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20182025
most citedA few remarks on the transport-Stokes system

3 citations · 3 across the 5 of their papers we have counts for

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math.AP2025

Derivation of the Monokinetic Vlasov-Stokes equations

Richard M. Höfer, A. Mecherbet, R. Schubert

We consider a microscopic model of spherical particles with inertia in a Stokes flow. As the particle number grows to infinity and their size goes to zero we derive the monokinetic…

math.AP2024

On the analyticity of the flow map for the AHT equations

Amina Mecherbet, Franck Sueur

The AHT equation is a non linear and non local vectorial transport equation which was introduced in 2003 by Angenent, Haker and Tannenbaum in optimal transport theory. For this equ…

math.AP2022

Non-existence of mean-field models for particle orientations in suspensions

Richard M. Höfer, Amina Mecherbet, Richard Schubert

We consider a suspension of spherical inertialess particles in a Stokes flow on the torus . The particles perturb a linear extensional flow due to their rigidity const…

math.AP20223 cited

A few remarks on the transport-Stokes system

Amina Mecherbet, Franck Sueur

We consider the so-called transport-Stokes system which describes sedimentation of inertialess suspensions in a viscous flow and couples a transport equation and the steady Stokes…

math.AP2020

On the sedimentation of a droplet in Stokes flow

Amina Mecherbet

This paper is dedicated to the analysis of a mesoscopic model which describes sedimentation of inertialess suspensions in a viscous flow at mesoscopic scaling. The paper is divided…

math.AP2020

On the correction to Einstein's formula for the effective viscosity

David Gérard-Varet, Amina Mecherbet

This paper is a follow-up of article [6], on the derivation of accurate effective models for viscous dilute suspensions. The goal is to identify an effective Stokes equation provid…