15 citations · 31 across the 7 of their papers we have counts for
7 papers
Centrifugal instability of Taylor-Couette flow in stratified and diffusive fluids
Junho Park
The linear and non-linear dynamics of centrifugal instability in Taylor-Couette flow are investigated when fluids are stably stratified and highly diffusive. One-dimensional local…
Non-linear evolution of the horizontal shear instability in stratified rotating fluids under the complete Coriolis acceleration
Camille Moisset, Paul Billant, Junho Park +1
This paper investigates the non-linear dynamics of horizontal shear instability in an incompressible, stratified and rotating fluid in the non-traditional -plane, i.e. with the…
Vertical shear instabilities in rotating stellar radiation zones: effects of the full Coriolis acceleration and thermal diffusion
Junho Park, Stéphane Mathis
Rotation deeply impacts the structure and the evolution of stars. To build coherent 1D or multi-D stellar structure and evolution models, we must systematically evaluate the turbul…
Improving the parametrization of transport and mixing processes in planetary atmospheres: the importance of implementing the full Coriolis acceleration
Camille Moisset, Stéphane Mathis, Paul Billant +1
With the ongoing characterisation of the atmospheres of exoplanets by the JWST, we are unveiling a large diversity of planetary atmospheres, both in terms of composition and dynami…
How do tidal waves interact with convective vortices in rapidly-rotating planets and stars?
Virgile Dandoy, Junho Park, Kyle Augustson +2
The dissipation of tidal inertial waves in planetary and stellar convective regions is one of the key mechanisms that drive the evolution of star-planet/planet-moon systems. In thi…
Systematic comparison between the generalized Lorenz equations and DNS in the two-dimensional Rayleigh-Bénard convection
Junho Park, Sungju Moon, Jaemyeong Mango Seo +1
The classic Lorenz equations were originally derived from the two-dimensional Rayleigh-Bénard convection system considering an idealised case with the lowest order of harmonics. Al…