
1. F. Boyer, S. Minjeaud,
Fully discrete approximation of a three component Cahn-Hilliard model,
Proceedings of ALGORITMY the 18th Conference
on Scientific Computing (Podbanské, Slovaquie), 2009.
2.F. Dardhalon, J.-C. Latché, S. Minjeaud,
On a projection method for piecewise-constant pressure nonconforming finite element
2010.
3.A. Bonnement, S. Minjeaud, R. Pasquetti,
Towards a high order Fourier-SEM solver of fluid models in tokamaks
Proceedings of Icosahom 2012 (Gammarth, Tunisie), 2013.
4. F. Berthelin, T. Goudon, S. Minjeaud,
Consistency analysis of a 1D Finite Volume scheme for barotropic Euler models
Proceedings of the 7th international symposium on Finite Volumes for Complex Applications (Berlin, Allemagne), 2014.
5. T. Goudon, J. Llobell, S. Minjeaud,
A staggered scheme for the Euler equations.
Proceedings of the 8th international symposium on Finite Volumes for Complex Applications (Lille, France), 2017.
6. J. Llobell, S. Minjeaud, R. Pasquetti,
High order CG schemes for KdV and Saint-Venant flow,
Proceedings of the 19h International Conference on Finite Elements in Flow Problems (Rome, Italy), 2017.
7. B. Al-Taki, K. Atsou, J.-J. Casanova, T. Goudon, P. Lafitte, F. Lagoutière, S. Minjeaud,
Numerical investigations of the compressible Navier-Stokes system,
Proceedings of CEMRACS 2019, ESAIM: ProcS, (70), pp 1-13, 2021.
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