Escalante-Sanchez C., Fernandez-Nieto E., Morales de Luna T., Penel Y. and Sainte-Marie J. (2021) A hierarchy of dispersive layer-averaged approximations of Euler equations for free surface flows (Journal of Scientific Computing, Volume 89(55). HAL / DOI
Faccanoni G., Grec B. & Penel Y. (2021) A homogeneous relaxation low Mach number model (Math. Model. Numer. Anal., Volume 55(04), 1569--1598). HAL / DOI
Dellacherie S., Faccanoni G., Grec B. & Penel Y. (2019) Accurate steam-water equation of state for two-phase flow LMNC model with phase transition (Applied Mathematical Modelling, Volume 65, 207--233). HAL
Fernandez-Nieto E., Parisot M., Penel Y. and Sainte-Marie J. (2018) Numerical Simulations of a Dispersive Model Approximating Free-Surface Euler Equations (Communications in Mathematical Sciences, Volume 16(05), 1169--1202). HAL / DOI
Audusse E., Do Minh H., Omnes P., Penel Y. (2018) Analysis of a modified Godunov scheme for the linear wave equation with Coriolis source term on cartesian meshes. (Journal of Computational Physics, Volume 373, 91--129). HAL / DOI
Di Martino B., Haspot B. & Penel Y. (2017). Global stability of weak solutions for a multilayer Saint-Venant model with interactions between layers. (Nonlinear Analysis, Volume 163, 177--200). HAL / DOI
Penel Y., Dellacherie S., Després B. (2015). Coupling strategies for compressible
- low Mach number flows (Math. Models Methods Appl. Sci., Volume 25(06), 1045--1089). HAL / DOI
Bernard M., Dellacherie S., Faccanoni G., Grec B. & Penel Y. (2014). Study of a low Mach nuclear core model for two-phase flows with phase transition I: stiffened gas law (Math. Model. Numer. Anal., Volume 48(06), 1639--1679). HAL / DOI
Calgaro C., Creusé E., Goudon T. & Penel Y. (2013) : Positivity-preserving schemes for Euler equations: sharp and practical CFL conditions (J. Comput. Phys., Volume 234, 417--438). HAL / DOI
Penel Y. (2013). Existence of global solutions to the 1D abstract bubble vibration model (Differential and Integral Equations, Volume 26(1-2), 59--80). HAL / DOI
Penel Y., Dellacherie S. & Lafitte O. (2013). Theoretical study of an abstract bubble vibration model (Journal of Analysis and its Applications - ZAA, Volume 32(1), 19--36). HAL / DOI
Penel Y. (2012). Well-posedness of a low Mach number system (C. R. Acad. Sci., Ser. I, 350, 51--55). DOI
Penel Y. (2012). An explicit stable numerical scheme for the 1D transport equation (DCDS-S, Volume 5(3), 641--656). HAL / DOI
Omnes P., Penel Y. & Rosenbaum Y. (2009). A posteriori error estimation for the discrete duality finite volume discretization for the Laplace equation (SIAM J. Numer. Anal., Volume 47(04), 2782-2807). HAL / DOI
Audusse E., Dubos V., Duran A., Gaveau N., Nasseri Y., Penel Y. (2021) Numerical approximation of shallow water flows with Coriolis source term. (ESAIM:Proceedings and Surveys, Volume 70, 31-44). DOI
Benyo K., Cherhabil A., Debyaoui M.-A., Penel Y. (2021) Simulations of complex free-surface flows. (ESAIM:Proceedings and Surveys, Volume 70, 45-67). DOI
Audusse E., Dellacherie S., Do Minh H., Omnes P., Penel Y. (2017) Godunov type scheme for the linear wave equation with Coriolis source term. (ESAIM:Proceedings and Surveys, Volume 58, 1-26). HAL / DOI
Audusse E., Do Minh H., Omnes P., Penel Y. (2017). Analysis of The Apparent Topography scheme for the linear wave equation with Coriolis force. (Proc. FVCA8)
Bondesan A., Dellacherie S., Hivert H., Jung J., Lleras V., Mietka C. & Penel Y. (2016). Study of a depressurisation process at low Mach number in a nuclear reactor core (ESAIM: Proceedings and Surveys, Volume 55, 41-60). HAL / DOI
Dellacherie S., Faccanoni G., Grec B. Nayir E. & Penel Y. (2014). 2D numerical simulations of a low Mach nuclear core model with stiffened gas using FreeFem++ (ESAIM: Proceedings and Surveys, Volume 45, 138-147). HAL / DOI
Bernard M., Dellacherie S., G. Faccanoni, B. Grec, T.-T. Nguyen, O. Lafitte & Penel Y. (2012). Study of a low Mach nuclear core model for single-phase flows (ESAIM: Proceedings, Volume 38, 118--134). HAL / DOI
Penel Y., Mekkas A., Dellacherie S., Ryan J. & Borrel M. (2009). Application of an AMR strategy to an abstract bubble vibration model (19th AIAA Comput. Fluid Dyn. Conf. Proc)
Yohan PENEL
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