The effect of uniform electric field on the cross-stream migration of a drop in plane Poiseuille flow
type: Item
instance of: scholarly article
title: The effect of uniform electric field on the cross-stream migration of a drop in plane Poiseuille flow
zbMATH Open document ID: 1383.76474
author: Shubhadeep Mandal
author: Aditya Bandopadhyay
author: Suman Chakraborty
published in: Journal of Fluid Mechanics
publication date: 2017-09-28T00:00:00Z
Mathematics Subject Classification ID: 76T10
Mathematics Subject Classification ID: 76D45
Mathematics Subject Classification ID: 76M45
zbMATH DE Number: 6782365
zbMATH Keywords: drops
zbMATH Keywords: drops and bubbles
describes a project that uses: Gerris
MaRDI profile type: Publication
full work available at URL: jfm.2016.677
OpenAlex ID: W2549487722
cites work: Uniform electric-field-induced lateral migration of a sedimenting drop
cites work: The motion of a deformable drop in a second-order fluid
cites work: On the control and suppression of the Rayleigh-Taylor instability using electric fields
cites work: A nonlinear small-deformation theory for transient droplet electrohydrodynamics
cites work: Deformation and breakup of a leaky dielectric drop in a quadrupole electric field
cites work: Electrohydrodynamic behaviour of a drop subjected to a steady uniform electric field at finite electric Reynolds number
cites work: A computational analysis of electrohydrodynamics of a leaky dielectric drop in an electric field
cites work: Response of an emulsion of leaky dielectric drops immersed in a simple shear flow: Drops less conductive than the suspending fluid
cites work: Deformation and breakup of Newtonian and non-Newtonian conducting drops in an electric field
cites work: The dynamics of a deformable drop suspended in an unbounded Stokes flow
cites work: Surfactant-induced migration of a spherical drop in Stokes flow
cites work: The flow in and around a droplet or bubble submerged in an unbound arbitrary velocity field
cites work: Numerical simulation of buoyant drops suspended in Poiseuille flow at nonzero Reynolds numbers
cites work: Axisymmetric deformation and stability of a viscous drop in a steady electric field
cites work: Q3929311
cites work: Advanced Transport Phenomena
cites work: A charge-conservative approach for simulating electrohydrodynamic two-phase flows using volume-of-fluid
cites work: Small inertial effects on a spherical bubble, drop or particle moving near a wall in a time-dependent linear flow
cites work: Numerical study of electric field effects on the deformation of two-dimensional liquid drops in simple shear flow at arbitrary Reynolds number
cites work: Effect of surfactant on motion and deformation of compound droplets in arbitrary unbounded Stokes flows
cites work: A numerical study of the motion of drops in Poiseuille flow. Part 1. Lateral migration of one drop
cites work: Effects of matrix viscoelasticity on the lateral migration of a deformable drop in a wall-bounded shear
cites work: Viscous Marangoni migration of a drop in a Poiseuille flow at low surface Péclet numbers
cites work: Gerris: A tree-based adaptive solver for the incompressible Euler equations in complex geometries.
cites work: An accurate adaptive solver for surface-tension-driven interfacial flows
cites work: The motion of a droplet subjected to linear shear flow including the presence of a plane wall
cites work: Droplet migration, deformation, and orientation in the presence of a plane wall: A numerical study compared with analytical theories
cites work: On the rheology of a dilute emulsion in a uniform electric field
cites work: Low-Reynolds-number droplet motion in a square microfluidic channel
cites work: The transverse force on a drop in an unbounded parabolic flow
cites work: The settling velocity and shape distortion of drops in a uniform electric field
cites work: The effect of surface-charge convection on the settling velocity of spherical drops in a uniform electric field
DOI: 10.1017/JFM.2016.677
description: scientific article; zbMATH DE number 6782365