Phd Student
Paris Area, France
• Subject: Study and modelling of unstably stratified homogeneous turbulence.• Main results:- Development of a two-points closure model in spectral space to investigate turbulent regime at high Reynolds number (~10⁶)- Characterization of the late time self-similar regime: influence of the large-scale distribution, inertial range scaling, anisotropy- Validation of the results against highly resolved direct numerical simulations (2048³ points)- Large parametric study using our spectral model to test turbulence models for engineer applications- Study of variable acceleration effects on the turbulent mixing dynamic- 3 posters, 5 publications and 10 oral talks• Context: Turbulent mixing induced by density contrast is a major phenomenon occurring in geophysical flows (e.g. cirrus clouds formation), engineering applications (e.g. inertial confinement fusion) and astrophysical flows (e.g. supernova explosion). The typical configuration of density-induced mixing is the flow which develops with a Rayleigh-Taylor instability. This flow is extremely complex due to inhomogeneity, anisotropy and compressibility effects. One major results, known for three decades, is that a turbulence regime takes place at late time and drives the mixing zone. In order to investigate this particular phase, we studied a canonical flow called unstably stratified homogeneous turbulence. The purpose of this simplification is to keep the main characteristics of the Rayleigh-Taylor turbulence, namely anisotropy and buoyancy effects, and discarding others difficulties, namely inhomogeneity and incompressibility. Through this idealized configuration, we tried to understand the mechanism operating in the turbulent mixing.• Defended on December 9, 2015