activity
20152021
most citedAn effective two-dimensional model for MHD flows with transverse magnetic field

98 citations · 298 across the 14 of their papers we have counts for

collaborators

19 papers

physics.flu-dyn202123 cited

Direct numerical simulation of quasi-two-dimensional MHD turbulent shear flows

Long Chen, Alban Pothérat, Ming-Jiu Ni +1

Direct numerical simulations (DNS) are performed to study the turbulent shear flow of an electrically conducting fluid in a cylindrical container. The flow is driven by the interac…

physics.flu-dyn2020

PIV mapping of pressure and velocity fields in the plane magnetohydrodynamic Couette flow

Brahim Moudjed, Alban Pothérat, Martin Holdsworth

We present the first simultaneous mapping of two-dimensional, time-dependent velocity and pressure fields in a plane Couette flow pervaded by a transverse magnetic field. While ele…

physics.flu-dyn202098 cited

An effective two-dimensional model for MHD flows with transverse magnetic field

Alban Pothérat, Joël Sommeria, René Moreau

This paper presents a model for quasi two-dimensional MHD flows between two planes with small magnetic Reynolds number and constant transverse magnetic field orthogonal to the plan…

physics.flu-dyn2020

2D models for MHD flows

Alban Pothérat, Joël Sommeria, René Moreau

A new model is proposed for low MHD flows which remain turbulent even in the presence of a magnetic field. These flows minimize the Joule dissipation because of their tendency…

physics.flu-dyn202039 cited

Numerical simulations of an effective two-dimensional model for flows with a transverse magnetic field

Alban Pothérat, Joël Sommeria, René Moreau

This paper presents simulations of the 2d model developed by Pothérat at al (\emph{J. Fluid Mech}, 2000) for MHD flows between two planes with a strong transverse homogeneous and s…

physics.flu-dyn202017 cited

Effective boundary conditions for magnetohydrodynamic flows with thin Hartmann layers

Alban Pothérat, Joël Sommeria, René Moreau

Here we build some effective boundary conditions to be used in numerical calculations in order to avoid the thin meshing usually required in problems involving Hartmann layers near…