Publications

All available on ArXiv

Research articles

  1. Le Reun, T.; Hewitt, D. R. High-Rayleigh-number convection in porous-fluid layers. Submitted to Journal of Fluid Mechanics. ArXiv: 2012.09480.

  2. Le Reun, T; Favier, B; Le Bars, M. Evidence of the Zakharov-Kolmogorov spectrum in numerical simulations of inertial wave turbulence. Europhysics Letters (in press), 2020. ArXiv: 2011.05271.

  3. Le Reun, T.; Gallet, B.; Favier, B.; Le Bars, M. Near-Resonant Instability of Geostrophic Modes: Beyond Greenspan’s Theorem. Journal of Fluid Mechanics 2020, 900. https://doi.org/10.1017/jfm.2020.454. ArXiv: 2002.12425.

  4. Le Reun, T.; Hewitt, D. R. Internally Heated Porous Convection: An Idealized Model for Enceladus’ Hydrothermal Activity. Journal of Geophysical Research: Planets 2020, 125 (7), e2020JE006451. https://doi.org/10.1029/2020JE006451. ArXiv: 2003.05964.

  5. Le Reun, T.; Favier, B.; Le Bars, M. Experimental Study of the Nonlinear Saturation of the Elliptical Instability: Inertial Wave Turbulence versus Geostrophic Turbulence. Journal of Fluid Mechanics 2019, 879, 296–326. https://doi.org/10.1017/jfm.2019.646. ArXiv: 1907.10907.

  6. Menaut, R.; Corre, Y.; Huguet, L.; Le Reun, T.; Alboussière, T.; Bergman, M.; Deguen, R.; Labrosse, S.; Moulin, M. Experimental Study of Convection in the Compressible Regime. Phys. Rev. Fluids 2019, 4 (3), 033502. https://doi.org/10.1103/PhysRevFluids.4.033502. ArXiv: 1812.04572.

  7. Le Reun, T.; Favier, B.; Le Bars, M. Parametric Instability and Wave Turbulence Driven by Tidal Excitation of Internal Waves. Journal of Fluid Mechanics 2018, 840, 498–529. https://doi.org/10.1017/jfm.2018.18. ArXiv: 1712.08815.

  8. Le Reun, T.; Favier, B.; Barker, A. J.; Le Bars, M. Inertial Wave Turbulence Driven by Elliptical Instability. Phys. Rev. Lett. 2017, 119 (3), 034502. https://doi.org/10.1103/PhysRevLett.119.034502. ArXiv: 1706.07378.

Book chapters

Conferences (main)

  • Geophysical and Environmental Processes Seminar, Cambridge, January 2020, « Turbulence driven by tides in planetary cores: wave turbulence vs. geostrophic turbulence ».
  • Congrès Français de Mécanique, September 2019, « La convection en milieux poreux avec chauffage interne, un modèle idéalisé pour l’activité hydrothermale d’Encelade » (Keynote)
  • WITGAF 2019, July 2019, oral presentation « Transition from inertial wave turbulence to geostrophic turbulence in rotating fluids – an experimental study ».
  • Waves Côte d’Azur, June 2019, invited oral presentation « Transition from inertial wave turbulence to geostrophic turbulence in rotating fluids – an experimental study ».
  • ENS Lyon, Physics Laboratory, Tuesday seminar, March 2019, « Transition from inertial wave turbulence to geostrophic turbulence in rotating fluids – an experimental study ».
  • Euromech-Ercoftac Turbulent Cascades II, December 2017, poster « Homogeneous internal wave turbulence driven by tidal flows ». The poster can be found on FigShare
  • 70th Annual Meeting of the APS Division of Fluid Dynamics, November 2017, oral presentation « Homogeneous internal wave turbulence driven by tidal flows ».
  • GDR Turbulence, June 2017, oral presentation « Excitation paramétrique de turbulence en volume par des écoulements de marée dans les enveloppes planétaires ».
  • Rencontres du non-linéaire, March 2017, presentation at the workshop Interactions Non-Linéaire entre Ondes, « Turbulence d’ondes inertielles générée par l’instabilité elliptique »

Outreach

Our paper about the inertial wave turbulence driven by the elliptical instability has been selected for a press release by the CNRS, in both French and English, and has been featured in Pour la Science.